Newform data - 230.4.a.f

Formats: - HTML - YAML - JSON - 2026-06-18T13:49:02.225901

• 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': 3680, 'analytic_conductor': 13.570439301320341, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [5, -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': [230, 1, [47, 51], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 73, 'field_disc_factorization': [[73, 1]], 'field_poly': [-18, -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': [[3, [-16, 3, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22517998203961574, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '230.4.a.f', 'level': 230, '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': [2, 5, 23], 'level_radical': 230, 'minimal_twist': '230.4.a.f', 'nf_label': '2.2.73.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2q^{2}+(-1-\\beta )q^{3}+4q^{4}+5q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '230.4.a', 'trace_display': [-4, -3, 10, -17], 'trace_hash': 2212055386234374073, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.955', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.586', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '67.596', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, -4, -3, 8, 10, 6, -17, -16, -13, -20, 18, -12, -9, 34, -15, 32, -79, 26, 34, 40, 62, -36, -46, 24, 50, 18, -9, -68, -112, 30, -92, -64, -392, 158, -85, -52, -491, -68, -315, -80, -332, -124, -354, 72, -65, 92, -599, -48, -505, -100, 520, -36, -305, 18, 90, 136, -416, 224, 357, -60, -172, 184, 1, 128, -45, 784, -531, -316, 69, 170, 1254, 104, -343, 982, -75, 136, -518, 630, -88, 160, -694, 664, 1273, 248, -395, 708, 241, -144, 1106, 130, -252, -184, 1087, 1198, 170, 96, -2240, 1010, 978, 200, 1113, -1040, 132, 72, 310, 610, 53, -36, -416, -180, 992, -272, 1927, 832, -230, -448, 1044, -714, 1073, 120, 1150, 344, 3199, -368, 250, -2, -3405, -256, 1334, 90, 131, -1568, -654, 1062, -45, 632, -3042, -138, 80, -340, 1081, -2508, 3204, -208, -560, 686, 137, -1964, 1286, 150, -1397, -272, -691, 1036, -460, -1260, -3511, 176, 202, -320, 391, 1388, 4041, -1328, -1960, -2546, 1160, -496, -1397, 790, 874, -1416, -186, -482, -425, 288, -4368, -2212, -491, -260, 324, 504, -180, 368, -2455, -2174, -4726, -2396, -982, -340, 1282, -192, 2171, 4480, -1575, -2020, -2047, -1956, 382, -400, -700, -2226, 1025, 2080, -1660, -264, 299, -144, 3956, -620, -2215, -1220, 1915, -106, -1770, 72, 1731, 832, -325, 360, -3258, -1984, -2238, 544, -325, -3854, 2798, -1664, -5350, 460, 4208, 896, 173, -2088, -2995, 1428, 2176, -2146, 8024, -240, -2700, -2300, 5664, -688, -2525, -6398, 3132, 736, -6180, -500, 1494, 4, -414, 6810, 2600, 512, 1217, -2668, 4429, -180, 509, -262, 8519, 3136, -1525, 1308, -1002, -2124, 730, 90, -1461, -1264, 3006, 6084, 450, 276, 2525, -160, -2249, 680, 452, -2162, 5169, 5016, -2080, -6408, 5523, 416, -2289, 1120, 9346, -1372, -3969, -274, 1785, 3928, 10504, -2572, 207, -300, 3812, 2794, 1506, 544, -860, 1382, 6442, -2072, 11044, 920, -1429, 2520, -16557, 7022, 5, -352, -8902, -404, -1738, 640, -6832, -782, -5358, -2776, -225, -8082, 1062, 2656, 5274, 3920, 2022, 5092, 2425, -2320, -2655, 992, 4536, 2794, -2270, -1580, -10318, -1748, 9503, 2832, 345, 372, 636, 964, -7480, 850, 9567, -576, 4211, 8736, 6270, 4424, -6464, 982, -18644, 520, -9490, -648, -8295, -1008, -1715, 360, 1643, -736, -5945, 4910, 2337, 4348, 3260, 9452, -375, 4792, -153, 1964, -11380, 680, 9159, -2564, 6625, 384, -2590, -4342, -108, -8960, -7766, 3150, 1817, 4040, 14075, 4094, -440, 3912, -4031, -764, 4704, 800, 7224, 1400, -8127, 4452, -3470, -2050, -6974, -4160, -2238, 3320, 6388, 528, -6867, -598, 6365, 288, 8713, -7912, -14912, 1240, -11648, 4430, 3346, 2440, -1975, -3830, 1024, 212, -6120, 3540, 4250, -144, 4691, -3462, 1205, -1664, -782, 650, 1025, -720, 5144, 6516, 3925, 3968, 5530, 4476, 12306, -1088, -12567, 650, -29998, 7708, 7315, -5596, -1260, 3328, -5921, 10700, -11288, -920, -2861, -8416, 778, -1792, 5435, -346, 2591, 4176, 3017, 5990, 4354, -2856, -11216, -4352, 850, 4292, 2749, -16048, -8908, 480, -90, 5400, -1426, 4600, -11200, -11328, -6289, 1376, -22669, 5050, 28536, 12796, 5227, -6264, 4890, -1472, -6863, 12360, -5530, 1000, -26560, -2988, -19727, -8, 5565, 828, 5052, -13620, -31553, -5200, 2076, -1024, 10432, -2434, 660, 5336, -7216, -8858, -19650, 360, 19730, -1018, -20938, 524, 1550, -17038, 14073, -6272, 1058, 3050, 9177, -2616, -22815, 2004, 265, 4248, 19169, -1460, 1660, -180, -34145, 2922, -35964, 2528, -2080, -6012, 4907, -12168, 2432, -900, -2634, -552, 2792, -5050, 4960, 320, 7331, 4498, -5634, -1360, 25120, -904, 2187, 4324, 9635, -10338, 10279, -10032, -11844, 4160, 25508, 12816, 20050, -11046, -1150, -832, 31155, 4578, -30741, -2240, -15091, -18692, -190, 2744, 5220, 7938, -40529, 548, -11054, -3570, 40775, -7856, 4062, -21008, 5365, 5144, -8092, -414, 4664, 600, -13824, -7624, 7941, -5588, 5750, -3012, 19968, -1088, -4202, 1720, 1053, -2764, 20938, -12884, 15995, 4144, 29743, -22088, 22688, -1840, 207, 2858, -8744, -5040, 1250, 33114, -15424, -14044, 22205, -10, 11986, 704, 13944, 17804, -17025, 808, 7857, 3476, -19539, -1280, 40508, 13664, 30831, 1564, 6670, 10716, -1125, 5552, 41538, 450, -12342, 16164, -14941, -2124, 655, -5312, 4748, -10548, 23514, -7840, 16252, -4044, 16056, -10184, -3270, -4850, 2576, 4640, 14672, 5310, 2832, -1984, 11945, -9072, -225, -5588, 46301, 4540, 25026, 3160, -766, 20636, 2783, 3496, -15210, -19006, 20070, -5664, 3672, -690, 180, -744, -6926, -1272, 400, -1928, 42825, 14960, 9705, -1700, -24678, -19134, -10902, 1152, 5405, -8422, -6285, -17472, 10862, -12540, -5560, -8848, 2116, 12928, 16020, -1964, -9189, 37288, -45523, -1040, 10120, 18980, 19234, 1296, -2800, 16590, -21731, 2016, 19586, 3430, 22816, -720, -17427, -3286, 685, 1472, 10186, 11890, -18102, -9820, -8640, -4674, -9116, -8696, 6430, -6520, 4537, -18904, -7203, 750, -28272, -9584, 17688, 306, -6985, -3928, 6475, 22760, 9016, -1360, 15666, -18318, 3974, 5128, -3455, -13250, 32886, -768, 82542, 5180, -56831, 8684, -25984, 216, -2300, 17920, -17776, 15532, -32654, -6300, -26674, -3634, -1613, -8080, -17555, -28150, 17213, -8188, -19020, 880, -15759, -7824, 4716, 8062, 1010, 1528, 17303, -9408, 25668, -1600, -9160, -14448, 5308, -2800, 1955, 16254, -39347, -8904, -8751, 6940, -26676, 4100, 17996, 13948, 20205, 8320, -14048, 4476, -6246, -6640, -31124, -12776, -39815, -1056, -9800, 13734, -33789, 1196, 82591, -12730, -39521, -576, 13122, -17426, 5800, 15824, -27107, 29824, -25700, -2480, -42360, 23296, 22390, -8860, -6985, -6692, -16345, -4880, 30170, 3950, 11293, 7660, 10972, -2048, 4370, -424, -33393, 12240, 31780, -7080, -37302, -8500, -62859, 288, -930, -9382, -28285, 6924, -21232, -2410, 15858, 3328, -3398, 1564, -2125, -1300, 3984, -2050, 28328, 1440, -50660, -10288, -44632, -13032, -21840, -7850, -97501, -7936, 32994, -11060, -50046, -8952, -12008, -24612, -2455, 2176, 7245, 25134, 7050, -1300, 9237, 59996, -19004, -15416, 1620, -14630, -41071, 11192, -16761, 2520, -4840, -6656, 54162, 11842, -900, -21400, 13158, 22576, -54530, 1840, 8660, 5722, -39807, 16832, -12275, -1556, -34584, 3584, 44022, -10870, -2380, 692, -73521, -5182, -23630, -8352, -50318, -6034, 23996, -11980, 31980, -8708, 7636, 5712, -4910, 22432, -47631, 8704, 9099, -1700, 2914, -8584, 24472, -5498, 6410, 32096, 23704, 17816, 27682, -960, -30676, 180, 19913, -10800, 10855, 2852, 41291, -9200, 29280, 22400, 87074, 22656, 8153, 12578, -7875, -2752, 40499, 45338, 3384, -10100, 1390, -57072, -12957, -25592, -10235, -10454, -20394, 12528, 8142, -9780, 77893, 2944, 34781, 13726, 1910, -24720, 24834, 11060, -5200, -2000], '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], [-2, 0], [-1, -1], [4, 0], [5, 0], [2, 2], [-8, -1], [-8, 0], [-8, 3], [-10, 0], [4, 10], [-4, -4], [-9, 9], [16, 2], [-5, -5], [16, 0], [-34, -11], [16, -6], [12, 10], [20, 0], [26, 10], [-8, -20], [-23, 0], [8, 8], [25, 0], [18, -18], [-19, 29], [-32, -4], [-55, -2], [10, 10], [-33, -26], [-32, 0], [-184, -24], [68, 22], [-40, -5], [-32, 12], [-242, -7], [-24, -20], [-153, -9], [-40, 0], [-129, -74], [-52, -20], [-166, -22], [16, 40], [-40, 15], [46, 0], [-297, -5], [-16, -16], [-261, 17], [-50, 0], [232, 56], [-36, 36], [-156, 7], [38, -58], [20, 50], [64, 8], [-192, -32], [110, 4], [126, 105], [-20, -20], [-92, 12], [66, 52], [10, -19], [64, 0], [-45, 45], [368, 48], [-286, 41], [-136, -44], [23, 23], [80, 10], [679, -104], [64, -24], [-183, 23], [484, 14], [-25, -25], [48, 40], [-212, -94], [306, 18], [-16, -56], [80, 0], [-287, -120], [258, 148], [578, 117], [104, 40], [-170, -55], [332, 44], [91, 59], [-32, -80], [562, -18], [80, -30], [-90, -72], [-92, 0], [501, 85], [594, 10], [60, 50], [32, 32], [-1038, -164], [522, -34], [508, -38], [100, 0]], 'ap': [[-2, 0], [-1, -1], [5, 0], [-8, -1], [4, 10], [-9, 9], [-34, -11], [12, 10], [-23, 0], [-55, -2], [-33, -26], [-242, -7], [-129, -74], [-166, -22], [-297, -5], [-156, 7], [126, 105], [-92, 12], [-286, 41], [679, -104], [-183, 23], [-16, -56], [578, 117], [562, -18], [-1038, -164], [600, -87], [220, -308], [-66, 185], [-202, -12], [972, -17], [-1647, -111], [261, -391], [-1496, -50], [161, -242], [838, -390], [-627, -143], [-1768, 25], [1793, 455], [240, 680], [-366, 546], [7, -505], [-324, 972], [942, -602], [709, 753], [-507, -1033], [88, 206], [-962, -291], [-964, -310], [1446, -94], [-2510, -330], [223, -273], [4051, -78], [-1142, -416], [1020, -546], [-145, 1507], [4174, 171], [-159, 1048], [-514, -433], [773, 979], [542, -632], [3104, -1039], [-1678, -613], [3472, -502], [-1751, 2073], [-8290, 23], [-4594, 286], [1529, -1036], [2786, -1036], [580, -524], [-4539, 1598], [2393, -575], [-9648, 652], [466, 711], [986, 1288], [-5120, -1140], [3660, -695], [-5060, 2354], [-2077, 123], [3774, -324], [-1195, 152], [-6578, -1756], [-5238, -1172], [2166, -82], [2064, 563], [-397, 1819], [595, 2735], [-6796, 1025], [-2130, -1661], [-2677, 2493], [96, 586], [-516, 3623], [-4816, 724], [-4779, 3269], [13749, 1038], [-2641, -248], [-9728, -271], [-15677, -199], [10808, -1886], [-11810, 2682], [-17137, 129], [1089, 2729], [3656, 19], [-94, 2375], [-6834, 1824], [11484, 2540], [15461, 233], [-19417, -1695], [-306, 4674], [4200, -3736], [-6079, -1666], [11536, -3104], [11060, -1182], [16282, -2821], [10020, 2648], [7202, -2418], [19450, 1608], [14780, 1271], [-273, -579], [-8789, 2637], [10524, 2466], [5502, 5248], [6615, -1285], [21944, 2413], [3033, -3283], [1864, -3548], [-11850, -978], [6442, -2022], [-22326, -871], [-12520, 3309], [-6786, -3855], [-7839, -2424], [-3740, -1636], [-12266, -3740], [6682, -6889], [9341, -3016], [41286, -30], [-14874, 3764], [5966, 5281], [6446, 4411], [-4680, 609], [-14897, 3118], [-15574, 24], [-18757, -2301], [-14962, -3865], [40768, 1055], [-14978, 4256], [6806, -2640], [-16017, -1359], [17739, -3698], [-31143, -573], [-1454, 6892], [-26444, 2228], [-25020, 5408], [-48273, -955], [-19242, -2587], [-3372, 1904], [-24302, -5926], [18603, 6816], [-27480, 4642], [12956, 6068], [-22837, -1957], [16298, -8124], [21193, -1095], [41798, 3478], [18810, 2879], [-4932, -3093], [39838, -1783], [12694, -554]], 'char_orbit_index': 1, 'field_poly': [-18, -1, 1], 'hecke_orbit_code': 22517998203961574, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '230.4.a.f', 'level': 230, 'maxp': 997, 'weight': 4}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  ALdims_eis_new	integer[]
  ALdims_eis_old	integer[]
  ALdims_old	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': [4, 2, 2, 4, 1, 4, 4, 1], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [1, 1, 1, 1, 1, 1, 1, 1], 'ALdims_old': [12, 9, 9, 10, 11, 10, 9, 12], 'Nk2': 3680, 'analytic_conductor': 13.570439301320341, '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': [230, 1, [47, 51], [1, 1]], 'conrey_index': 1, 'cusp_dim': 104, 'dim': 22, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 67109094, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 2, 3, 4, 4, 4], 'label': '230.4.a', 'level': 230, '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': [2, 5, 23], 'level_radical': 230, 'mf_dim': 112, 'mf_new_dim': 22, 'num_forms': 10, 'plus_dim': 16, 'prim_orbit_index': 1, 'relative_dim': 22, 'sturm_bound': 144, 'trace_bound': 3, 'trace_display': [-4, 16, 0, 8], 'traces': [22, -4, 16, 88, 0, 40, 8, -16, 114, 0, 84, 64, 148, -80, 80, 352, 68, 76, 212, 0, 392, 40, 0, 160, 550, 0, 832, 32, 584, 0, -440, -64, -232, 360, -180, 456, 200, 920, 304, 0, -308, 0, 732, 336, 0, 0, -912, 256, 2678, -100, 1920, 592, -872, 928, 0, -320, 1568, -232, -444, 320, -512, -288, -1168, 1408, 1280, -848, 1580, 272, 0, -280, -280, 304, -60, -1664, 400, 848, -1712, -3440, -1344, 0, -3002, -360, -3236, 1568, -1220, -3320, -3616, 160, -2924, 0, -1032, 0, -5632, -144, 40, 640, -36, -804, -2548, 2200, -3968, -3024, 4584, 0, -3400, -1328, -5668, 3328, -48, -1400, -5984, 128, -1052, -4352, -230, 2336, 476, -2464, 580, 0, 1066, -288, -3680, -1760, 0, 1312, -2312, -256, -3376, -480, -1704, -928, 3120, 872, 800, 1440, 2444, -1104, -508, -720, 5352, -3840, 3400, 1824, -1920, 1352, -2512, 800, -9600, 1000, 8804, 3680, 628, 1712, 2240, 1216, 4168, 4816, -4632, 0, 1472, 13052, 5168, -1232, 1840, -5528, -3184, 0, 5470, -200, 9364, 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91368, -9856, -7560, 7600, 5300, 2320, 42184, 27216, -328, 0, 18176, 17512, -1288, 4264, -14800, 35936, 8040, -1152, 39896, 6560, 6932, -14720, -10672, 10304, -14320, -7040, 44600, 36864, 100580, 0, 41848, 26904, 24488, 5248, 23240, 0, 45176, -9248, -16148, 14080, 46464, -1024, 61688, -3272, 400, -13504, 48704, 53312, -16940, -1920, -15124, -23064, 73396, -6816, 9800, 4944, 13416, -3712, 11638, -6120, 46052, 12480, 39120, 22752, 6680, 3488, 3320, -15320, -16340, 3200, -26124, -20592, -86224, 5760, -41520, -9840, -17968, 9776, -53600, 1000, -42624, -4416, -96896, -52344, 1520, -2032, -30288, -9664, -54120, -2880, -3472, -7848, -52396, 21408, 1660, 28360, -90016, -15360, -82700, -11840, -27212, 13600, 74864, -45872, 0, 7296, 30100, -66028, -128720, -7680, -42700, -19152, 34720, 5408, 58320, -37856, -65656, -10048, 16608, -3680, 12708, 3200, -34012, -48464, -53640, -38400, 34144, -4784, 404, 4000, 27508, 2624, -70532, 35216, 27520, 2864, -63880, 14720, 1600, 1800, 27960, 2512, 72424, 24600, 5800, 6848, -25332, -39600, -65500, 8960, -2208, -6224, -117168, 4864, 13750, 46824, -84728, 16672, -13404, -6080, -54272, 19264, 106208, -40848, 19800, -18528, -116372, 43376, 28864, 0, 53108, -51712, 128036, 5888, -50240, 74656, 104632, 52208, -8160, 0, -66112, 20672, 13332, 37008, -34160, -4928, 1324, -135072, -1724, 7360, -42936, -14320, 37640, -22112, -7520, -126832, 17848, -12736, -32016, -31240, -107156, 0, -8420, 32664, 20800, 21880, 74120, 9568, 30344, -800, 73352, -53824, -30088, 37456, 1840, -496, 99376, 11712, -65984, -5520, 108368, -11792, -99888, 12616, -47200, -46528, -81944, -18616, 133832, 800, -9272, -48592, -140656, 5376, 35880, -36856, -95032, -21536, -95808, -160, -2248, -15520, -23000, -15864, -55520, 35936, -46216, -54288, 38152, 0, -188976, -37268, 43488, 6784, 14600, 8760, 36056, 5056, 68634, 29040, 87920, 42784, -182392, -76304, 103960, 0, 161000, -20616, -84196, -4320, 67920, 3168, 88360, -35776, -18040, 13728, -95188, 47136, 71964, 0, -94536, -14592, 32496, -52448, 34200, 16000, -8752, 58520, 14260, -8800, 140236, -17792, -18056, 14368, 100, -97792, 158616, 4096, 49348, -2080, 22448, 75280, 14136, -39576, -11000, -13408, 87760, -45280, 66608, -7200, -178208, -8096, -99888, 42848, -10680, 60048, -72796, 12784, 9784, -16480, -57716, 34464, 28848, 32384, 4240, 14592, -4560, 8528, -48912, -1600, -142404, -66776, -35496, -224, -6440, 67256, 26744, -11424, 13028, 31360, -72300, 2208, 20000, 38896, 32920, 30720, -58624, 57528, 30192, 960, -13492, 46368, -175480, 3520, -5800, -134992, 12268, 0, 85840, -9800, 101504, 9472, -14876, 1312, 76680, 46976, -25280, 55656, 27752, -2560, 67318, -1680, 77648, 17200, -40560, 143792, -60528, -13952, 227984, 9000, 18952, 26080, -201844, 42864, 62900, 22560, -124628, 7952, -69284, -720, 47624, -80240, 156920, 14848, -66040, -115480, 155208, 98112, 75640, 960, 143064, -4864, 123148, 9936, -4500, 120608, 75340, 90832, -17432, 0, 62924, -13460, 68784, 44608, 43560, -134168, -208, -26496, -23864, -11280, -60956, 34752, 232368, -5680, -41400, -5120, -14352, -184648, 80908, 11400, -20708, 172576, 298232, 28320, 64760, -6616, -93356, 7024, 95632, 58160, 154112, 25088, 4464, 101656, -81800, -20768, 191888, 50480, 55728, -9200, 118532, 106888, 7760, 24528, 5000, 76016, 27736, -3712, -47048, 26720, -38820, -67792, -23280, -77640, 53800, -64352, -84908, -155248, 106192, 1280, 51256, 2400, -13248, -7104, -160100, 71056, -106720, -40896, -144312, 23000, 63672, 28992, 47244, 23872, 65000, -16496, 120864, 61536, 18668, 5120, 137886, 99840, -287956, 3536, 50720, 46000, 140328, -6736, 26460, -16120, 75452, 68960, 159816, -320, 7600, -8192, 82116, 119072, -91336, -14080, 10592, -63152, -83320, -928, 64080, 85584, -119440, 111936, -6532, -67560, 138664, -4608, -7560, -96512, 1680, -109856, -109476, 14464, -337504, 0], '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: 185741
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '230.4.a.f', 'source_level': 230, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': True, 'target_label': '230.4.a.f', 'target_level': 230, 'twist_class_label': '230.4.a.f', 'twist_class_level': 230, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
  • id: 185742
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '230.4.a.f', 'source_level': 230, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '1150.4.a.l', 'target_level': 1150, 'twist_class_label': '230.4.a.f', 'twist_class_level': 230, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 185743
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '230.4.a.f', 'source_level': 230, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '1150.4.b.k', 'target_level': 1150, 'twist_class_label': '230.4.a.f', 'twist_class_level': 230, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 4}
  • id: 185744
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '230.4.a.f', 'source_level': 230, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '1840.4.a.i', 'target_level': 1840, 'twist_class_label': '230.4.a.f', 'twist_class_level': 230, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 185745
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '230.4.a.f', 'source_level': 230, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 19, 'target_is_minimal': False, 'target_label': '2070.4.a.s', 'target_level': 2070, 'twist_class_label': '230.4.a.f', 'twist_class_level': 230, '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: 549025
    {'charpoly_factorization': [[[2, 1], 2]], 'hecke_orbit_code': 22517998203961574, 'p': 2}
  • id: 549026
    {'charpoly_factorization': [[[-16, 3, 1], 1]], 'hecke_orbit_code': 22517998203961574, 'p': 3}
  • id: 549027
    {'charpoly_factorization': [[[-5, 1], 2]], 'hecke_orbit_code': 22517998203961574, 'p': 5}
  • id: 549028
    {'charpoly_factorization': [[[54, 17, 1], 1]], 'hecke_orbit_code': 22517998203961574, 'p': 7}
  • id: 549029
    {'charpoly_factorization': [[[-1744, -18, 1], 1]], 'hecke_orbit_code': 22517998203961574, 'p': 11}
  • id: 549030
    {'charpoly_factorization': [[[-1458, 9, 1], 1]], 'hecke_orbit_code': 22517998203961574, 'p': 13}
  • id: 549031
    {'charpoly_factorization': [[[-648, 79, 1], 1]], 'hecke_orbit_code': 22517998203961574, 'p': 17}
  • id: 549032
    {'charpoly_factorization': [[[-1536, -34, 1], 1]], 'hecke_orbit_code': 22517998203961574, 'p': 19}
  • id: 549033
    {'charpoly_factorization': [[[23, 1], 2]], 'hecke_orbit_code': 22517998203961574, 'p': 23}
  • id: 549034
    {'charpoly_factorization': [[[3063, 112, 1], 1]], 'hecke_orbit_code': 22517998203961574, 'p': 29}
  • id: 549035
    {'charpoly_factorization': [[[-10221, 92, 1], 1]], 'hecke_orbit_code': 22517998203961574, 'p': 31}
  • id: 549036
    {'charpoly_factorization': [[[59376, 491, 1], 1]], 'hecke_orbit_code': 22517998203961574, 'p': 37}
  • id: 549037
    {'charpoly_factorization': [[[-72381, 332, 1], 1]], 'hecke_orbit_code': 22517998203961574, 'p': 41}
  • id: 549038
    {'charpoly_factorization': [[[22496, 354, 1], 1]], 'hecke_orbit_code': 22517998203961574, 'p': 43}
  • id: 549039
    {'charpoly_factorization': [[[89244, 599, 1], 1]], 'hecke_orbit_code': 22517998203961574, 'p': 47}
  • id: 549040
    {'charpoly_factorization': [[[22362, 305, 1], 1]], 'hecke_orbit_code': 22517998203961574, 'p': 53}
  • id: 549041
    {'charpoly_factorization': [[[-169344, -357, 1], 1]], 'hecke_orbit_code': 22517998203961574, 'p': 59}
  • id: 549042
    {'charpoly_factorization': [[[4768, 172, 1], 1]], 'hecke_orbit_code': 22517998203961574, 'p': 61}
  • id: 549043
    {'charpoly_factorization': [[[39812, 531, 1], 1]], 'hecke_orbit_code': 22517998203961574, 'p': 67}
  • id: 549044
    {'charpoly_factorization': [[[195737, -1254, 1], 1]], 'hecke_orbit_code': 22517998203961574, 'p': 71}
  • id: 549045
    {'charpoly_factorization': [[[19758, 343, 1], 1]], 'hecke_orbit_code': 22517998203961574, 'p': 73}
  • id: 549046
    {'charpoly_factorization': [[[-55296, 88, 1], 1]], 'hecke_orbit_code': 22517998203961574, 'p': 79}
  • id: 549047
    {'charpoly_factorization': [[[155308, -1273, 1], 1]], 'hecke_orbit_code': 22517998203961574, 'p': 83}
  • id: 549048
    {'charpoly_factorization': [[[299896, -1106, 1], 1]], 'hecke_orbit_code': 22517998203961574, 'p': 89}
  • id: 549049
    {'charpoly_factorization': [[[763548, 2240, 1], 1]], 'hecke_orbit_code': 22517998203961574, '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': 6, 'label': '230.4.a.f', 'level': 230, 'portrait': 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VUT1H2BJCUIMlr1jE7f5/h5iIyPsZbLN8d0+xlnFjRTTY+LN6ds39CjUY8Q0hLHgna/xnzbZ6ou8KTHmfM+h04Ljp1LObGYEtT6vOXmHu++FQI5yYHjLU7MKc4WzL1gOTRvuemqef7Fh5bZPDnF0TPTnJ2vcX7ZY7Et6PQzhlHGYGiYX4pZjmqEU+vM//kD05+67RrvR84vms6uy3/k1YbEX+jxVxrgyytt+kOLp/nIw08fvOP//Ogn5C27zt7xX378lD67sJW5xQmW2iErXU27L2l3YamTsdxJWGxnnFuGQwuC2dkV/vX3LnLLrjon56Y5c77BmQXN3KLl3ELKqfmM892Uyekhr72mx22Xgy9rBCpgbink7ILm3JKgH0GaGkLf0AgzpiZSDHD8XEqnBzs2eDRqEdYKED69gWH7xojFFQ3WSZGVHkQpWCxL7Zgt6z26A4VQFmEiWqHH9k1DVvqC42c0mdHMtCTNUBB4kKaCfiQ5tyQ5u2iZW04JgiF4Kbdf2eOOqwSzrRqLyy1OzgWcWYC5hZS5pZTTS3B40XLTlQv8zPcus3FyguPnpplbGIF7qWPo9FK6/YxO37DYgeMrgrn5Np/7v7vpnTf4Dyf1nzB+/aqHlTQ/FaceYa31akPlZR9/ZTX4/V//HJdfcR0/9VP/+Gf/8DPf+Ee/9amvX/rS6e5Fi92BfO3VPS7eZDFGIxC4SF8AEoTMX1uUsAQSziyFPHZQcc0lS1y+bUg9BE9LfE/h+5pGTVL3JP2ex4FjIV992uf4+YhOmnDgZMSGmSXe89plrrm0y02Xtzm2kLLQF9SDIUfOWNqdBldfLFkZZuw7pmjWNXuPw67NlmGcMcx8tE6YasL+kwFKZ3gyRXswiCS3XN5n0Jdcc2lGZ5Bx/EyTnRsVjXrMSmRZP9lnudfhU/fCs0cznj86ZMfmRa7d3WFqOuZdt3f5jjdYLtnYJEsmOXp6gsOnPE6eM5w6n3DqfMbh84ITKwnXXTbPv/7eLhsmJzl5bppzizUWVjyWOoLljqHTTWn3Mla6hqWe5VxXMbdiuGH3Ih+8c0lKoy86ferMzl4vvVXXdtaaramv/eEffZY//NQfvNqQWfPxV5LB//Tzf8CRZa1u2pz9ywOHzv9f9z5yWB0742o8Tnbhsq3n+YUfOc91Fzc4uzDFUrvOUidgpeOx1FWsdGG5nbHcSVnqpiy04eSyQNeGvOaqJT74hpid6xus9FqcX6oxv+Sz0BYstQ2LbcNy19AZGDqRpT9MmWklbN9gAEHgWU6d9xAyYMd6xc7Nls3r+8wtRzx3sMmNuyz12jIvHJqm2YiJY4+ZKcNgCFdsH/KJeyfZvS0liizrJiRJNqAZBuw9NqTmNbj+spTnj8TMLfpsmQnYuQm2b4xRKuHUAvieRQjLjg0pU01JdxDQ63t0+h5LHcXSCiy2DUvtjIV2xrk2LA4ztm/p8cE7F3jN5ZrQa3F2ocXCcsjCimaxI1hpG1Z6Ce1uxkrPstyDuZ7k7Irhxsvm+LkfXuTijU3OL00yt1RnbmmCXrYjk8HMz/7g94ufuecek7397d/9akPngsdfKYAvzj1PGIa1uXOnt3/1wb0fmPDn/u3Z00u8cFhwbjHl/IrhbEdxrJ1x3c7z/IcfXuSai+ucX5pkcaXOSjdgueux3NEsd6DdNax0U5a7KUsdy1xbcKZnQfS463Vt3nWL4eJNIXFcZ7kdstLzaXcVyz1Bty8YRpY4tWQZKGkJPKgFlsmWZf10gvaGHD4bs+dQgEkbvOPWGO2t8NS+CS7aBF96POV1Vwecbw8ItSLNEqanIE08tJeyuFjntTd0+NIjTXZugicPRnjUefsthlQM2HM44+ipEC19NkxpphqCWiDwfYESkBqIE8swhm7fstIzdPuGlb5hsWcZZBk7tvZ5121t7rojBtNkcWWC80s1FtseSx3NchtWuhntXspKL6Pdsyz34VxHcb6TccOuOX7uRxa4fFuducVp5pcbzC2FnJrzeGZ/xIZN09x+w8Z/7jVv/MOLdmw+EQ2Hg9tuuvzVhlL5+CsDcJvuBbXOP3vy8A+88MKhX3nw0eeFp4Yy8AKOnc6YX05Y7GQsdQVnepJT7YwbL53jo393iRsuDZlfcSBf7ga0uz7LXc1KV9Du2nzJTWn3DMs9y/mu4GzbMDXZ5603dbn98pQdGxStmkenGxJ4ElDEqcQYgbHQHwLCMNUccvC0xdiYe55sEPVrXLrF5zXX9EnMCvc/Pcn1uzwOnuvRXm5x2zV9vvZUwIZpy77jlh9/b4d9xwI2TEu++rTiNVcolvodjpyc5vrLYu7fMyCN6tx+pc8l24YM0h5feUpBJjh8StOqa7SA/kBirCAzliQFpEH7hnbP0mgmbNsUcccVfd56Y8pMI2RuaYLFlRrLHXduljuCdg/a3ZROL2WlZ2j3Dct9wbmuZL6bcevu8/zbH5zn6ovqnF+aYrHdYLEdsrDscW5RcexMhu8lrJtpmC3br7Mbtuz6e7XJ3R+PB+fjb3njXw2n5a8EwIdRLDvdwXt+71N/eunFW6KPHnrxWW9+uYbWksxYev3UMUw3Y6VvWekJzvUVp1ZSbrv8PB/5wQVuvMRjpTvJ/HKDlV5Iu+uz0tO0u4p2H7o9S6ef0ull9AaGdt8y3xPM9yDJIq7dNWDjdEavb3nnbREXbTSkmURLS5zAfc+FnDgfsmkq5YXDIZg6l29V3LDbEIR9njrYZ36hwVUXNWhNLvPI8x437wpZ7K+wvNxi40bL4/sU3/2mHk/s02xd77HQa7O8NM0NV/R55IWM6dokV13a43y7zeMvTlLTDW7abbls+xBkj+eOCtZPJ8zNJ9z/nMcwUUgJmbFctCnmrbfFdHuKzVOGG3ZBHNedfGsHrPQ8On1Fuyfp9Jzj1OllZTC50rcsDSRnOoKVQcxrLpvnZ35wmRsvDTm3OMlSp85KJ2Sl6+U3iKTTB2NAYDi7HPPGN1yTXHep/0+vuv6uQ8qrf15KbV5tbL3qmczhcECWRN+794VnfvHFfYenH3rsDDfvUkgpsdadQCkFvhbUAklmDNZYrMiQQvHkwQ381Mc83vuaJb7rTYvs3BJxbrFF6NeoBT71wKNR03RrkubAY6Kh6Q8zeoOMDZFhEFm6w4Cl+ZBTJy1xajh9LiUILCDwlUVLQX+gEHikfc11Fwku2WzZvqVPlHW5+wnF/kNTvO3GgBuuWOZ37rb4os5FW/o8/4hiy6RiXatPqGrEicf5LjRCzdYNgmf3x9xwWY03XL/Ab39hgO81ecutFi/o8/XHY770WIMXj9a4eHOdizZlzE7F7FyXcPVFGUoZtLKApR4EzE4GxIlHt+/zwkGP3lDTHyh6Q0lvAL2hpdd33707yOgNLJ2BpT2A+b7i3LKl3mrz9++a52/dHnPtzjpnFiZod2t0ej7dgaYfKaJY5NcFjAUhJLWawnYf806d2PqLg+yZpSuvvuEfdnv932426v/fBXga90DYHzz60mMf2fvM/dN1uYII65xbkDTrFikEFtBa4PuKmrEYI7AWhLAoYfCk5IVD63j2pTovnTnPXXf0uOPKIZPNFkvtOo1OSGvg0+truvnFHgw1/UgzjCzD2BAnliSxpJk74tTHGpBK4GlB6Asmm4KpJmxcZ9i6oc+6qTZffgoeeMZDmgnedqPHdZd3eejFhHjY4jXXCdqDAecXG9x+mWHdZJ+aDhimivlOgjKC6y7T1JsRTx8Ief0NE9x2bZenDyiwE9x4pc/fffcSX3s25qtPNNh3ImT7rGLjdI2pZp2JJtQC8LRF5UDbd1SQZYIkFcQpRAnuO0YZg8gwjAz9oaEfGXoD6EQw35PMd2Fohrz5+iXec0ebv/0WQ5JMcHahQacX0u37dPoevYGiP5REiSBJIcssxoAVsGXaY2l5iqMnVug+/uXp2+eif/+Ot75et7v935xovnogf9UAPugvk2X27y6dvfcjZ4/et74ZxFyyzac/FGRmpJ1UJhBIsIB1rqYQLouopEXLjJqWzPdrfOrerdz7TIfXXb3Ch968wtU7e8xM1llcqdMdBPQHXg5s5Y5YECWSJBWkqVvqXe1W/m9rCH2o1wzTzYQt6/uk9Dh4OuFT94ccOdlgMqhx85Wa26/p8PhLbe55tMWtu0K2b+rziXsFSgS0mgkrvQhjQQmYbfXpdH1MWuM9rzvPJ79U55K5kHfd2idOFrl/zwxJFnLLlet5180ddm1r8/Wn+zx/ss5zR322TkumW4J6IPA9dxNK4W56Y8EYS5LmN2tiiRJ3Iw9jGMTQHQqWI8FSF4Qect3uFT701hVee2XGumaN5XadlW6d3sCnO/DoDRy4e0NBfygYRBAl7t9OM6dChpFbbYeRZX55iZdO3rN+uWc/8sFve62dX1j+2Oy6qb/5AO/0LbUaQgthP/qxz3/fW67tfnTWe2Gdos/MZB2lUgahJEokWQZpBkkqUFIghEIIkAKkEPnybPCUxdeGUAuWhoql9hSfvq/BYy/0eM21K3zoLStcf0mbmaxGmgb0hyG9gccg0sSJIkklaSbJjMBYgcAihSXwDfUwJfBjfC/i9GLEF56UHDrlc/TUFMoEXLLJ54qdihsv76CCefYcbrJlss5VF8PG2WWWOi2u3iJJjeXLTwREfclkI+Xttwz5/P0JJ8412X2px9mVIXuPeGzbMMW1O+d56Pkuj+wVRLHP5TunuXxbwOVbuxw+u8Sh0/DE/joHjzSoa0GgJY3AEnpOMgjAWnezphnEKcSZoBcJOkNBJ4HYpBg75KZdHT701g6vuzpj03TAYDjBYjuk2w/oDd2q1xtqBpGkP5QMhoJBDMPYEseGODWkqSHLLKmBJDEMI0t3CPPtNh/75DfWR9GJj77/LUm6fPZXf+epZ+Et7/zRv7kAtyYCE7zu+b0vfuwXfuN3po829q675HpN1GiBiBHSEg41w1iSpJI4FcQJxIlAKVBKoVUB7gxPCTxt8D1L6FlqQcZkKOhGHiudKf74gRb3Pjdkw1SfD9zZ5vJtQ4aDHlfttGzbqIgSjyxTZEZiC3BLg6czjs9Zjp4TrAwMn3uozumFKWzsMRUqNs9odmzUXLwFrrqkg5EL/PrnGywtTXDr5ZqrLmnz9ecEIvVYPyVp1FP6iY+0EqxEaZ/2UDC3JLjS1rnzxi4PP11j8zqfW6+a5u+8e4GPf6nLEwca9IYeiytNdm6usXtTn1su6/Ltr+9yZmmJzz0UsNgPOH7W4/RpH08JpJQIBMZaMgOJsWSpYWom4Zor+0RRwuXbIt53Z8T6CcV0MyBJQs7Oh/QGPoPIoz/U9IeKQaQYDCWDWDCIBMMIJ+nijCgxJImzUdPUkmSWYWJzgAsGqealY23uefCr667dOvuf29E1ybu/9cv//Sc/+gf83D/9rr95AD++93f42ucRb3v9b+w8cejQZZP+k1x7SUS91qQReQBIYfGVwfcUUaKIE0msBZGWaCXQUhApiVICrQWe58Doa0PgWcLEUvctE2HGVE3QjyXduMHRUw1+/r9Pg0kRacqN1/TZuTEmTcFYg7UuiSOFQCqB9nwOnPDZdyikEWqavmRdXTA7I1k/rdk8q9ixKWP3jhUyscgvfabF8ROT3HqZx+UXZQzSLo/uCZisecxMWCabMfWak0LGSNpDxVLPstjOaPdqvPaqFZ7c12f/CcVkK+SWKyf5ofcs8sufhacPNegNLCtdzdxSi43r6qyfGrJjZsg/fn+fVr3N80fhwEmJ51mUsghhAOv+ZyFN4aKNGa+5OiVLPJI0wNo6w9jj3IID9SDSDGNVyrdBLBhG0gE7hih2Wdk4McSxIcrjljh1UiVOLcMEBrGgEwkWI0knydh/NObBZ/ZMLsf13/iTh749/aWf+c77P/JPvvN8lJGF+n+9iff/CsB/8/d/l1/78np126W/c9cLLx34dRE9yu7tEu1lBP6AiYZGCouSFk97+LEmih2Tx4nCjy2eFvha4idOc/qewvckvicJkowottQSQ5QY4tjSSiFKDFEKcSoYJpIoC0iykP2HGjy3HzJrcdB22tiT4CtX89EM4KpN0KrBREMy1VTMTGrWT8P2jRGbZldI7BK/9JkJDh+Z4IaLFRdvlVyydZlv7E2ZW5zgxp2SqZYh9AcEMsAqQZpJhLWkWcxyL2Ru0eOGy2tcd1mXh54O2TAlqIdNbrjM8PfvWuQ/f9aw93STlZ5hpauYX9asm2ww1aox1ZqgVU+YbSTsuCEm8FI8naJUhhQumLC4mypJFOfnNUmqSFJFnBQkoohiJwujWDKMJVEsGCaCKAd2FBvixJTPha5PUvccFQFtIujFgqVYsjS02HSANSlH5wR7jz5fv+Si+u8eOXqoc9G2zTf2+oOT/29g7385wD/6S5+g0w1VaM6+7yuPnPvtI6dPhAeObOHAYcm3vmmFn/mhDru3dJHSIKVBqwBPe3g6w9OaKDZEWuElksiz+LHE9wTDWBB4gshXxLEk8oslM3OuSFo5MkgzS5YZMoPT24YS3EKAkqAleB4EWhAGgnogadQVE3XJ1IRg/XTKjo19mo0VPvNwzP17pllZaHHNdsWOTR67tg3JxApffqJOw9PMTima9SF7DuM67rdZ+pHi2l0J11xiOXc2Y37ZZzCs846buzz4/ICDpxWNmiTwW1x9seFnvm+R+/YO+Px961jsWHasz1huayZbiomGR7Pu0ahZwsAQ+IZAZ2hl8/PproGzWwXGCFIjSTNBmopSBiaJc0bi1MnBOLFEsc3BnIM7B3Z5pHbk1CSCQQK9RNJOBCtDg4n7XL9jkX/9w0v8rTdG7DmY8eS+R4PTLxlo73htq9n6o4PP/V6267rv+esN8KW+kcnyyncePnrmv+3ZdyY829vEwBjEZMKfPRISRx7f8cYO739jh3WTKZ1+ihcF+J5H5HlEnq4wjSLyJEEiCfz8opSHIkkhTqRzENKR7Zdmhixz7kJmc6ckd0uEELkj42SPrwWBLwkDSaMmaNUtk03DhumI2akuqV3h0w9KPv6lGdaHIddsF2zf5HHRZsOOTct85lHL0lLI5RsVUy1o1hPmjknOLwf4OyFKBLMTkslJOHjUstwxnFsI2XVRyJtu7PKFB0JmmhD4PkpOcvUlgh9+13k8eZ4/e2iKF0+HbOgkrJ9MmWgomjVFvSapBZrAh8ADra0DeR6UlyDH3diZgSwTpBk50CHJHGCTJHOkkAM6SV0w6WIhB+wohTiBKHVM308LcEN/mNL023zw3Qt84M4eb7kelhcn2Tzp886bQ87OHw50lvyGFlu13/D+AMczfz0B/olP/ilpZr7vK/e/8Av7XjrRaoaa7Z6hHUvaSUBPeXz5KY9HX6xxbnmBH7+ry8xEwiCq0ekH+NrH95xkiRON7ymCHOxxIolT6cCdOpAnOSulKSSZ82nTAtjGPdvCB8QxtxDCaXol8LQDSBhAPTQ0aymTzZTZyQHrplZ4eH/M791T48DRSS6a8LhkI2zd6LN1A+ze3qGfdnh8X4ua8pidUkw2YbIZMTWR4vsaIdzNNYh8ljoJK31Lu5dyftln+8Ymt11+nnue6HPgdIt6kOApHyEmuGSL4nvessBNu8/ze/c0efyFSRZ7mvWtlMl6Sj2U1EJF4AkCT+J5Aq0kSpHbhw7lFtfDagwl0NPM5Ktbbi2mhjQzxKkrAUhSB2q3OjpXJkoFUSIYpNBLJd0UekNDmgyZqXX4sW9f4B9/54DQ91nqNBjGAcPIZxAFJJmis3Ki1Rn4v6TqN/rPPP75j99w63v++gF8ebmNUvIHP/EHn/lId+nMzPZ1iigPRLTMCJQglJK2qtEean7hD332HV7kPa/v8YbrOmyYHdLt1BhEAZHvESdezuS5vZe4WpEkB3qaOXAnac5MmcyZCoyRGMsI3C5JmTM3aOUSJr5nCX1DLUxphilTrYhN6zrMtfv8yuc8vvzkNEvLDS6dFWxfL9iy3mfresHOzUO0v8In79ccOdngsg2SqaZkopEhZcTpeUugJVKAtYI40exY3+EJMjp9xXLHMrdU47KtId9+Z5s/+rrPsbkATycI4WFsgySV3LhzmR3f1eHLT/f5xJeneepYgy1TgnWNjEaYEfpOtvmexNMCrZylKqUo8woWd5MZi3Na8mRNAfI0yyVdLu2S1BJnkCSCKMtZOwd2L4V+bEh6CVtnu7zhhiW+7XV93n6jQdJkcSnMwR0wjD0GkUcUKwZRnX60PLPlosFHb73j29Sg3/3NWr351wfgvW4Hz9N/54nHH/nIqRMH10+3JKFv6UcWL3JaV0uLJwyeFHSkTzea5JP3hdy3p80Nuzt855v7fMutbdZN+fSHAYMoIEg0SeIRp7oMlNJ05GUnmSBNJVkmyIwYaW3jMqI2B3fhpyvlXAdPGXzPEPgZtSClWYtYN9ljkAz4+h7Lp74xweMvTDLle1y9xbJpWrJhxmfzrGTrhpiLtyzz/LEBn3twlgmlmZ0QtBqCVj2h3c/40qMhTd8ihAPWINK85zURX3zM1cS0e4bzy5qt65u8944ej+/vsu+gTyNI8xyAhzF1hrHT+t/zpjaXbTrPJ+/r8MiLk5xYrrGxJZgILXXfEGqD7+EsVeluZMfkUKTQTC7VjBmtcGkO9LTIQWSCJBOllz5MBf1M0M0D+CSKadT7fOBtS3znW7rcuCtjdsqn32+w3AmI4oBh5OXsrRlEmv7QZZS7A8G55QPrI/PIR+644zVmZaX9W5OT3/yxct9UgB86scIl25awJvne44ce/g/HDz44E+oeM1M+nW6KlC66d9rQPSsJvjQEUtLRNU51fM481uCxPV3++Jou73tTn7e/ZsjMpE8UBcSJT5x6JMnIEUgzRZpKUiPJshHAjc2Z24zsKCFsHlS6Og6tDb6XEfgJtSCmWRuQMeBrT0v++72TvHB0ApEEXDRl2TRpWTepmJ322bhOsnk2YfvGDifnu/zq5xukUY2tWwWTTU2rAa16gvBiOoMGk02LEK7MIEkl04EiNSndxKfbz1juKE7P17jy4iY/8q0rfPQPAo7PN9AqyW8MTZqGDGPJxpmAGy/tcM3FPfYeP82nvlHjnqcmOdOu0QgUTR8ansXXFk85MlEyl2SV62UAa9xNlxlBZiHNXCY5yQRx5oA9yASDDKIMkjQli2Nmwj7vePMKH3hzl9denTIReiRJk6WVgGEcEMduisEw9hhGmsHQJY16Q0mnp1juwvnFBfYcvGf92aXsP7zpztvT+x8/97uvv0UjxDdvMu43FeD9/oCXjq37tuf3PvDLuvcnrY1T0O1O5sCDzIK1GdZa138jLLJgcyUIpKCrFL20yfko4M8eb3D/Cz1u+WqPn/iOLlds77B+UtGSugR6mrN5mqkc3JLMSIx1xVrWijL97pjboJRFK4PWKYGf4qmYziBhvpPwnz4TcvT8FE/vm8Qan5maYP06y7oJwUxLMTPpsWFGsnEmZctsn5nJZb78jOGpFye5Zqtgqilp1iWtuqFRixFeRBBotHLvby1kmXSMNkxIjaA7MHR7lqWOx7nFFrfv7nHblSt88qshtSWFlokDpNWkmU+cSAaRx7rJkJsu6XHTpT2eeMMZjs9Lfu+eSc6v1Dm1GOArScMT+IUMk45USiIvpAqOyVMrXEbSODkyzCDOLGQppAlKRWyaGnDNjj4/8R0dbr4ioxV6JGmTdjdgGPvEiSaKfaKksHpdacQgcnUsvZy9O72Mla5l38klOuZzMzdfM/jl19/yhuU06X3um4nJbxrAjxw5ys6dG9Uv/9ofXPpn33ixtWPjIj/4LQEzEw2WOgED3+nlLLMY64pNhHBpcS0FWlk8CaG2NFJBT3v0U4/FuM49T03w8IsDGmHE97+jzbaZlB2bB9x+VRctXIuYEE6uuKykq5W2tsLcWIS0KJERJRZLCjJl71HJk/s1X3i8yd4TTeK0TlMrZmuW6YZlqm6dD97STE9oZiYFG6dTNs8O2DS7zP0vRPz6F9azaVIz24JWQ9FqCJr1lFoQ8fBLimGs8RoOVNYK4lQSasX1lw14bM+kK3waZKx0PBZWAuYWpviRd81xamGRx56dxZOASDBAmmoXj8SS3kAz1QyZbDW47bI+b7imz3e9cZ79Jw1ffDzk8f01XjrSIBWaKFL0E4USEiHEqsAzzwlYQ2os1hg8kTHhx4Qk3HZDj52bhmxdl/Cht0fUfEUj9IjiBu2uR5T4JPnncv66zoGucm/dAXwYS4ZxnhGNDEtdS2QN1118inThgdYTDw0uveW1H1SHDx3KLrn0m1NP/k0B+EuHniX1hH/8yKM/sGtr9guzQYdjp2d44WhKy3f0KXOnwteu4m3EqhaZL6Fagp9CoKCmLYNUMMwUg6zOIAvpdjP+wyensGnChtkhV24fMjOR8r43Ddi+PiZJRK63JVSYm1x/SmkQUvDH99V4/nADoTXHz9Q5PVcnrCkmAsFkw9IKDa0QmjXBRF3RaiqmmpqZSVg3mbJhZsiW9R0yu8IfP9hi0Guwa6ulVVc065JmzdAMUzwv5suPhUR9ibceZA6mJJU0aop33DLggWcMvUjSG2R0+pqVrubcYp0rdjZ53+s6PL23zvGlJkoaIMn1skeSKaLEJWZ6Q02759Os1WnUIq7YOuTW3UNOnm9z7OwK2st47ojmj75RRyjlwL16/qA1gAFrSeKMHRtSPvCmAetaGbt3WDbMQJZ6RHGLJNUsdzyStJCJOgf4KIlUOF3FZ4wS53gVRW3gYoMrd1gu3zLJY8+m2Hr6C+3s0f4bX7v54y8eeDa+cvf1fzUA/tizJ8iYv6wpj/yK7j8oL902AycbvHTYpbbjBLAO5EpJfA9sbn9KwQjgymlGP4Mgg5p2S2ScCWIjGGYeke+RWpjvtfjG8wZLxp8+niBE5i6SdRcJcrPEeYF5sZZEKkWaaKTReFrSDGDnrKXhGeqBoR5APRA0apJmTdGqayaakqkWzEykzE5FbJ7tkrHMf/qTkIf2rOeSGZiq5+xdlzRrKfVaTKM+oFarEyiJkrkGx8mBJPEYDgSDKKMbKXpDQ3dgXMtcw+fU3ASvvTLi779/jl/8I82JlQAhDNYmmMySpB5xIhlGrtKvOdA0Qp96LaQe1AmDhGYt5sZdMb6XcPOulA+9uY9WaZlUE8KOi/Jc0hkjEUISeApwqfzFJeXqdrI85smPJFUkmcyDfRfwF85WYeNGcQ7uXN8LAZ4n2DrrsWHGY2lF8tJxyyP7viF//PsHv7JwZvlBEQ9f+GZg838a4J/97GfYuqlZu/eRw3fds3ePuGEXhIFg06yHsbDcLaJ2Z1lpRSkfBJXqQGnRmQN4UkTyhjyit6RGkBpbasQkkCRGkhlNYgKy3PaqPsospQAthMtUKghrllBbQpUReBBoCH1LLRDUfEm9JqmH2gG8IZhsGqZbKTOTEeune2xev8ivf8HwiXs2sG1Ssa5paDUUzbqiUYd6LaNZSzi7aDh8NiD0XfktFJV+gmGs2bnRsHHdkM7QZzC0OYtLVrqaZi2kWZ/kQ28+z5Gz5/iNz21BS43FkJmM1FiS1MmAQaxcxV8oqQ81tcCjFmS0uy7G8L3MZYa9DC1do0QR8Iv8cKUrbjqBA7mgbfIqS6PK2CYrA3nnXBWHA7l0iaNMlpZtnLjB/UnqrqVrkBAEniLw3HueOi8Yxim7dwjS9vNizx5xVyJ3H777S386eOe7/tarC/BbrxL+0sqZn1zfOP+TW6a0nFuYxfckoS+w1rrlqBLkKSXwLIBECJNnEi06t6ZSA14O8My4ht/U5K8tmEyQ5ZVyzssVZaBU1dyUN48LrLQ0zp7MVwlXiWidb6wFYSAJfUktUNRCRbPmmi4mGhmTzZTpVsS6qT7bNyzy+EsRn7xvM1NhwIamoVUXDtw1SSM0NMKUZj3i8QPw3P46l87aXPeO0uaDSHHzbsuu7QOeeGGSfmQZDDN6A52D3KMe1qiFk3zw9Us899J5Htu3EazCmMyVw6aWNLFlPckg0tSHllqoCH1D4HsEfkagDVpneNqVGCtl3BYs0sVACItgpOdGwbnIz69j9cw4eWmMc6pSI3KgixzolefUWYxJkSlNBVm+yApclxa4QrDEWsJAMtWaYN9BI/cfO/cvG1MNX/uNnwXiVw3gZ+a7Mkv7Pz0481//4VXbD/tbpiY4dT7gzIJwTboUgUyhuQTKSlBFkCmdPMlcQkZlAm1sbvPZvG5klHUzxrrkhB3ZW9bakcfN+IpbpKqLhI6SecZSgaeLoi2X/Qt8RRgoaoGgXhM0a5ZWPWOikTLZjJiZGLB5dpnHDgz46d/ewIlTk1y8zjBZh1ZN0agpGiE0woxamOB7Q9pDi5IKT9nygoJj8DSTJKlPq5bQTw39yO3P0x9mdPuSdk1R7waEQZOLNib8zA+0+Ve/I3l03wYsCmMNWWZIszRPpSsXzAWSWqQIfUngWwJfEWiD5zm/XyvrAK7y2CeXKULYCxp0TR7HGCuwZV7BAb6aa8gy5wylJpchRRlApRyg8NaNhepCWySeoijj2JmMUwuWueUT/ptfr//pz/2z7/X+wY8u/3Mhpv7S6fy/NMBXVjpkJvvZX/7EN/7BY08dCd9+a5/BwDDsT5LFdYwR+YkT5D05LsoCEBJh3AnOpKsizJSTKO4kjp6NcfaiydvVjB2dJFs5WVWA57I7DyydRFHS1ZRrRZ6WF3ja1bT4niIM3EiGWmBphIZmPaNVT5hoxky3BmyeXeGx/X3+1cfXceDENDumncPSrEkadenYu2aphxn1MCHJYn7/q02kUnjSosTIJjS2YDqP73nbMl95KqYbB/RzgPcGim5P0Q40oR8QeC12b0v5t393kX/xccEjL2zAWNefmmaGJHWFZlFsiEJX7hoEgtATBL7LbPralhlbrQxSubhHCosonqsMYQuQUzL66Pznr/PCtaK2pfo6zSrPZf1L9d9zbyCEQEioBYIdm/tMre+zM0p4x03nw+HCpv/DV3eJ4aD7U2HtL5fp/EsD/MX9hzDG3rbnmWdqh47UOHKyhsSwZRou3ZTSrGu0klQDdmkFRgqksRhjkcaB2yiXJs4UpawxmSWzAmsKxi7YxLVl5eXO2FWfqwC4FCCkmx8iK+ytdVF3IvE86eo3fEEYuJkn9SCjUXPgbjViJlsDZifbPL6/z0//1jR7j69j65RgplGRJqGmEbr6lVqYUgtiPC/i9OIUnhIoacrpW0WQmeWB2aYpS5omdJKQQWQZRobBMKM7lNT6itD38L0QT09w+daUf/t35vlnH4PHXlxPZqQDeGZJ0ixnckMUGMJYMvRVKcE8DzztJJqrU7Fo6QJ8kQf6xSKzCuNlLsEUQC8yoFZU6lpEvsqKEsxrrcAlMVWISCuYqEt2bVdsXm8QQoHx2btnf+3Sq4/cxv/EjhN/KYA/+tBXuWiTrP/HX/1T36fH5ZsVw8SlhSfqo4WuyFRWZ6hbC0a6E6PsiKWNcvKj/DmXIy4TaUdypGL/2TU+mxSjIiopc1mUg1tJN2t7JE8g9CDwDbXQUgucfq7XElr1mMnGgHVTbZ46OORf/OYUe47PsnlSMdswTNQEzVBSDxX1mqAWupvDpfpjHtsn6A19QkWeLncavGhCyIwgSTWNUHH7VV0e39uinziZMogy+gNFN1AEvsL3/Fw/T3LFNsPP/dB5Pvxr8Mi+9SRGkhiTN0uPejAjXxL4pqyZL76zVsVBLlNGMk7mWd61HtWk2aiWJT+MGCvgKm+AMWnprmPhu8OoxU4od/MvtesY46OkzRNDCXNLd/uTW95U//wX7u6/593v/F8P8PbiUVrTmycfvu+Lv7p+0rx+2HcBWZY5lvI8QegrtBYonV/cVSfNVoJDa0QObFGeCDMG6FHdhLW2ZO4xIZevrQK3WgghyiIjVQI8D3C1YzLfA98zhH5eYBVk1HJ50axFTDQHTDU7PHso4l/85hTPHVvPxknNbN0wUYNGKGjUFPWaol6yd0YYpDTrQ+5/zmelHTI1Zcducsfgefd7plg/o3jzdT3uf9K4LprYVEAuCT1J6Gk87aN1DSkNV2yzfOSHzvPhX7M8cmA9idEkRQVgZksmDxJZVhf6WqJ1XoQlBUoX52ZEQuVNyIVp/QKYq49CchhTBTwjorKugtNUrl9xzawVYCER0I8EdlnR7rne2ySD/sBiFwav3yGPf+zb3/veH9134NjKFbsv+l8L8Pn5OZaXlz7cWT7ynb5aZsOMzyByEb3FnaSi9LQ4ebK6wlSWqOpSVxblVzRaceKKQGSMuSsarnpBnJ4c1XgrNaoY1ApXn6Etnucai0PfEPoZtTClHiY0wohmfcj0RJunX4r4yV9bx7NHNrB+0mN9PWOibnNw5+wdSmqBY/8wSKkHMamJ6MYBQkk8NbrJhRgt8ZlxtlqSeDT8oSsXiEOmCpAPM/q+Y/DAl3ha4+liA1rL1RdZPvqjc/yT/2Z4ZP8GEqOJMkGcFR03gjBxrXy+J/C1yVcvmfe1uhXNnR9RSjpZiV+K81rlE1u5hmYM6CMSGgO2qRgBqzSli8GK4FUSxw4rFlfNOIwM80tzdKP6d+665PnDcZL8s/9RvP4PAXxx/izT6zbuuPfLH79mZfkcrYZASkPguyo+Uyw9Feei0MOI0RmyXLjUXcAKueZ2J6YiS8oT5MoCLwgqi+U2z4yqPJjS2uIpB2xf27J6MPSyXDcn1MKIqVafiUaXx/al/NSvr+OZIxuYndDM1jImQkszB3ctdHZiAe5akBH6Ka1GzL5jlvuebuBLiadcZ011rxsHcEgyRWo0d96YcOnFPQ6fqDFbd13rw9jNM+kPcxbWCq09VB6UC2G5agf83A8v8M9+zfDg3lmGSY0ok8SppZ7XcQceDuS6WL1MLlEkUmXlCqekqABcjIG8qFvJn8ZAXoJ31aq7evUtrl1eqVzePAUZJakpz5GxjjBd577g5KmzPPzok9f8o3/wQztOHDt1fPtFW7/5ALd2P2Auas9/7T9OhGe+raM7iJqPkq4GOckqKXjhDJPyJK1e6yhOStFpMq7vqoFIlbnL/5xCkKwBbmGRqlg9HBi0yllbuxETnmcIPEPgp4R+ShjE1MOI6Yk+y90+D7wAP/ffN/L8oXWsy8E9WbM0a4JGKEqv3DkvxrG37wBeCyLiLGM4CAmVu8lkAZjyXIpcpkjSVDstryOi2DJIRAXgBt/P8D2N50m0UijplQBHwLU7BT/3o8v8hz9IeWT/DGfaLYYNyWRmaaZu2kCQH14p0WxuF1IB+IjBy8+bf+jqJazyi8VWrpEti7eKxorxa1mRJzlGRH4BqzeTzSVqMdNlGEN3pc+LRxa/7ZOfezC77Zar/4+n9h4/dtNVO765AH/kyTMo3b515fxzd3n9p5mdWsdyN0NJ5ym7clUXbFQfa8UsI1bOTwJi/IQwWs5W5yYr6YjyIrhxD0VvpS2HArmqQcfcWhs3YqIsj3XgDvwc3NM95pcHfOT363zu0VkWelPMTkhmwxzcodPd9TywrAWSemBzBnfaOwxiIObeZ32WE5+ZgLF6bER1lXKEECeaVqB50w19HjsQ000CJhKTd7Eb/MjVqvvaAVwri5IeQroEDRYu3yb5xZ/o8MXHBvzsb23g1MIUg0nNpC9opoZ6CkHiRi/7yg008opAU4oyCC6eq4F6Kf3E2texlCs5OkuZXejuyt8ZZUQKkLtrVywNZeFXOWHMrWYrfcWjL+znlpvqd4Wp/P06g2N/Udz+hQC+tDJgaiLc9YWvPfi/P/fsXt5yLfgqJUryLKSSZKkhNTLXXGLVnb7qxFRkSskEdvTfXShHxk7peCCUVyQWLkBR1+JsMAdsrRy4PZ3hexm+lxL6CYGf0KwN0LrP/c9lfOxLLb7w0Hpi02J9S7AudLLEWYCFT67yQ+TMXWXvBK0jHn5xkn6s2VS3+Q23msELO02SpIrQU9x2xYDUOIAPEsGwcENiN3LN04XFqXIguuyjw4Zg3aTgO9/Yoxmc4be+NOCBF2c4l9Toh5JWamlo60Cu8zhE2TwusTnIc2LIJUNh70oqLP5KIC8Avur6jZPV6IIWgB8nvWornWuZi1LX1JxojzNn9rLn2SP0hmv5Z39JgKeDo3zmi/cyOdHafP70wTdsbhpqfoMkdRfWpcElqXaJh8yIkdyofPkyjV5dqcq/I9ZgbTH2d6tJiKJpYSRNbOnjKmlygJu85jsHt3K1GIGX4PsJoRdTrw/x/T7//R7Nz//ueg7PT+MFIRubgukgoxVYGgE08g77WuCynWGeEHL1K1m+Ejh5stDJ6MU+vlL40o5cpKqLUgSaeWo7Tj1q3pCNkwNW+k0GicjHrblYwfOy3ObLBx9JVfrXo8DVVT5+2+t63HzlPD/3e0M+8eVZltIG/cCj4Ula2tXgBBp8RdkMoYukj6S8IYsscHmuxwAuVuWoxwnJrrrGq3+3FgbKADWPT9IUEuNGfghhEYnHs3sSLprd8q9277ps3+c/c/WebbvfxfVXbfufA3iWZbzvrpsvOnti/6/Hi3sJm5o0c8u/T1YyeFo0GlSyXSP9LC4AbzUqH50EMXZSqg9RBTeFHVjpDsr1tpLGfaaCuVXmQO6l+NpJksCPCLwBx+ZSfuOLDT774AxH5qZo1T2mQ5gKMpqBzVPvBbhlDm5ZJoXCXHsHvrtxWo2IzzysOXi8RqiEyxgWDkpFyY4cI6fDk1Rz+Q54981dPnb3DL26ppW4SVFBnMcNyqC1G3rktHMBcq+CMLcqbF8n+anv7nPNzlP82hemOXJugqW0Rt/TNJSgngPdl27ejJe7TCMWtxVvvHCnKhZiIStWP9YEuB0HepX0SmCPGw6OwV0WNDGQWfcZ5xc1X3l44ZrZ7a/79NU3vf6d7Xb3z5UqrwjwlU6M3/B46IlHt3YXn7xk56Z9hH6DNBNYK/Ml1mnDLA+aCgZ3ddmiknWsMHJVopQnYnTGqvgeRdwjeVIAeyRP3HNRY+Ha0fICI5W6zh0vJQgifB3RzWJ+5dM+v/XFjZxenMSoGtMTimnfMuEb6jlz18v0vczrVHJpknvnJbh9l72MkpiDpwJ6ccBUkLs4RdKpCKSK82ErNSmJptXQ7Nwao4Ih3bjJwBfU8vkkfi6vvFyiaDk+r/HC4FUxO9HnR76tz113nuO3vtjhN/54hoVBg4EOCbWirgU1ZQlS69hcOqmi5cjWLFbF1Uw+RjhrXLPVJDW+ko//rtDp1TKMUX+oIMmrRzML5/uKw4vneP3pJy+58lK23nD1a45ZGyOE/5cDeHtlAS0asyZtfPrDv3jQ+/Y3Sf63bz0PpsEwdu1iSimyLMtn/Dk/s2AnY8UYmEttXn7JC2XLWg/B6AQXlW+l5i7ZO6+SU5kDuM7Qyu1AEPoxvhfTHsY8/Lzkv9/T4o8fnGGYNfF9nxlfMOkbGr6lHljq/gjcYSAJAkmQSxOXGMqdiRzgvucyn0fPWh54qk6ceAQNe0GAWTyK7F/p/yYKz9O8+eYun/xajwOnGgxCN5oh8ix+Cl5i8GKDUtL51lIghRwN9ykAXnjsRlIPNBsmB/yTD/a5YnvEJ+5p8uS+CeYHDYbKx/M0oRbUJAQyt1ELe1W68dVlwVrF7i2t2Ve4ZmtKF8Sa+nyMvS15lSLERhAZQT+DfmLxRZcf/9ZFbt/+mDdRe/2nl5a715m0M/9KGH5FgC/2puX58wduHZz/+sTVWw0fv3uaK3a0+Y7XdVhq14mlh84UaaZJTZaDewRwm1ehVb3sQnOXF+WC2388si66cZxrYivSxCKFkyNSmtwOzBzAVVbKEa0T2r2Eh14Q/PbdLe55eoKldhNZC2nWFJOepeUb6p6ba1jzyVnbMXctkIS+IvQFoU9eoWdycBu3MvgpSke8dApOt0OXWMn17erESfGdDSOQp0YSx5oNLcGubQP2nEjpJ145Es2PceBTWS5RikQNyFV1GqPUeS5/Mlcf/oE3D3j7Lct8/Zkuv/PlFk/ua7HYrdOWPj1f4yuBLwWBxPVwSosWecBeKTsW1dwDaweeF4D85TR35aYsjjSvZYmNYGhgYARxlmE6Q9575xzf9w7DQ8/W+OKTD0x813eIW3ft2nU3rzA86BUB3lBHgqHX+28LK083tm3rI44I2kPQ/pDAkwhpHItnGdooTCbJrAN5UU9cllvmwC41+QXAXvUofdJRg7KoHCNgm/w5Q8kMv3AzZMJ8N+X+pzRfeqjJ5x6Y4HyngQhDvKZHS8OE5zp5ah657ICaL/JD5iWnue72BUHB3gXAdYrvp4R+jLUJ9z4dcPxsjXXTAk+afJkXo0bf6gUvQJhLikHksWOD4M039PnsozG9xGOQCELP4qeOxaPEVlYpVfrVCDkmU9wh8xpumWdNNbUg4gNvHPDWmxf50we7fPGhOvc/3+R8u85A+Ax8jfYUWgg8KfFkzujC6XKV5zdkNcin4pNXSGktgK+WKkX+o2DuzAoS63R3ZASxgcxkkA0h7TNRixEi4vjiPGcWnm8Motv/26nTp68ABn8pgM+f3cviSo//9hnJ04fr1GQHJTNQKZ6O3C4LMiPLNFkOcFM0/Bo5CjTzLpFR18go+Fwb2zYHuB3VKuesLUrmNnmHvJMjvk4Iw4RhlHHgNBw7o/jUVye4+8kW55cb4IXolkddSZqepakNNc9S8yD0HLhDz80kdGWmsnKI/M9tDnJTgtz3XHva4TOGPUcD8Lx8mbeVFL0Yo7ryAudOinNT3Djnq3dGXLm1x/7TdQahoJ4KgsQSKXJrz+TsXbgphQU50iqlz55bkcaofPqAG+NQq0V83zsi3nP7Cl95qscffq3OsTMh+0/XiVcC0kAz1BqppEvn45wylXdHSXLHKr9GsgL0KkGV33cVgxfAzsg/ZyFNKPS3xdgMTAYmBhOBcf2o01NDfuI7lnn8BY+Dh15CqFcuo31ZgNvopIjj4f9+9xc+se723TU6/SVOnzX4oYV6RpDEyMggM49MphirMEblU6RGLDJiFDEG6rUBXlSzjT+7zp8imMyBLTOCwE1STbOMc4vw1W9oDp+qcd/jNU4v1zh8pgFBgKprQq1oaEtDG+cieJZAu8HxgUcO4uKQ+aFygJNr7hzcXkbgOfZ2N1bM0XnYd6yOJ8ftQSnGl/PV5Qgmdz7cbBePK3cM2LW+zwtHUvqpRzMRRBr81BIl5AwuSh0upBxjclhd9CTKYLbso8w8Is+nVYv5nrdFvO6aDqeXO9z7hM+RkwFfebrOmcWQbOBhpCbxFUK6Pk1R6cp3bC5K9i7L/S+4qhdKFEOlUMvaPBdi8/R2BiYFm4JJ3Ly4fkY8dHfVoZM+T++b4Xzv2Lrv/tvf/b8/8+K5j95w5cY19cDLAvwPP/91BOl3ztZfaPzYt8d84G1LnFrKaNQtd38jZOdsxqU7YnybksYKY4u+PbUGuGXFRREXBpnFiSmcEopUdBFQFvaf09dekJFkliMnBXuOKL76eJ0Xjvq8eDSkE4VEcQCej2p5BEpQV1DXhlrFBw50UadRlM26uvAglyW+r/B9md8AdqS9vcxlFj2n80M/wZqYuSVJZAO0lvjSonObTazS4OVFzpdkU+lzjFMPgWZ2OkaqIb3Eo6+FczqSUcGYVmYsAymr9RDFsCNGq2hWtpa59/EyVY6f6Ec+G6ditm9IuPHiiEE84PuPtnnhmM9XHwvZczTkyImQJFXYQOVfSjGWDcoDJVG5nqLUKxVreJTSHC01WAdom8M+y/KfM4gzNBmXXBSz86aEsx3Jj/67KY7Ptzi7YLls++HGO0/f/Z2+pz76P8TgTzz6NU6eW1Gf+NxTQgn4Nz+0yC1XDYhf0Pxf/2WSw0c8Lr444erLE952c8Qbr4/BuJ0Wak3ASECCcaN5S6Dn9/hq9i5DzjJCdz62kBakIY0t/aFj82OnJH9wT0A/UTz7YsihkwELPZ8o80H7oDxUS+FLQU1BXVlChRtnpvLCI+VY2/eES3pUwe1J/FyWBD4EPrlr4lLmbkeJNM+IJtTCmPPLGV99xA2/mZoQaFkEvyMcXLBC5mRVBoRGEkWKdTOKt98+5CtPDjjRbjDwpJMpGrzU4iWFZ5177DJzdiHVWSej82ysrryHA7qfKTKtSD1FkrlxeM5KTaj7Ca+7OuW2KyLe+4YhL52UPLfPYxArPvHVOkfPeSAk/YEmi1We7pRYLZx3UDZ2vAyP28prYxApiGITAmuo1VM8zyDIeNMdEW+7OeKq3TGXXpxy8KjD37N7Bdu3L/LD747Z0tovlqI71Jfu/mr6rne+9S8GcCUtOzZP/Mprr1TXTtRrrJuyHDwv+OlfneTeJxugJSefD3jkBfj0V1Nmp1OssdxwWcwH3jIky3fgmp00XH91RD20iOr4NLu29iZPubf7guee0Sx2XNXe4/s8Pv9gyDBRDBPN2XMeRmgS62GEB1ojAo2WEl8JatISKkugIFCWQFlXA65zz1ePmNsv+jJLcKu8R1OU7O17Bt8vCrSykr19P0GpmG88o/jso02Ur53dNqa/X57BCy/c6XBJkimGQ4/3vGbA5x7u8Il7J+ilIY1ch3uFDk+KpIwtu4WEkCW43FvJitavANzknfDaMbmnFanW6DRzQFcZfeUG6U+FKbfvTrltdwIi4n1v7DNM3Di3P3sw4Il9PrVAsNDRPLfXo9OTCHmBGl/jYbAWGoHh+uti1k1mbiBUZvjAW4Zcv8vhaXbKMj1l0Dii2H5jxE//SJsf/zc+p5abfP6haY6ealx7y61TvwL8yF+Iwa2dB9a1zh/9xO633XJaNcI2iyuSP3mgyUP7W64FRksMgsha5jqWubajo5dOGD7/Dbd9hs0sE1MZt14b0wwNplp5sza6nY6TgpWe4sk9Pp22QmpJZCSR1Y6ZhAalQWqEdPtpelIQKuflBtLgywqY5WhGnwO5GDU8FLtG5I3HVXA7hs/Lar2CwbPKkRLoBGtjTi/4xFFIMCHxVdVaE+NZzLGiIlEG4aMkmSJOPKaaim3rYnwxZJAGDFJBTbshmEUNSZHQUrJa3irL93LvIfPkjxllT43J+ydH0ihNszxvoFyCTKUkaYZKijET7tiyzjlVQhiu2D4ktgOktrTbgif3aFb6TjaNLLCXeeQp+UZguO3ahIkpi03dKl9Trh7GrfoKkwjiHDI6Mbxmd8Z739rlk/fV+eqzgsNn+iqcbe/+pz/27a1Tc0udrRumXxngp04tIWXnow8/vfeNx0+ewRjDJ746w/NHGsSZD0EuP8ZyWK7uNbWGdqGllKWzYjn7jUqIYV/OrhwvPrZSYoqCbvJn4ZZD14kvUcLN3AukSzn7uaXl572GnhoxXgFuT7uOerf1HiW4XVuX2xIl8AW+piwxdQyes7g2+DrD0ymelxAECScXDL/3lQZoH0+KUYBZyhNxAYOPVc7lQ0Id2NxgnTjx+NDbB/zp/QNenGvSyzzqqduU1lUB2lEnTr4nT/leMKpRLlYKI0uAl53wOdDTTKK1wsvcvBRPZyil8mxw5ixY5YDtgntTDg5SwiCNYV3d8C13GJCO3IpYquwBYPy7l9gxEmN8TOLkqzWCxAjiMWOiKIt288s9lfGvfiDmfW8+w+/f02MYKaRpvvHsuZs/arL0x/5cBv/dT96PUtK/+wHLc0d20IshQWAUyFUNlkUIMSJmM1p7c52VVV6vWWRSvSCMBy2IwiFwhxbgiZyVhR35tDIHtSyaakeFRJ7OX5e10HkTbt7dMgK4LGVL4Nuypc33TWVwToqXs7evE6SMOX5OMN8JEVoTSMbkSZmer6S1qzUY1U6mUSCoiFOPmVbEjo0D9p+LGGSaYQZBJvAyi5fmOjyldJZGtTpqnCzya+PsW1tpDC6kkUFnhkxJlC62L1f57JQsd20qwBYjgBfJNmfjmpExUHbo2zWJvOqoudhM5DkSsSrrLcZviMJ0EHDlNsu/+X5Duxsw32lz4sC9/lr5ngsA3pDnEMDlmyKSAZxtK9pJbrqXXnb1GA3ewcrc46wa+3a82P3l8E2+lBfpYRxAPAFajLJqWjgwazHyml1FXDF3fATyYkSEVm5zKa1H81AcuKV79gugF8FnDu6i+0ebUqJ42ulT309ISfjiwzXm5mt4Ewq/kCbSjjsorFqxxwqMxKogUDGM3ATbd93R4+Hnh3TSkL7W1FJDnKfTlRwviJIlyIp3KgLNUUe8sw7zmSoWMuXeUxtBqgQ6k2glK8OBVAnuEXMX5RGmzCRXAV6YBKXFy9qXflRYN8p0l4AfA/+I9W2eRbJWkKWKfuQzt9jgwAmPbnRmTWyNAXzh5Cep14LXfuOBZ27eeyhBIKh5bqum1Ih8fxuBYSSnx7JSVKZNUenUqTQqrPUoBM8I2LZMKiiKi5kXAxUjl0XRsVPseCzKUQhVYJdzUBSuH3EtgBcBZ6G7dSFLbK63x2vJfS/B92LOtQ1PH6qB9tG5PNGVAqUyAbIK4WWDR3HuDKUfXnjiSeJxw6URM5MD2st1+qmirsBL3XdRmXVHUgV4njMo30iO1d7bfAyHsXk5hXLlzZ4RZEqSKUOmBKmSaDkqXJMlyO04yIVzuqpJuAvZu5Arq25wKgC/ANAV0FfKO0YlHy4xFicaECRZxOmV7OZrb37Na//bJz7/0P/23aMtUcYAfm7ex/e8bzm71Ln+sUMd+r2m07c5cMZ68BiBe8TYReZy1NkxlsVazdyV57K2O3+tyhQ9ZQmnEkW3TjHMp5gvXnTwkI9izoEtXWe/V+7BIyogL9g719yaUm8XlqBj7BG4vVx/a50gSPjCgwEPv9BEBhpfCjd/u6wgHLXRjQqTVmczq6PRCk9ckRnFYOhx+1UD3v26Lr/xhSZxFtDLJGHmNoEqVqtyxRAmT8aYVTfUyzE5GC3zGTSCTBvH4jmDp0qiM+PiHVkMCqqOfHPgrt5YskzOVRJ1q8FdMngB6oKdKUs5xll9vIy6yIqb3JWbnR5wJefo2uD6luJbslA+tCaDx/3jeH7r7WeOfv67j5w+x4nlkDoCL7D5fOqq1qZsMB4vnGFtYFdLJFcDvMJypRKvFPfIXJaXaeIqyCulnTqvk3aNxiJn8hzseTeMp8bB7cYprGLuvGfTz9vbPF00HKSVIyEm4Q/vbZHZAFVmL6sB5qivsXA2xjQ4blyGLQfoSAe0rAg2NQKPD7ypz+9/MWLFJAyykEEm8FJKFpfSIlNRygZnF67WonJ0barFTUaQaTeLJjUCTxkyZcnyQDaVMpcoEpnlz9KWIHegLgBux16/kgYvsVDp/BoV44kx5h5j+FUgktIS+gnbNw156MBJDp1a+e4feP9b79t38NRXrti1dRXA4yGelpc+/uLKJZ+5D2RWoxHacuzBmJ6yXCBR3LO9APh/LsC5UKsW+lWKcbAXU6pkFdhFRk+NXitVAH7VsJsc2FqJkZNS2oGu4941JtucuUcBpq6wd+DFPH1IcvBMiFUeSkp8acqipJFEGX2p1S5Kmesop0OJil/tQJ6kHpdsTrjy4h6PvlQjUT6DVBBKN6BUp6KysglkmmthJAKzShWsKn4rpZF71nkcoIzbTzTN9y/SmWtLVEqWzD0CuCrLlUeFcKN+2TGAV023l2FxU/m5CvgLusJwN5FShmGkaTWbvO6KJZbt3CXdQXSpMfFXLmDwJ17o0agbHn/OI+vX2dIsPNfxwTVjgB1jbDECt10F8FX/XZW9i6dqvUYV1GOjIEq5MmqSHbVaiVKiFN3iugS3HAN4dfiP67anBHaZrSyZO8PXLrHjaeeeWBL+6N46i4s1RKDxpQuG1Wr9vTrAHPPB85kvFVYd86aNIkk066Yl739zl6cPtYiykL7yqWVOi+siVpHk4C7WCpN74kXVh2Px1bX5bsDS+FQqbSBTCm0MKnMzI5WyyKyQhDnQZaX4rdwapcLguUR5JUv85QBs7CqQj3V6uZNYNJinqSRONHUvZON6mKktkHqj4sIS4P/1t/8MISX99gqbptwc6oJdL5hMVQV3hb0vrPUtvshYuHFhl07+f6LyftUs4AjgohwHJ6vAzmWJKuXJaO9LpccB7ut8AJBXbB2YJ4W0xfMKSZIfOhs7tHKdOy8eh0/f0ySSPkqqPHs5PpNldQZzrcR1cdHGdXgxntjV2QeZ5v1vG/Lbd/d5/kiNRHn0pcTPTG6PCmRWdVRs3l5WLXEy+XuN71tUZfIC3AWLm2IokDHILJdeyq0WIh8mWjB3CfCKRBldVzu2Uo8RZPF6zB5cdRMWf14JNosbx72nogdug670EFHvrEsqVgG+//Bpdl+8uf7L//VXdz63Z4mz6ar9bSrLS+GUFNbfBUN7Kn9v1JP58h7K6lFh4gJwiwsYvAB7Oe6gMv6gOrVJ6wLoufZWq8BdpO8LYCuTM3oBbpPLkzQ/EpQXc/C0phv7oHQuT+yq8tgLV6QLykdLoK3ywvNunFHiR9PwBLu3DHn+YExmAgbGJ8wEnhTOtcmlSsniJagMoxq/gslHhXAmr4fR+QiPYsagMpApB3iZ706hJDnQi6nAVBi84uJUWHzE3mtd/9WB47jmtvnKYsfck1UqoLhhcE3Kc8uK6XTLzr/1HT9cj/s/1Pfr2x3AT506y+Liytu82syHlzsDPO2msq4WjlXGNmb0hkXQAnYM8Kvv1jW/YtVKY1Q/XQVKdUJW0UCgVMHmhQYfMbesyJLqLsaeIvfCHbgdgEdDgUoG16vYu+jr9GOWuob/8idNFgchIvCcPJF2TC6NBuf8uRlrd/GMyIcgVRncOSppqmnVNX/v27t8/ekWi5FPLDUDKfHLHsrqzWVd4VVZS2/KMlqLycFtXOZwzFlx/5axFmWFkyr5KPdirISSkElRBvpl03dlQm3hg5ff/WVAbscATqXzi7GbvjrR1hqRE+iqsypsXqPeZduW5oc7iy8+FEWDPy0Z/KlnXiQMfV7cf4yllYT10wFaiVW6u3gTW6njHd9QtPxgBYuXy8r4eIHxwOPC8WuvyOJyNHewAHpRG63kqJ1rpL1zyzAH+EhzmzKoLGVJAWyV5bNURuztqQTfj/nUvR57D9dAekgpCYrlepXzU9YcifHzeAG4qwmf4qLmIE+NazlLU4+rL+nzba/r8Nt3hxgdMJA+gRSjpM8q4K1mcmErTL7KUy6liiIHt3VjrhVoC5lwgbvKd+Nw16Do2bT5RCxbEhOrG5TL3sMS3WN/MgbqAuwVgI8H4qO/P2Jyd00boSHpn+bUcZ8scxtDaADf9/C0R7OmmG65HcBUpdVvFBRVhtAX440rP48+qC0zmqtrwKsov8BFKWw1YZEIigK5sjO9MnmpBLViHNxSjvR3kbIvAV4BdzGrsAC4upC5tXLs7Wk3tWq5bfizbzRZaAcQeqvkyctLFIQYZ/KxIH2VbVftxMklSpJqplqKb31jn889PGSxFxArzSCTuT1ZuCmilApyNXPmrF38ypRsPpr7rWyuw4vRFDlxKZl/tvy9SnDnG2uNSRRRCXZLX1ysuYSPsbitBpdFjU71hqcsMzCVz+z+Ffd5o8hj/SYfz/coKrT0qZOHmZqauuiJJ576+6ePLrN5fR1PK3KVnfu0o5ndWX6MukUogT4auCjG5EzxJVbh+2XkSQHyYuLpGgw+Nj12xN5OpshyJ4cqwD1djCyryhKzpjzRuprUSdHKZS6PHhO8dDzEECCkc0+K0gFVYW5Z+Q6l/BYjuK22UKvJC2sqTRB5E3eaabCay3fEXLJpyOL+GjbzHYtnoixdUNJW3JtcqogR0Bw/Fpll6S5u2ZySfxZZGXAvHdiNBJMzd1aZFKDyYHY0z3C0F9FIg6+9glWrN0yVwasWZjFMvzJUv8RccdhyfQB8Os8tcIN35d+/6urXP/vSwUPHdD0cIulu3Dw7fPv22UXqfpMkrU7mz/fKyXJwZ6by2iLN6GQU++ZU9855pTKUkT0oRvVVxe+qwK6wtxAjxq4CuwC7Ln3w6pFvaa1Wae4qexdDgtSIvVX+s9YJSiV88dEmBxdq4I/kSdU9EavY+88rjR6x57hcGLFWpYw21ly8LuZdt/d54sU6GI80c1rcy/Ihn9m4VBqxaQEBW3lvU3nPyvvL/LV0ksXYHOiyuAa2vB7ZqtESonoOEFRHTFSvuV11DkafYXzXCDcYiXwblOrrAo9UyNaSpIbjL55n3fb07VsvGm5sd7JjuqB+cNOaplom39OQfEh7dSMh63bLkm5HASncNiTFzWAlpU4fj4zXRveI3QpgjweXIndKCjYsW7QKHS5ycJdNuBVw5/MJR9t2cCGw9WhAUDniTZsc5KmTJyqhVo959IDiT7/RYDD0oa7RUuCJcWmyOsBcvUKtQWLj+nuVZVj1xZNUM9HUvPfOIXc/3OfxAz624THIAnzhKildtldUwF1YdgWsRs9jcwIZgd0qx+aZzHfgkA7gWRlE59fE2Arx5AGnERfc5C/3/asr+wUgL5m7GI7kXJJyS8ks32Euf+0243K/i2K3lVuRA9BLK4IggrkFTbvn0WoawkCQpZTbwMUJxIkgTotZznJUQWYccxjpPpC0YEQ1wHwFBl9lpRWVcOPbkIiRB17MzCv1t8hrUUbgHoG8KJu16Hxc8AVHBdReydbuUMoFmL4fk8QZdz9S58UTdfA8hFQ5qOxY+cCFLLYqzqguzwVrFu6UudALL47CLoxjzRXbU95xR4/njtWIUp9MegyMws8KgFfmlxQMWujgrAC5GbWUFY6XKixg4zR4ITOlwKr8uhoHZiMrq6q1DgNiFbgv0OIvL1PGAF4AO2fyAtxJBkmxbWKWkSTG/VwBurEw2ZBMNSDQGXXfoA+/+EWUVAwGXdZNWcIgwVrykWLFVsx5MJcUulIgcPaTyAwZIKz7IsbmU/rLi2jH7thK7DtuJa1i8bKWQwqUGEmTEtwVNqnu4iDHymVHYC5mYjuNbSvsbSrAztlbuaSOVgmBH/PCccFXHq7TH/jQ8JCiqBys1sOskcUsgDa2QI9qUdwVHh8dXTJ4tSE5L8CKE49mM+Ydr4n43P1DnjsSgPYZGolfaHFTSJXR5ykv0AVMPgK2xTkmVub7IEmBUbJcVcryiArQpanKRrvm9x5d4/G6lDLANONuUlZWVuYbWWUO3HFiSRK3NUucZPnkXTfkP0ncBsHWuvEWd3/1cR5+fB9ZmqE3TBxxX7iRkE1FJKnKO7yV20U3UmitkFK5j1TuvFAoOwk4Js8dokqAaUvPspAp43qsor1FlQXE6Ocqe1fYvCy2UqPalFErVw7u3CkpZ4WPgbwiUcrDAVspl9TxvITUZnzhoRoPvFCDUIN0Dc1+paR3rDSWVUvzK+jwC7PBotyNfOSoyDGgR0OPN1zd512v7bP3eEiaelipGAiNl40+jzAgsiKjufpjjIO8lJHKeeDFz9IarHLSRRq3Q17p9dvR+xQuy8jetRdIlUKvjTmFq6zS6g5uWc7eWea2M0lTt11ilGRuJ7rIMsg3CogSN4U2MYJhDGe7bcKg52psDpxbIskkM40hV27p0gh9BsOA7iCgO/DpDnyU8iBnlDQbFeaYnKkVcpTBMraSfRq/mBcCfARmMbbEiRLsq4E9qkWpSJJcb4+YfLUUKV6PQO2p0fTZwjlxjknunqgE30t49pjk0/c2AR+khxDKNWEU9uCqmpnqdxldWlHh7oo0qICrDK6syLtvDCYrWFRU9onXWKv5wJsGfPWRIU8edpMEEqHoZyIv+MpdDmw+UmJU3TcOMfdno2vlVhOV/6wK4Kn838tBWIC6kGXGsuociDUAfuEObtViqzJDXuyLmo2AXhgaxa4Pg9jSHVh6Q0tnKFmJBJ0h9GNDEAy5fWefLevdnj/6J39zktRIpkKPt98w4ParBuze2mfLjGaqVWOp00RQJ0klUVyZiVcEfBUNV7B4WRO+lv9dgLviD48DXIyadcc0d6XYqlJROBp2X1QUjnZ2eEVw69GzLvS3KvR3iuelJFnKfY/X2HOoBp4HUlcaG8YvavXzrt3JM86ftvJitMNFJbNYrS7MJEYVe8RrotjjqkuGvOFWx+KDzMMKRSR8hgZXASgcuEWuu4WwkFWSLhWQW2uxqnqzufNqC0a3jmSsFUjrro97XVktxAjwFwSaa+UCVq9kVYCb0ZRZk++pauwI5FFs6QwtZ1YU5/sQZRE71vd4zbYBt13Z49vfoNgw7REnFl0TTbQvaLd9PvZ5n9/9WsK1l/TYvWXIG6/tc93FMVvWW3oDD4QeCxqLi2udSsHm63SZabJj13XsOhfR/ZgcKQFeSexUTpxcBWyZt6oVg9sLiaLz3R3UGuDWuTzRlQm0SlcsQZWilasaPHhW8Dt3N4kSD+peLk8oW9PUWOaw4pyMWUMvI1HsONDHqjKNGNfjF2hxTSOQfO87+nzhgQYHTrubLzOKQaacu5O55E8ZbGaC0bSScZBXZ/GQJ3iq8kEVtq/JV1OVA90WK63NbwBnMLidIUYgL7BSWdQuBHglOz5eabkKO9YNJD2+qLDegDfcsMKbrutx2eaMa3YKQs8DOUW3X0NgUD//i/95w0zT+/fLZ45dHiiJzQJOnqvz+P4mjx0IOHgG4tjQ8JusdD2GuYVYfpBi+RWl0kKUwK3Kj/woEzV51jEPIkspssryk3Jk/VV1ttbjPrdSjLslF4B7fK8er2oNqqIcNimPTMb89ufr/P5XJiEMQIYopakrS025Lie/Wt9SaY1TSrgdjtWFGdZigP1YgFp+15HtWPwsJXnLWNEu5l4La9m2Meb0guCpPT6pUCAUVipcg3aeZaQKsNVJFzH2RAWM5c23etWhMA5G3Vvl6wqxjWnrYmVgHLRjQK78WRXcq2ubDBAlhuuvWOS737bI9791yOuv9ljXahHFEyy2W5xfarBu060bN+98w9f0ytljk0Ttd4YqpjWtSbIs3xdF0hk2eWpPnYVzGW+4RuPp6jbOFRVXJDakY53qtAA7CjHKk1hob7hQs60uOS01txgxdbGLmiycDGVzNh/9rPNh+AW4tTKoyusxWVImdZz29nTMS2ckn/x6HaQG4di77NyvNFyMHauYqmqBlj9U2ZFKOUNZy1M5x6sym8bm6XvlZgxao/jgm/t89r46+075IBUmU0RC44mijNZ9EJnlwWYmqlAdXZlCVlq3BMu89Jjc4ZEVTe5cMlNKFWNyBs/Z3EoQdlXB2aqcwFiwWV3R7IXMLQQo7eYwai2Znda88aaQ7Rsk1mgOnvAYJoo4UW4ztDSjtRi/c5guTOqaHNLwYmZabrpTZtzmP0nqEjjWSuo1xfwytBoWpSqtV9UPkX8SSXFXu4cc/eEFS1VhJVW1W7WbZ/U201XHRJXbBdpSdxfypNg6UGuT6/PVTklWTqXVOi3BLXMHJVMpn3+owb6DI+0thXTed95Bs7qrfXUGc2SRrbrBL2DG3AunwlhVT7xoZzPCgVtm5cTYONZccWnEe17b4/AnA+JMgtAkRjEo7NaiVjzX4Ul5LUZdNwUDl7SKQJU1LOOgK4EunKVoSn0Oplg1chtRyNGqsVqivIxquyBvIvMTKhGQr9gTDcHSyjRxnAL5ThCpJE5cHY81Cc1lSWwEutXQZLHHlvUBvu+RpDb3Gl12SACe5+y6NGcBKcXYBylZ3BYkNf4txu/gCtArQB77uQqcslpu5DerVUu6rlqBBcCLvSBlwdwGLbMc9MXPbvZHaQ3mO0IcOav4r59pMZQO3KuDy/G5J6ssMfEKV7B6MW2FvXMvvJwNUjkuGCthHbgzo0kzjyBL+bG7evzJfXUOn9GgEsg0sfBQCDSjMccFe5fuVaG/1YjJbYXJi8BXWoui4tcbd/6tddfHJYRGN7otnJU8+HRAr7pLF7ppqwFuK+AqZJYUrsfWGFhoK7p99w+nqXCbBcQuKZRlkslZhfA0est6wUQoULEls4LeQNIfKgaR22k2s+4CaiUrF6Z6QkY+q10D0MW3GTFaJdvHWv2X1aaG0QDLooNEjcmUEbCrzw7cJt/KxOQaveqYmEpQOQosPR3TiQ2/8bkWp88H+Yg4Zw1qWbD32tLkggRP5YK+EtZHUqVarFbU26+2DiueeKbIpCJLNVtmI37o27r83O/4tBNXYWaMZIhytmE2AnRRKz5aV9aQKxUmt+TgxlUSWiyFf1D44VaMQF69lrY4F7YwD2wp10Shay2r4oK1jTeR50QcY8NgKIikq0+JEssgMvSH+Rbog4SJ2YShSdBz7Yhet4f0lti1aZJzSz7tnmalK+kNBHHiTnpVS47lJsXo3JQ2a3VpXqVFVx8XWm1Fg0N1j5tqJ31lo9eqNBmTKWYkU/KtTQqJUowkczIlzefuOe2tg4Q//kLAr/9Ri8h4Tp4I7TKXoqj3GK89GWPu0kUZTXp9JTofryhclfixFWAXZcpGuE0GVAF0txV4qFN+5H09Xjru81uf90DGgCITkoFx3rjMiurCkbMy0gzFFS1GguR5DGFHjkp+Ayqbp+8LW1PmgM9/FnIE7NWWoa3I0lHfZgGftc+RqDBlcfMXBVfWugxnb5DS6aV0+obzK7BptsP6mQ7rZ2ros/OabkczKS0Xb2kzM+ExvxJy+HSdOJGlN1lcp7U+RnVZHluhXwHcawG7+F0B4qJbRK4F7KJHsKLBi8DSgduUTK1y7V1sTlXM2lMlyN2swaVl+JOv11mOCnB7IKWbeZjP/K6m5S+QWFAOMRpj7ioxVoBcgnzMMahIk1yPj3X6FHXiMkMZhTGaNNNM+Bl3vaXPZx+qs9hVIBMwigSv1OOi8rnHP1qVyUfsDe4LORYvPmsOblmpo8lBbXEkZ/Pr+XJALx2dsc9gS0J8JUIwZvRJjYU4Max0M46eMyx0YKUv2L5Zs2lGs3FGoW+8LKPfMyzOWw6f7yFlRmwaDIYeSRq4DyJXLxovc7dV9NWYg8B4IVIJDqqMvTZry1UB5chKG8mVtcCtShliyp9LcBe1J3IkUbx6yhe+EfL4nhqmor1VJbhcXW8y6kOsJjQqp2eN4GrsglUyidWET2mnGVGpNMyzm9al8FXFF08zD21Sbrsq5t239Pm9L/qgYhASi2QoVBlouhtwxOYv+xBFTEAObidRyBN4JduLccDLnKmldTdHodHHQF5ocsv4SlfeZ3bN8yUYTW4oHr6W1GoCEUTURERzSnJmRfL4AZ/Nyx760GnJ2TnFfY8HdOMAISzr6or19YyJZkbgO696tXMy6rW0Y8vLy0mStbrkR9mv8a7wUoOXuxcXlmAOcFUFt6n8bgTuMWDLQp7kLC4LBk9R0s05OXxC8jtfaHKu67v9rqUb9K6EY+9ylJwY19svl7mr4vxlH/bl5Em1TpvcRbGrbEOFMoYsc3VCaeqxoZnxfe/u8dCegMNzEkQCQmGMYJh/lzLwy6UKa+nxQh5Lp78LJi+utiqC08JZkJVYQozq4AtGl/nSVt7/pvg71fcs/oMqP1TKem2x1cnor0shCEPBpg2K192UMd3qIwScXwqZ3ZDRbBr0TbtSzk6mPL9X8PzBButbljCBKd+9YQGwolKwWCaKr/tyTD4GbDkKKKt2YLXMtCpHxnW3LQF+AYOvDi5L5h4dI5lSkSplUVWG7ydEmeFXP9XigadrLmsjtdPeUrqJsaLifVdGJlwI7vEKySrCVwO+GtqtLhstBihZKuWzlYymNDZncInKJUsqNSrVvOHGmB/+QIef/lWfKJUgFCDJhMdQCFSxmuZBJ3btoLOqzMccluKOlC6ytNI1AsvcBUJax+p587PMrTVL0bPpztso4zlOjlW2roK8TOVbt5ePQCC0+498JZmpNZltatZNDjly3HByRdFoeehT8xln51MGw5Sd6w1bpmGioWg1dL5HpCgtoaLCqwD3yAe35VIjKh92jKnHgD0CSKm/K3P9SqDn3rfK51+XgM6BrqUd6fBiQORYMDlicZXLkZK5c/b2/JR7n/T47AN1otiDWpHYGbG3LmSSHM0dHKsgXFUoVgX0X6Rlqwjsque11N25x2xLoEs3xD6XKW62uELlHfi1espdbxhwzwMDvvqkcrahkFgjiYV2WWOTy5Sip7HKpBQdQLnfXXwq67LLo8/skkiKvNMz/zdc3YodMbFwgajMWdvI4vy4OnJKkI8wVGbFi/NW1s3bspvMWkNmnAZabEsyE7LU0XQHilqtTaOZUG/G6HOLdc4vNPBsnd1bFY1QUa8p6qGgHgp8zwExMxDFzpapsnh1SStfr5Ip1SBS5kGkWAV0VZEkawWWFzgn5Wszel4FbiXH2bsILB3QXWC50rN84aEaB86GTpoIp79Frr2r49iqY9kuCJYhdyaKHc+qt/vLP8YCt7FA82VqxAuPvBJ0SiFzqaKJI83ujQnvfl2Px/cHtKNcCCOxQhAJNdLiwjodbMY5mwprqvw3aqwSsbAFK2l6mWtzMdLmEidfhCkYL29xFHkuBcrWRiHEyK2rqgBy+9kIMixpZohjQ2rcGLk4cX0LcSLpDzXtfgMtNZtbNRotH71jg6ahfboLIVJ5aA2hL6gFljDI8LULpJJUsGIlvaHLclY/DHK0JJUfblWPYhXcqx2SMUmSB5RSVCTJmgFmAe4c4PLlmDu3BSuuiZQug2nI+N0v1vj1z7SwxdYoQoOQaJHv+Fvo7mpyp5z/Mfqe1czs2H5jr8Deq2fGrAb7WrZhFdhujqBCCoM0CpkHnEoZfuS9fQ6d8fj1zyqSVLpiGaPIkAwReWZz3MFYDfIxZ0WO/l7Rs1lyuRS50zYytW1xQ1g3VqJs9ZJuYoKxIIuEUv48JlFWEYkRLjcQJ5bOICNJ8snCShBEkkGk6PQl/oogjhWxEkxNgZ5sJpAlbM23GVTKEnhZvtmp267a9zKyDFZ6NTpdNxXV2XmugKgsmRWjUyMqH3LUhb2W/TfO3OXPBYhFlcWrDG5Gr8us5EimjJg7qzB5mgeaCb6fcOis5LP3Nej1PKjn4JYaIWW5k0Tp1rxMkCwYXQgqzwWT/3kcfmHTw0iLr8XcpR7P3RS5qrVNCk2SZDQbGe+9s8/dD9Y4dFY6VwX3oTOjGQrXxDAK6Gzl5qyCvHoDFIphjaRQwcgyrzoU+X8nBcLkf78K8rz61BrrmiqKOpjqyl+p+ZfC1bwtdzNOzhuyLN/fNJ9MFvgZfj7JbDhMmFqfIHSK9jyPWqCYmUjL2urAzwj9jNBPmWhGtOp9njoEX9+zniDTTDbcXjZWg9s3B6iwN5UPOPqwrwDuisZdK5gsfu80txmXJtKUw9pl6aoUVXfFUfG+pevWiRLDPY83+PozNTccXKjcGnTaO6iyd8UivNAZqlyUymV/RQZ/JbBXnsdS99USWpPvgWksRppy1wa3EW+GMZpkmPHm62PectuAk1/SRCZ3VYyzDhOhGFLJwprcNizskLEJzOMhp5JA3lief8yy/t9C6axg3H8ni66ICsidfThqTi8tl/zfLGSrlm68XuDDZCtlx+Y2B+Yte19q0golU3VL3TNuy3PPte3FiQHp4wchevu2TStz53p3d5fk31IyIvTdfu+NWsxkc8gg7vPU4Yx//+lZzpyWXLnJODwI13ishFuiqjd5sXSPuSOCl9HXq343Jk3s6HeqElxWwKzz4exyTJpkOeirLJ46cKsE5ac88KTPz398gszq3DlxWUtR8b11Zeh+1fteE+irbu4x23CtDNkaEmQEbrdKmjF5Qhl0XtCcLI3LcAoXcEpjSDONrzJ+8gc6HDiluf8JhfFlyeLWCGLcHkiykBfVtLS0Y0AvPfsCjLJw0URlklrhpOQ/5mxuCzsuB7mQzvIrBmkK4zR7tSa3yuC+B/Uwo1VPuWx7yj+ZXuI/fbrPk0emWJwPmaorJgJLTRt8DWHg4QXNuzdu3rai7nr7bG/Ymz8c+NkPN8MOk60hG2e6tBptVnpd/u9Pe/zKZ9dz4tw0WyYs9cDdKV4+Gq0cnaZGzcDjY42rr4syzLWCx1HSZgzccjW4zTi4K6+VzioafGQLFq1oWiVonXBqWfDzvzPBQ8803DonfXcojSfdVnZBXrPtyWJDq+oeQLknno8zGzU+y/x7VHtIRzXuY+13q85RMUhn3D61xT6r4w5UPuG12GGhiAvKGYHFrG5rWTeTEmjL48/7rAwqS2oedJpclOTQL2/G1ZnGHIprFkmtTrOXPpJd9Zsxp230u6LMwTUwj3CkpeOeYqfpeuDqii7dmnLnDStsXtfhmZckp9ua7lARo0hTS71W4+y5he977MkXD+gTi23iVLF5usdl2xZo1GKOnkv4wmMeX318mq/tmSGQNbZOGupePit89dq6lqtQZTy5SpaItR0SWWjuVXbgyDVZG9ylxpYjn7uahi+liUrJgozf+dwEf/qNBjZUpe5GKoTItXfO3KOJVeMsXgaYRaCWF4KvZm7WuOys8fvq5IELEz62IlPyITzVKkPpSpylkRUWl8hMkwmD7BvueuOAF494fPRjmlgUdawydyYEQ8QYoPNPNSZNKF+J3FGp/K5k6vwuMVRYe7Q6CFzAafLlStg8nqu8loUrU8q00XlJM8Eg0swvN9k4A9/71jaXbD7DV54IufvRSQ6eaRF6ku1bB2zbMmQYgZ5bhH4kmQgj+vESv39vk09/Y5Y9x1r0+3WmGpJ1NcNkYKn5bpeyYlzaCNTVPsqq513xsytW4Grmlvm21Got/f3ngHskRUY7gZW6u3qoFKkyvv5kwMe/1GCY5VPwZZHYUat87zWALVeXxr5y1lKsxQTjKqXioIjyqlZ1eNFQYCWjQLPQ4aLQ4bmzImUedCoyYRBGI4ULwH7gW3o88pzPV5+RTlKakVxJjXZ6XAhEIR3K4ZIjkKuxLzZWcpcHnjmbS0bAHpnZiKoEqgS1ZbGWyYPU8uYuLGlXKhynkkGk0SoAYKKhecPVPW7aNeSu157jj+5b5tP3N2nUZ9i8rkZ3kKGvubhPM5TsOWr50M9u5oXj0/TjkJYv2DZtaXkZdd9SD5x96GtRto+NJk2571GmsuUaR7UFaxW4q4VTSoy7JfKVmFsZpMwqduG4FViAW0o3Y7Afwc/+5gRHTgfYVeCWQoyyltWKwVXHWqUHoxXM5rFJZSkfw/Rq94EL0/WM6+5q6n4M3FLmOj1ncpGDXOQgF8olhKRCxpqLNyf887/b5pF/GtAdinxz3dx/k4LUuKBTjMSIW5nMhUxeDSDt2O+gSOeXX1OObhghbPnfUd5MlE3LQojyhh1Ntspno6SCOJFu41fhU+y0Nog8GrWY6y4ecvn2iLveMM8n763xtacCakGG/qNHLqEeSl461mffkRUmQ83GuiUsBLu2BJ4Dd+gLAi/fqUxJlHJ1KqNh9FXdXbB21cdeVQ1YWn0VZhdrgXvUmVP8bs2j8LurAaZ0vZZJZvjlP27xzP7Qed5jR561rMgSVdZ+2zGmHgF9VY07rLHMX7j0v0x1w7hEKetDi9Q0FatwxGpG5u6KkBhp82IsJ1GElAijEJlBCo00hhsuT/h739HhP35qMu/+GSlvKwWxlflkhFH6fjXrrgXy8d/lsB9bvnIjwjByUSr/ZiZEDnJLJkAaW/rebvCPQKUu0SiF6zVyU68kcazpD318XSPwM3ZvGfBD39pgZdBAyxT9wXe/j4mJBg8/9jynDv8ZtVCUVpCWxc7A5HtJFps3uf1vlByNKVYlS6/2s0dTT8erAAsmfjlrsAJkVWFxWak1kaa0BQuZIosundw1USpF11K+9ljAb/1Rk/bAA7/Q3l7J3kU5rC6BXVl9cnZeq+zTye81dEpViK/yD8dcE8ZZu+geKBm8yCoWsx8Lts5175irkkmMsBjh6lPca5faFqmhFcb84Pt6PLXX555HFdTT0YcTAms9IiPGbtgL3JU/D+Tl91y1WlVXr5LVR1WNGaNzmhmXtk+z/HdpLp+EC4etLeZmSoZKo7WHku5MZlnIrqvfwbWbryWJeujpCU2r5bFhWrNjQ+6Rpq6IvZjU6iuB58lyl2Dfk+WGTqqy4eq4g1JhblGtI6mAW/5PgltWA8xqjXeGzNlbegn7j2n+66dbHFr0XVieNxEjlMtaVguqKlZgddb2y1YNrtbhLxtkvhJtr8HiFwSb41JlrJ2tAHlZUltUH0qMEGUCKE0MF0+n/Nj7uxw7pzl4WmA9kYNN5EyuiU3ubNiKpPiLgryQKoW8EWLUTzDW2jDKfBdd6iXAM8toI61qwkyWNShFH6an3Y7MAHEq6fQ063YETK4PGCYpOggFvi+o1SWTE4oslQxjk7N4sc+kdLZgsZGqqmyoWpnFPRrhMAJ3OXWqYGsxAvdIhlTdktGIBFVsGT3mlqxK4OSSRKos190pMmdvP0g41xH87G9O8Nl7G053K50vNQ7kSpL73uPsXbI4I+dkLaCXBP0yAed4oLkK9pVU/Vqp+apXbmA8o2kroDZ5VV/hi5fMLRFCOYbMFEJotDC8940D2kPBh/+jYm5FQFBdZgSZVDmT54VTrwTy0hPPG5XLn3OQZ9adzArIszJXOl4WICqv3SO/U4r0vyWfruYGALmZ724PIQsMI8nSSp/eICVOLMPYoNtDgV/3z811sq8MqL89HfbxtBptwacLGVLdrazYIiQfLl8CfATuch/50temAt4La0tkJTM5+n2FucW4SyKLLaYrdd5V3a11Sozl8w/X+doTtbzWRFV0dzE/xGnv6qTY1cM0L5AnVOfwFb6xuzhjQecF0C6SG6vKZUsiLwI3MUooVnR4NfiURuSpbidZHJjtCODSbVti8iZlI60LOlON0oa33Rrxnjv6/P7dijjLdYApPjxkRhMVfCvzysP8Tiu+a9GfOfYtpc11eIXhs1Eqn1XnoQryrMwsjW42d/PLfGdmF3zqTDiJkhbTE0S+71LC5Zd6bFo/+Mr0lDwX+inq137ll/gnP7Zj5cbLuiuY4d9+7NllGjWfeuDGSAS+xNeqsq97LlUU5X6TWheDePKprjmgx9m8UjtSgP+C343ALdWoWXjsWCVLxktg8y4dnZCJjD97MOTf/PoER8+GeTrec8ytCvZ2m6qGRUJHjmKP1ZKrOrJCSjGajyjHt1QZjZqrDjga/3m1w3RBEudl3JvxkoHKxqu5JVtuwCphvNvfQuVnay0zrYwrLk04Oac4eEJjbPWudK+NqwccFdGtyshWfxZVkF+4SI3/WTUBtOoGKXBf+uCsKiEeG9ApSDMn3wIP6mGXU91tPH5w8h89/NSBx97x5ne4PXqeP6io1xUnzioCT9GsKWphrrHzC6KUGGXvKkUwJYhLIIzkyFjd9stq7armtuWe6LKQKXJVMDmmuQsmHzG3VK7G+9S85Lc+0+DA4RAaud5ebQsKCFYldAr2HjH0qC3tlVLy7kLlNuHLKJK1Hhc0HueJn9XB5+oLLCtdPzK/4EK4P5dGuECzkCqFTClmugtNElkuvzjhB+7q8sQLPsfmK1+mYHIpSK1kOFZOK/IS2IqkyFl7LZ98/Dw45rYKt31hkeovVikoez/dqiUptjfMlGNvlQnSApMSpHJz68E5LBunDJtqMRg3M0UDhM078MKQ9bN7uGRrm2ZdofRowusYoxQAF+M6uxpUjkY7XAjmMWArW+rskTVouCColGuDu1ohKMUoW7nUEfznT7S475kahFVZkuvv3Bb0RAXY1e9YTVaVTsnIq62CvbieY9r7Alb78x45IOwqwOdTeksQW5sD25YaXJavpXudSxYhKlIlB7wUEiM0GTnQ+4Y33hDxEx/q8G8/JlkeVL50HnhaNKl0IB9VGubFUoUlWDLxKNC0ZjQ8yFaIW+X14khBiiuZVTZn77xDSKrCRXI9qEbm1qG0DtxiFTYl9PrQ6dV4y1VXcPXVVzMYDkcA37VzI1u3br4nmv/Gz9ev1R9e7mQkiSI11a6dIpuXg0LZse6bURBZCSiLJM4qcI8XT5lxBq8+rwnuNZyT3A5UKiWSll/9bJPf/OMm3SJbOeZ5jwLLIqHzctq72nG0pnMixuu+x+rB16i7eFkWL8ityuqrgkxbAYFjaZvbhY6xrXAgFiL/88rgTkHB3iqXKsptKJZaGn7MD7+vy9yS5Jd+f5JBVvm8uXdthSZFEplx69BWA9DcTbFjoM7nqVQAbkXB9JVtbvLCLZWPo5DWldJK6UCdFdKuHHY6Op9Fp1kUZ2T4iEfnf/6OO6+4J1ucGwF827YtHHryH/V3bhJHW/6QE6cl7V6Yj8IqNnkdXeCxZoVqmWsB/KIIqJqRFIU9OJIu1WGSI1nyyuAufG4pC9dkBHJ0xouHfP7gngadROcdOhVpkg+m9IRLyRdzTuQa7P1yU6suBHkF6KJylMz28uCuTnWtShL3Z5XGBwoHwfnBozJT54+bXJqIAti5dSiMdMDG6XUjbM7iqpQraaJpBgnf9dY+X3kk5NmXBEYko7u2AK6AWOb2SMVVEWuAPK2AupAwNpcwVY2tym78kSxxw4SKeYdUgG1L1i7LBCz5qEHLYieja0NOPrt49Msf+tn+Nz7xz0cABxiE300QhBw88DC9lWeYnsjoR5I0FeUmVZQAtyWzjQO8eG0qDQy2AtwKkxfSRI1bgkWAKV8J3JXablnYgn7GnsMef+/npthzMMB645q7mrH0xMj31uUNt9o5GWfv0kWRI0PgArBXRYcQCPHKzF1cpDHGLlgNWyb+qHjhVZliS5lS7LDg5IkUDuRuJXFSxckXp8fdfWecNseSxZZrLk34lQ8v88MfmWbPofwEmcodK91niM0I9KuZvHBVFILqBNZiQFBhIRYMb8GNhbPk4yfIZ47n18GKfLOrtc9zZi1pCsPI0gpTvvs9l3LHHXcyHA65djXAZ6Y34vs1Nq9rMT/MqIUJxrrqM1NUijFiNQlj5ZlS2hLw/0973x0n11VmeW54oXLnVqvVagUrOMqWLDnLNrbBDMmAjWcIO+wQ1zCkWRgYdoawMwx4BxiGIS7GgGdhPBiwEdgYgzGWk2xwkoOs3JKVO3d1hRfu3T/uve/dV93tgG0Es3t/v1K9V1Vdqnp13vfOd76UUhFkgG3oSEJj7McshzKz3wLuhH9bRQyOE6Eqga/eUMBDW3zEjGWBrQsZKIXON5FWJe6HxQAAPTVJREFUOF5mc2hsxSJjzbM0xbRGsLm3XXz8bFcS77EstgG8kAAxl26ddWdGhhBt7QgxtETlqBChClGIoTKEAtqSU+14mjgpiASPJE5e0cQ7X1nFh7/AUY2IqvgwiVf6lJaUpSA3TQhB0iofU5NpqnWg4wr6YEmoImXduFbRE6lxInVBtDnuUjmylBral50SIQQQRBL1UGK6AQTNEjor3ag69eQ1CcB9l4M7/o7+XrJz11C8ZNeQQF+7k9COZGIXVVC3L+GJ6pBY5hT01KIrCXB1SiwlMzk3JfZ+C7hZnKEnlEbgboRaDFx9QxHX3VpAkxpwp5zb1rwdIhM5MNvrZBbuDQvUFrANr7ZpSWs1vX3FSwJCtgRmce7koitn0hSzk6EwNn3RTqWx4pQa3i0U6IkCfCwAED0pQUh9TNTjhAAxkXCFwKXn17BlD8PV15cwHQJwzQc0Fh0pyPWXkpBwtHIiidXLRBc5JLREA105kwbE2rBIy6hIotpKCEu9svoaUnOgoYoh5vfU0ZQuGsLd6bjuDlIPkuOaKDufufKzeNnL1u4Mhde98f76+t1PBpjX4cBzBeypZUw3krd7ktjDn1p7ldCW/aSHoEmgSjTuVDVRisxc4E7zux0eYTqU+OZPC/jUVRUcHnN1CqzWu43urXt7+8aC07TeMmlEn9G97WJo85glTRluyAxHVADPTIMjJqXY0r9JOsE503aZ6lwLSxM3j9sBpdlL5uwR2nM4w+bKawEj87gBjySolGKsPi7AVI3isV0cQWghKjl7idbJicZ8OpPIBMLMWSlbTvkkoGUa5c+SkyOsm5FCjS9oVzkRAhTzBMcOCqw9qR/9A0u+tPfJnd9YffKpMy04AIxXO8F57qaV/aVXLOmorsp5UTIVgesKEmJ9VyAbTLCDEabaxFh2ZtETQ1kI0dFIIqzXZHO6qaWY0IxqEoL6MX78swL+8aoyDo3rJCrbehtqQpRqkkxGo7Z6YvkUswBothRZO1Jpgwk6XfZ3Xq0SoRXBzCgq2ioq6kIs6pJycWIimyTl4oQo6kKJ1LRGggjlcCrOLBEEEvPaQnz0LZMYnaL47k3FNF/B6lFpLHkoSKqYmF7jVHfhImoQlu2oUu1Iqg5Y6qQ1jY4yxxsprpL/0jxOVSWVZECtLvHIziJiXnrotae031SdbmQOKbN3vvt/rsabLxvYWy4013aWJ0/xeASqiz4dR2jLLWY0m8+0Nc7o4q19TFrUkST3xJYIY4uLzwQ31f28uSewY7+DT3+rjAe36EglbbkRpirktfU2w1uVc5kWYbRab5ax1JbFtqyt/bgp+kitNZJRLc/Igrc4tBnLbd6fpifXjLHhycjs1D+CoY4wKo8JWMk5T9CkX6GUKJdj5HyJex52MDZOFVIs651kCxKVWBvDlu+IBrzetnNuWqw5MhY9W82TDqJCJj88HfsNTDckJhsUoWA33r5p25fe8dY3ZwCeseAAsGRREYQQ7HtyL+p1Csdx4LsqFZVYDRnV5ST9sPalMsnfSKy4zbW15aYyw7epsebGipPZwB2qULwbY+cBjr/7SgW33a+DOTQtHG7N8/Y09+bUTEdr6YX4FNZa/VTZKQX24zAAsv7WPNPKx5+B8baRMCOSacbD2E6nkAARxhKaRp0kcS4JoSBCgICmJ4NQnBsG7CLVyCG4glwdOP+UJj753ybwt19pw66DAByk2YItljySBA0oyVIpiRJcW3UlY6aZpdIEb4hMehkKi4qZY5w5HMZn0QfKYapWExRwig5KvQsgpZhxXGcA3Ot4FRhjwRObKNx4B5YsaCLvh6BUZCu5tUSVABxZLmgDm9pgbwE2aaUnRKioJBMzHEpGY3AnwtARho99tYzrfpFHQHVVPLHC8QbcVDXvURXyqVKSZgzOXjFvgzvTA4Vkwdwqc5OWe4mnXrL1BTYNQSs1aW0IZNQVJPIh0cqK0cSJ1OAmel9owJuUAiL1iUC1GqJkQwKOiEh4XOKyC+uIJcHffqmCPcNEIcZOiU24EkMkVe6KFIBLjGyou13p6GYCaqmuegbojEAVO5CsYTDcXM3OJOpeqitsPgYW9hC85LxBXPzSlwRxHONf/u5pAC7ofDDP/9DpaxYcG4w/em7JH4bvSQjB0AwdBCFHFDFEusjVTni0HZbZga2st+LfMsO3VRqtzcFtyx0lGYJ7hhk+/K8V/PCXBQVuZvK6s5abECXlusQK6JgUg1a1hMxuyW2KMKsDl1y9UsCbg5EpW5vLZBMLwLBvVjBHR/xUQa71nNShcmKCQCSRBVNAw5IPW0Au0ryZmACJO2g5n1EEcIS4/KI6OAM+8sUK9gy70PzHqruUCehjQtHUYFVOqCpBY0Ide06Ittb6d0iAnrZebj1ssVQFx0FMUIsJaiEgZIwcCwG/AOkv/HV/X/+HgNrTW/CB+Tls+OVPpiDdrTfe6p89POqw118wgVMWxyjm85iu59TvE+nfJ+lGZCy4SADNMsBOZUFiwK9TYI1VV+COE+eS0ijJMWE8xsFxho9+uazAzZjKK6G2Q2nArRrAmDxvM5WBWdSEzUFN5gKyoSQZmbAV6GgFdYs5arFKGSuvQ/FJ4bEdojdWWkt69sBYooMjqfOpx4HriKcQBLE++xTwLXCbJpxE541LfYKAaedOArGEgwiXXlBHFBP89RcrODhmfWkhLYuurgICFCHU+JWYELhQaRHGmjPtswiS/g5MS4NJbMW8PVTWYCCAakQw2pSo+FM4ZekkLl0fgvK++Pjl2LrpNxumTl/7yqcHOKA6yI6P168QjXlrH3gUJ//6gQpeuuYgPvEXdfiugzDklrYrs7RE69yzAtu+N4C2LDmlsX7c4t5EVcPHXOIbGwq47ucG3DNzTEyFDqOadydlaDN7e89FTTJJVq3Wu+Wmvn+LNAbMsNxzGXIb5AmgifX4DB6etlY2wofUzSxJwr0Nz9aWWgqr7QSFgOHjplyMpn9jZ6KbvBUhEUOCI8ZlL65h626Oz1zNECXokVatpTnjGCQYIhANUMAhRFNFZXxMkpXQTndsgK+NiNQOseHdQgDVkCDvT+Mf3rofF5zoolZvx8GJeZsRTV/BvcKsx3hWTevVL345WIT49JMXy3XHEPQVfDz8RAH7h2N4jkQUU8SxziszgNAg5UkL42wJWaZPoF0Jn0masivhU8tNHOCWe3K49pa8DuTYfNsGuzo4SSieWJTElM7px0gLyO1moRlnE3MAHFnrnQR8tGqQnADPKGcWttgws0wN9j0w1zQ2u82bMAOsEr+ppRpIpEOt0t7jTEdCmSqSiNUtFhxxzODGEpdfVMMFZ9RA4hiII5WWKq17GelB82rYvBBAIICGAOqCoCGARgwEsQr7B4IgFEAkCCKhq+mN3q0BauIVIgAWd9dw8jKB4fFuPLy9A25hmYwaJD519atmPbR8rmN+4XlnotFsXDt2ZMfy1SufLAw3avjlg3lQ4oHBQyyIssbMCq2TtDcgI0JLXspaqzzk1OnMWPHE2TRprxrgPAblwE/u9PGhL1bw+G6/Reu2wK6piRq1rXi3mamTVPjb4G7l3mhxLmdYb6taB6TlRMg2vm+NXD4VzE3rkYxDOQPsKdee2VoZSduFlLaQ1KJLJGF7CDOXmlrBH+N4qjMt1soxMdnZBLqKRwIxcMLiEJ973wQ+SIEb78xroZmkNIVYlxeiKtGlpIg0JYkI0flA0kpXJknBt3JxZeLYG8mWU2BpX4DzT6njJxtzGBnOY+Xi7un1y0+/1vP8OW0Hm+uJz372c3jzG9bfP68395ah/VsqQwd93PFQB4peEaWcp74+S4c9ZSw3kxaPzhYrJPczHrOLGHThsAv8+A4fH/lSBY/t9rLgTiYQm32VJegb5YSqA8atA5Q0H2KwBkqp/bRCB2nVjbHyVuWOcTyN1m0DPNG6M4+n2rc93jyTCmCuFDoVdOZVY6ZyQ/Qftz6WnoQy+xxmeU3Gx5DJSWlemw1e6pNUAD0dMVYtj7D3EMXW3dx2UtIz00q2sk9mAeV8xuZmtcOwvJskguxwIOdKlHxg7UqBV58lMF3nODwWYnDpqQf3H55402lr14WYY81pwQFgXv9xGB2fxEPbH8bm7U0cM49juuZiZFKgqyLgORHU4CgNbJ5SkNRyay6uE32I0cGJuVeAzlhwLkC4AvfffKmCR3d6M6OUGd5Nkn7eqSRoBZ+ICbnLDHAJkTN492z3c4EtA9AW2pICA89oJRqvtAsEZkqDSSs3wOLjxrFM+XmiqgAQ0MqKUG0XTJ6KyThUSKb67zQxIC1hGaKdT0ggkDhhcYhPvWsSEsBP78inX8T8QRJPN5eYtA+LlMrxFfoSxwjACYEHRU+kVKmxjubqLgfaSwR5N48DR3I4ddkE5nflsfSE5fD8ylMe16eMK080FzXDyH3ni8/um3Ydia6yavxj9HTTDJPzGA6P4PIQDg/BeQSHhcmAVXseJdN6tpH+VLqr9RyPAQ7ceJePj3yxgkd3eQq5CRWxObgCt2rakzbuMdXxyY2m1IQkl0UJW+NOQU1mgJtawYcZwZ803JP1LknyaMsvb/3+Fg4sfLcUORijSDK0RIgsVzcBnqTzlellaDRzK34RS9UKzexLa8CskFTvax4u0n0z1U0IjjigOHFRiM/85SReelZNcfAMD7e2ZQSIUL8mTF4r4whSxIiERDMGqhFQjQnqMUEzBkLNxxXWVOOf4XGOWgPYV10y7bnOO5cfM7/5VBh+SgveWRoWbf2D90lcMDl487cLbUWGUh7wvVg1x3ciuE4Izw3g8lC3TEuts/qNZSI5JYpLsp3yb0ZUnrdgBDff4+ODX6jg8d0G3DwLcCu/20iCxnJzY61tCcpyKBmZ3VJTE4Kf03LbVARZM21jd67tp1m2BU84uQV2IdTXznJwkrHiQmffCQoQaSrhE2OsjanOG8/wc6GbX5KUr0sJIk2Bg32amSuTBELguMEQ/+s9k5CS4Ja7fVUZr+VC9QVEcpVV2+kVIzlAhEBCtZ1rCIqQEsT6SuNQoBkBjUCiWo8xNkkwMlnBS84/f7LYNnjfkwfGxVMd16cEuOv1gbt8uFHfc+lrLl592+F9DzjdbQKVYohirol8rolivgHfa8LhoaIaumeANfBNf4cU5IANbgkKRWkEo7j1Nx4+8PkynhhyWyw3nxXcDrUt9+zUZGYDH7tgY24Z8Omtt3VLnieZ1+nfLwN2exqGjXDjXGacSkNTiFFS0lZuSW8/me3YSpJiCMUOTCMGAeNUKqoiTPNkYq5DqbNpbytZkWnHVQKSpe0jAonjBkN8/v0TeHcE3PYbH3FC3rWjmeghIuVfmYNieJm6mkSUYyJyEDoUEgSMxSoPikYQcYzjjl8bEoFL53W2DQOzy4PPCOCVsoPDB/fiuJWL93VVGju3uptX5J0pdFQCVIo1lApVhHEDE7UQhEWQkMg5El0lxXWjmEKK9JCZMz+14hrgTEW7brnXw/s+W8HWPZ5KNqAtlCTDvbOSoKrQkRkrbcLxBtyMGlUHM26qL3UWyFnwt1AX2HycWJYtc14/7bIBnVhsYllpgqxiQmZa7oxF18EekVhtmVrvBPTaOU2im1Q7iEJbfSsIBFURRIQBahJrBTFWOoiwfCDEv35wAu/9LPDLTT5iaiy5TC03sUxCInADiJUf11UWyDm6eSd1MdbM4cC0j2bMEEQSzSACdwto6166s71z4b6du/Zg6ZLB3x3gAMAYxS9vv23I8ytvo/llt+f4r5HL1cHdKh7fG+P6O1z8+sEiCAHiKMZgb4g3vXQapx4XYF5HqFoYCFhnLpSV15aUOErs/+UmH+/7bBlb97qQjnZICJvjpsCYTGKgWTqSRixnAt6WA2crScsCfxbrrTdancxUB9evMTh/ini9yWlOgC31eaGtQZJrQlpAnOkTYlERIRU9EfozCqVYEOu9YAFc5RhqS07SZvgZGVFC9xBU+0Kk90A6i40GEZYvCPHPH5jAez4L3LrJg4glwGV6gOw4vH5fLgV6OyKsOb6J/3JxDYt6BMJYfYZfPejjhxvL2Lm/jPHIhZiO8efrl2Nhb+Nt27fePtTTt+ZpDcjTAryzux/V6RpcP3dgfD823nXX3ef8n19OoRkXcOvDBezaXwCRDGqGYYjfbqnjV/fncd7JNbzjtVWct7YJz5OQIZBJ9lInKfaMcNz9gIuPf62ErUMupMtSj3s2kFNVGGDC8GlAxwK3XQTdUkRMZwX0bNzbTlNNrbcNYvM6A+TWRjhPlYuSpKJYdKXVYpvnM4XHiUCeUhFTGiYoSaw2EYaLW9zc/J+UZPRyJDkqquTNRD9N/gpECnhQbc0pAJnSFiIYSCiwcjDEv3xgAh/7WgmbHvSwZ4SrH8n+4gJACLiOwHlrG3jHa6Zx/skB2goMYeAhilwISXDCYIyXrxvFxkcmMdFw8dC2hejsPW7jMSvPPBA06/D8PJ5uPWM3aMtjd6CjnLv0Wzfc//2//eImxDKHSomg6KlLf0PnCTSadSCoArUQJ62o49IX13HJeXWs6I/g8BTk1AW2Pslx5VVFbLjDx5EJDslbAJ3RvHkCcIcCPkkTqZKQPE2jXszO905qRecYG2JOBGo7pFbONyFJkn06e8g8n+aDZ3LDzd8l1CftemU7tpmrhlXRY1+BWkctZsadJzWwsGpf7c4FM7uGZZsuZfPyZ+toYOfpz0iEY7ESCKzMT3DgyATDhrt8XPmNErY9ydPStxhwuMSKBRFedV4dl11Ux6oVAaKqi1qjgGq9gFotj2bEwYhEIRegszKNyekAQ1OXIPTOvYzK6evOOu20Z4Tbp7XgZpXKK9HZ1XbfkkXB9aevG7tk6xNDGGgjKLgKWNUmQTBM0Yj1kS9QPLzLxyNfd3DLRg+vvqiOd7+uDs4kCAe272P45FdK+MEtPhoxU7VkM6x2qp0aLpHy7iw1sSdJzFZfmc09ack7mVFcTKzQvV3QkH0srcM0llsmFCaxIE9lxW2KYu1nncysFRcC6iqWtJSw+baJbEqdsk0sy62cPNtXMJmHImnqo75gqpebv5UQJp9cqFxvIqW23Kp3iS330EiityPGG/+kDs8BPvGlInbs4wBXBuldl9Xw6gvrOGtlAAqBqMoQC9X3Mgp9HBypYLqu5n0WciGm6wRtnQNYtvS461n++PtkPPJMYfvMAd6/oAubNu8YetG5q957420PMzLhvaI910Sl6CDnUURCIGLjyHl1HBhV6Y1wVNPEjQ95eGIvQywI3v+GGnbvp/j4l4v4wS98NKTmG0Y6sm+YybtNCmxG57bUE0pnyxKcW/O2Qa5SC4h1UsyiicNKzLcpTYLm2fv4PRXITU7PDJCDJMEbaGBTo6JYvUiIlWlIBBDrVFZi/tbQEd2Yk0ihKYyWCnUzIaKdSzWY2DicJJELiVAzdog0VEZqVUUBXgoJSRmkjCGaEp4jcemFDUACH/9SEbsPUbznT2v44Jun0dseQTYAESu5UMgYB8caODDcwObtPsLIRc4HKoUQIB7K3fM2dPStfi/k43sIPe4ZA5w941cC+MZX/gUXXfSKidXHDZyIcPQcB1Po7/HQ30Nx4tIYl180jBOWD+PuBx1M1xwtW0iAqdZaj27heHKUYsNtPn54i4+m1DH0Vq5Nzb5pdayjlSZLkOhQvEVNkuJhagd30jB8ZuobMWH11tI0u5wsG663KUYmGESzFr6Vnsxm9VulyJTXp9vJ+ZLGGjOKjXp+9mLfxELrN7Pfb8b/B+v5zN+27JP0PuHjLe9lxziUd6wC0CuWxujrFjhrVYi3XVZDXzmGaEIPsOVgDBiZkvjYVzpxzc97MDbJ0WgAtQZBtSaRLy/GgsXn/XB85PAP2zpPeTaQfeYW3KyVS/vQ1T3/M1FtaMnQztrlnIyhtzPA/K4pDM6fxr4RIJIewHyoweQAIOA5wKJFEVYMxnA5IDkBotZDSyzLbQFf5yZwmKT5bNDGblg/k5bM3ootAS5NLfJcFKaVP2dAawMlAUCr6Z5pyu08cNt6A1nJ0Lw2cTJ1JQ0FLMuOdCxI4mimVT5G4TNRcwAqZUJYDrKVqAXtcJo+KyktMdmIVDuyuhiD6n1JVfWOtuggeuR7DOw5SLF7P8OuIY6OlQIOACE4otgBADBEGA8kHhjiGK8BA20husshBvrbEbGF1/YtPOUz+/ftf7ZwfXYWHAA+9/l/xmWvWd/s6Oq/kYTbzu3vOrSwo+0IBBnD1zcQfP0nHdg70g7i+wqccYwCCfCml0/j638zibPWBJjXK/DIYxxD+7iSQIgJ6NAW51JZcxPQ8bTlNpo3s4qHTa/E1HlsGTZLzFzLp7beLGOtZzqT2fYNJENX7NfYQR9qS4vJc/pGW04B2+Imj5OW50jmZEpPsKyKY59q9r5tjbMWOH0fFWm2PncmLyX7N8ZyG+nX5CARANQn2Piwi3/630X8/C4fN2z00F4WOO6YEFS4aDTzqDdzyLkMJy5poKujjsf3EIzUKepNiq628h3rzzr1snt/u7l62rrVzxrgz9qCA8CqNRdheuzuWn/v+cGWzV/D333bw76RdmzbI1ELc+gqMXhMYqzhQErgzRdX8T/fNom2UgwEwEkDES65sIn7trqoNbkqZrUtOLH4OFLHkhvrnaS/WolUltVtlQcTMGfAmNW7bW7dmpdi04u5wG07nIaDZ1JT7ANoRzJbcsFNsbFm2ImBBlQHq9R6k4zJpzDaNPQsSmhunFp0tY+klE3oYI4gJAnswPBykX4PpY+bEL76e1NvaaTEpDIeRDcsAiiXqE4xXP9LHw/vdQCH4Mikg498tQ1xTPH6iwTqzTyqtRwcHmKwdxrvemWAF51Yw9DhGq69YwAvfcWfBEemSe21l1z8u0D1dwM4AOTblkIIce+2kYvPQPP+3NnLmjh+yTg2bMxjsBKj7BNMBgKnHFvH//gvDZR9ijjUOeCOwAXrmrju5znc+bABOFKTYsZWaPDwhJ60jCpMqMhs0UlpSXqWHGcVHRMr5dXORSFEyYcZ57MF3ESbMIKshW7NTWkN9Ni6N7Efa8G89inTgpkWkMP07KYy++JEfiFpHjdBWpBsV8RTKAdS6Nx9k0cuoAEt9GMWLbGKJkzvFQmRKcxIzmwOPPg4x633ekBs/C2G8WmOj11dQCymceqSMqbrRZQKTVAK3HCXj1q1FysGSPOdl8y/4/iVi+59Lr1mfmeAE9KD4dH6R88942LphSPvb/fu9W+4N0RPAVjYRdDd5mBRv8SLTs2B0zJqzToc3gRnAUgksLw/xAlLQty52QUkzXozxoLDJMdb1nsuvp3h2LNMSaBZkNqAZjOcymyQJ+1elb4HiFZUaAv9QGq97Uv6bIqKiVbbUqFdii+ETuxCWvr4tCA38+AhU0suDOdGhqMbBcWk25qoZ5rLQhKAK+DrUjetrKiIKtGN6kWmjYi6BBFs3uHgiScNFdWzkVgOU6GPq37cjj2rOAb7PPR2uPDcGNXGFH50e4iXnb1ipKPiXfKqSzqrvzO6nwvAAaCrIycee+DGj684pi3csrPzwxsfqLrLeikWzuOY382xpD8Aox4aTQ+cB+A6FVNGavb4mWua2HBnDvvHSBomNKZFH2xG0kilnV/SWpFjO3+tDiWxwDybSpIwImJbdLuI4Sloic2FgQwtMVcgMtcBtOlJNjct2Vctk9XjtiWXUhr/PQNyQtNiY5sLEes/1djTGreVjmBSb5MKfWLRECTWO7XgSlFqLZ+TUG7UvhGGu+73EIZMOU/6QBPK4TkMiAW27xUIwxi1OgenFaw/vo7DU21Boa3vG+W2SoDnuJ4TwAHgt7uPBN3dhU9vPbgkWNm/95P97YIu7qfo62qiq72OvN8A5yFcHsFzI92ZiILEMV52ZgM//nUTP7zN0ZduC5Eka72TqRJzWO10wvJslj11GgltiSBmLHkLqGkK6BnlaZYlz6op2QSsObFtEW1z8Uoeb1n2WKbkpUI3iJ8F5Mm2bgAEm37YNQgG6Ebjhu5sRQ0nTzMPJYTm6jRJwpLEBHsEqL7iSv39pZS4+yEXN97ppwdeAggEJCIE3MVkk+DQuEAsAtQaHI2A4jgsEK86t++TXol8LgoOPGeAP2sVpXX96Nrr8abL3xIt6F0wunyw8M6e4i66bOEkejon0FmpolysoZSvYqrexL1bCBbNE7qglaJUFGCOxB0P+piqO3rSkwrNE6JarnlJfaUekWKF3O32a/Z48KQUjRrlpHUSc2q9k21q6dx6n7XsZwZJJWA34CYzwZ2oEhY4Sep8kgxi5zgRACMpJ06e+ZuksWWrvGGfDOakQ2qtk89kN+xM3opknlOvtbZb/xZ2JzNVoeXwCAfHCK68poQHnsjrAWAUQIzzT6miWotQrVHUpYNaCNRCgdEpgcmpCKtOOk0M9B/3vrDp7T9n/WXPFZ7P3YIDwLJjFmI6HNg2b4Vzxfjoka9860d3002P+/jvl9exflUV193O8MUbFkDWJf7pLw/jzOMJmiEBbTZwzvEButtj7B8FbA3cnl+Z9jVpmV8Jm5K0FBNbOSMZ6tISqcwUOtj7Gc7eKvdp650Au0Vis8FtH6gWICehemlRb2ufaHDH+vsm0UpARypToEtiId+aukCQ3ifZgYkFtyRL/f9SO6qp02fTLlrpkCtJaJpZKCWoTKuBKAEOjzJs3Oyr/sbcBwKKs08YwaevmEajVsNXb2jg2l/3YtlSgg9eOonfPEERehcKv33ZFatOXrLt0S2Hng9oPj8AX7L0WMjw/gD8jKuu+em2/I59Kz7f7Y/CpwQ/vrOJT367B8MTZfS1RThwBJiohpAyAGcClDR15Mu49bpKh9iN6meCmNIsoLMh+NmTl5IwfIaT2xba5ubZyKRpoknmArbemQHu2ZxLy7EEshLhjNfqt9C+Y/L9JEkdUCIshLaCXPeTJNKAXr+PTVWIcTbTSvyk9lOXuynaYQV6dHK6Cv8LxISCCgrJUh4eSwYwH9zJgzGK7jYBR/jo74vw0TdNoRZVcejwPAwfcnHxujbk2+lfXVVdcxW9a0f8inOO/cMBOAAQZzV2Dx2M/+ySS3asXvHQ1JE9Pys5ziH86K4ywmYBJ88XWNrvImzOx5OHJtFRmYTvBZAiQKpZqeAOp2kfb5t/G626VfojZCbYMxFIgmz0kszS61tnC1Jqh9qz1nymtVZomYUhZKVC888slTyJREhmqih2Sm2iQRtw69ebbTPZrBXkREc4E0uuncfUsZSJ7k2JcWqNxm0sfupkmvRbEJrIkGZMYVLHKU3olALUQcFhGCgI+Chh0+Z2LFvYwEAvxyvPqOEL/1HFPU/Mw6rTXjx1yqkn77iydigulo95vmD5/AEcACrlHPJufcO6tWve1Vw+8s9//9XDHXc9SLC4k2BhD8P8bheAwHTDQanAVTErCOxBUZwQ5IiaX5lmDLYCW0fJWiz2DGnQtu4W705TUEmWl5MU3Kk1b8n3mBXkc6+nsuL2CSFbgG02DIVIYGuDXFeCJfNuMmeS/sz6NDHynqEVacs3kig1QqjYQVY10RKgkRGNPipsbVq9PxUSUcwRCw4pQn3FJfCZRNGXQCzx5GEK18mBoB2nLQ/wztdGkPmzR1esXP2+bbsmNyyYX3o+Ifn8Ary9vQIAmKyOXFPsuYAvPCb/mbVDt3fnyCS6Oxx0lAnyfpw02/S8CHc8xjEy6QHMA2MMeQbkmISrE6nYDFVk7mb1WXpi5V1n8kyMw2k5k5RgxpTiFlpiA9vgKAHnDGS2InyOJWf/k8xLrBck39cCuZ19mPZIIMkfmv8+tigMJap3tymEINC5Jjqiq0aFS6uSKK0cElYwCKYo2Z5RAokwdNFRirF2WRM/+42AKAJxDNQDgbHJGAd9B4TkwJxl+NOXrzvCKmf9NWRwzYpl/c8nHAE8zwA3q1zsxOTExNVvfc2Z1Gkc+cdHNt/f3VWh6KpEKBcC5L0QOT/A4YkIV91Ywr7REpjrosgJCkzATbL+ZIsjqYFs/9hWV9RWTTvTwN44i7ZiQmaC2+y3FioYrXtGFBJZm5li9+mgO/tSNKXlry3WkWQIWlw8oTf25zBngtHBSdoMX013sI6jttZqzo+0+LZM7mGDXNgnGFNzf0wDHyij1NMW4S/+ZBr376ihGnioBhSTNYHcZAjPBXIeg1dedSTXcfFHpBBX50udLwQUn7tMONf6x09/GguOOeMBUOdIb3u4vrdtNNfXFaC93EB7uYZiYQrfuIHjO7d0I2JFVDyKiiOR5xIuQ5aaUGS5tpH4LBBnX5s6k2qCA0nm7Jh9Sol+nCQUhVECOuM5C/R0JvXJ5JtY+0kBQcuaEbo3kLQzB822cfZgDx2QyQtM+S8MjFvzWoj1nB10snT7LNWT1hXRzL1Pm6tmg1ZW0EeYHodM92RRQsHi+QHqcYiNmwsAccABRJFEsxlh8aL+0ZNP6PpgbXLH1T39q14oGL4wFtysK/7ilbjzV9//DqPzgjyvflU0Hyt1lCXKxRoe2xPihxu7UW2W0V2mqLgCPlec21hEIWdeojPbLfQkG4hJlZPE4bSoh92KzXBtA/xU786+d2LALWqRAI9YtZQpQ9AseHZr3vp4Am4Jq7BYpq8T6Xc3NIUQzRSkPlHNG7FUCoyJCgAJfQWgRCZTzBJnVSsoFNBRUhXeMV9O2p84mfKRglz5CxKMMUSxahjU1S7w2rPruHXTGH67y0NTMLQHDfQNLJqiXt9f/vo30b+/9c2Xv5AQfGEBDgDHLJwQPd35a+99uDN6cNfAt9ct3ubn/Bg3/qaALYc70VNm6MoJ5B0Jl5sRF7rbaIyk22iCgIwVyQY0ZnMy7WxCE4q3rbax0IxpgBPaorAgY+0MvbVLyRQfRUbDnpW3zLXM3yRW3FTtyKQ9hP391fdVygil+nNQJOAz7xNnjpJu30YkYqGvRjLtkkWI5t36ZIFMx7jP9TWkJIhjikjf1LxLwOUxwogDIFjYCbx47TQ2P9lEISfxnte3NUA73rrtUNcPyrmJp2za83ysFxzgvUvfivf/w5fjB4ecH7zslOXxcL38byM7f+vf9mA78tRFX1Gg5AnkXIBzdemMYolGoC7NsbYgpicIbW0pZNMCi1e2BmiIZZFthcQGN6MpuJnN3S2Qqx82vcKIGABNQS4NsJ8BuFute/akUQEUEcssPUFKcyiVSeCF6a5XSloxB8I6LtqCCw1yofcNyKlM6zvtYyxN4pa+UR1QMm0rYkHRDBgaAVdligAcLpALGKJI1VmefWIVN99Xw1mrjm2cdUL+jevO3n999cBoXJr/4Rcafi8cB7fXPbf+FJ/667fIb/7sDVtec/7jT2x6rPiy3zwYOt0FiZIv0V4kKBcoijkK31XzJqNYtewKIrUtLFQbHp4pTbM4dlrMQCwOrm6cpfw62dbgZgxqHijXPgBTN7VtV7Knjqdtte1+gglok2YnBmxZDt5aVmaALKREHOvx2wbwptegkFn6Zo8bNMfI8obt9IEMlWvJuiRaAWQ0G1CjusEq1akSZogvQBBFDLWGi4lpB5PTHLUGQzNgiGNViTVd5/C5i4GFS2o0P/Dnf/ra9T/41c2hWHnKFb8P6P1+AA4AP/j+tfjel+fjXR9Y8NhF5xV3rVzYvHByatwXMUNPO0d7yUG5yFHMMziMYKouMVolqIWqSboZeJW01iV2DooBPLGsL7HuSepoJuCmCbjVtgb3jJsZdJut+zTauA3szM0m6iS9n9XxtBBuBkqp0XlSj85TYLdH6hnqIi2Hs5W72T3NqUZ3JgBmrlCwA2G6d0ymvUTaWoIzCc5jcKZyTwBgoupi3xEXIxMU1RpBvUkRxhSeI3F4MsLQ2JKJRfOPecd/XV2/9ss/P4LLX/Om3xfsXniKYq/169+B733333DP7vr3OgqDzgknLvzc5OHdnT6fRnuFw3OU5fCcCMSr4+5dHiLpgHPApxI+047M7NhJrRO1lQE7P8VKljJAp1lwM4rs5Gar5XICQqHmxoSxhIwIYpKykhmg0xvE/rCYJUCUcBv1QmlAHguEUWq9YX1PSgGmG/xw0+tSpscjJkbN0dtE0RJJU+5txvdlWjSnyefJm5n+K6pzsOom7DgCsQBu20zx4OMcPleajutQFPOA53fgnDP6Rjo7mx9o7znwvZ/8dD7e9cbX/z4h9/sFOAD82evfCAAYGxv/DmOMP7r5vk8Pbbutm8lhOA6D6xAs6hvHVDSOOC6AsTymmj4a3EEFCnCO+UX0wc8EfdACdhvorYEdqsZx23TEoQDj1uhya7CtzcGjmICEBHGsPkQ6blpihvEmaVZgxmcwnx9ImmtCO5gEipaEkUQQSkRCqqZJyfchYFRPMNPSieoWSNOTKdY+iEjBLLQOLogqRk5GYycOptHAU0VHHU81vcNhEXJeAN9rIIwDuF6Axw8w3Pm4j2O6AdeVAGL093RgYOnZRxYsO+PDURR9hzjl3zfUABwFgJvV3t6GoFn75pq1p5P5PcE//tsPNnSzuIkLThU4Up3CnY9wXH7BBFavGMZ3bmrHfdu7UKMOfEYgkgJXG9BkFlBnu07ZiVVZ2qIsoGMoCVf3ziwTnU1AMIwJCGEIQhX4iGIgjnSfEL2SgohZclAygRZz4kB9NkC9nxASzUA53FEsk5RZ42OoCc0SPCk2gLq8MHUZM1MeKEiSVEWN9ZbqpQmojdaeUB+TNEWSz0upgOtEyPk1bN4V4js/y+HUFRzrT5jGA1umcWiigHNOCjCwwEHfwvOOnHHG6R+JYvnNUunogBs4igAHANfLQ8qJq3oXrosWL6efP7BrU/vOQ9tx/V0lDI+U8foLJvHKsw+DxGPYttfDVNQB4djAaAnjJ4+TGSCfQVFICm7DrzmTcDjAuYTDBBwuk20zrsU4YEIQ+J5EELo4Mi7RbApVSmZogfV/2iCfERiytXao13BGADCMTgiMV2M0Q5GoSEkuPAO4UPfSumJAvweNpZpRKXS6rW4fYQZTSV0sMdN/MJ1r09EiwhQREwnXidAIA3z7lhKu2jAfBw4B77msiXe8rIkf38GxZHABXnfJujFSOP2D49P02wt6ckcTYkcX4ABASAVBM77mlRedObpx4/DSLXu6r5wa3+y8ZLUHJtqxfUjipWsP4t9vm8ZdT1RACM3WY6YFQKk8iBZLTtOkKbPNLL7NLcvtcAmHC7j6nnMB1xFw9bbDY7g8hsNjDE8I3HZ/GbWaa7WosCmQYVIzK+xbqZPtMHMq0VYE2ko1XH8Pwcg4R05HeB0m4TDzOUmG86fvr6W9JAJJQIWiKsZiCwvUBuhCh+NbJ7SZqW2QAKUxHtzOcNM9nRic70HGEjfdmcO642v40NuPD/fu7/xQuXP9jkIh91PGf/di4edrHXWAA4DrMfG9Gx/ZMBGe6x67fE9toCv35Yc2P0CmapJO1310tfmoFNWV12NqZouj1Q27GicZGtBqJS1rntCT5BKvO2SZ9+TKcjuOBrYTw0vuQ3iuyqNpK1Xx0F6Gm35bwIqeEOUCge8SOJyqo0pMXrW60khbPyEzQa4GLqnvlvME2kohliyYwD07Ijy0swuFvIuyK5B3VIGMp6VEu6UyzNcnqsCYCgEiKKiRGPWYPiZstQdJpDJNrFLKDRUEUUxAKQWNGIKIQwiKsSmGiWkfSzoFij7QPy8Quc4zZN/8pe8+55zSt4CHA0LOONqwAvAHAnAA+LM/OQG1sS1BrrTgmkceq992eGz6suHpg3//+O4aOis+AIqSS1D2JPKuXbambqnklW1uY5aJYpoJadSiJ8wGN9MW3BHwnHRUi+9G8L0Aeb+BSmkK922N8Jn/GEAjcFBtxHA5TSr6qVBOaTZzY+5lqAdngOcK5HyBYj6C7zJ88LIxDI/HuOfxHjRyHtqEREkIZEaZWFFKQ91SBUk1x4wFSYAtLAcyWTJ9zjTfjGNVaxkCEMIBIUCx6UEgRsElWNYX4Ox1XViyqPvviu0D3z8wvHTv/sPV4NwzTz7acErW0b+GWCvfvhKED9Sf2Dm89RUvXvFpll/xSa94QgxK4HKGvqJEb4WglCOWpJduZ4MlSEP7lvabBIVs602ldiq1FdWURFntGL4XIec3kc/V0VaewqbHA7z7i93Yvq+MvCO1k6l0ahlngy7GATYEu5XzAqklN1cVh6s2xY2AY/E8D//87lGccfxhTNYCjDYJJgOKWgg0Q4IgAsIICEOVkhrFSloULRq60MEhYXPt5MinyVQq/A5EkbLeSg6lmJx2cGgkjyNjJdRqDko+cMapx8anr17xSZEb/LQMD25df/r8+rlnLj/aMMqsPxgLbq9LL3kdvv6t6+O/fPsbPtZsHuGPPZL/K9/Z4q2YLzDYBwwdERg5EKOjCDicwGFG19UqhiCQLaeuAZopJk4adRrN25r56bAU3J4bwncD5LwmivkaQlnDlf/Rga1PtqOrROGyOElXNZl/QFaTN9bULMN7kRQdJM8k6b9SqCjhdMPH0vl1/PXlo7j/cQ9TzXYQ4mqnWiSWmxIJGqltRggi3fubaorCpEQsVDsJ2XJc7IilBJK8EiGVb1IpBti9n2DX/jzqjQoG+nx8+F2nNS8451WfXbKg7WMP3/dDnLT2DUcbNrOu31sk89muDdf/O6Qcxy2b5K29vccXBvsHYh4d2rtqRdj/2N4jdOiAi54yRcGnKBUYKCOYbkhEIrXYdniec6pOBk7gcOibVDcGODrZy3WUBfdc1ebCd5XuW8w14LrT+NoNHr6/sQeCFtDpA0VXIu8CvkPgOub/oODmpj8DobpoTMoM9yVIryg8+VyKIjlcJCddT3uAQDRx72MeAumCUQpOSDLRIq16snPeWxvxUx25NSkJ6rsb59p1BSgBJqcZqnUGQtXnmddZxY4DY3h0T0/UVum+88KLXr37zHVrvt9Rmfqbt17xKSxf/sKluz7X9Qdpwc0ipM1sfuTw/ntw1kkv6d57aHxrz+N3tS2bGgeRNTgOx6L5Dhy3hh/fpUbCFHMETF+ipZ4LYxQOE9SxJyAn4XguE6VEKSnGsQxQKtSwaYvE1RvaMVYtoLNEkOMCLpOwE7MyUVJG4DCtpkBRCBUkUvyJ6mJKygAeq+eFjpJGMUWoHbt600Nnm4e3vHwamx4Zwx2PeZjiObiUwKEasKZlBtPRzVgipgCNoax5LCGY1PMx0xI3ypBo/QU/AqFN/OoBHx7zsWwAaPAIB0basXx5v2BtK68br3a+/bs/3Tv13reuPdrweEbrDxrg9ip0nAbHQa2bR//yknPbnK3d9x+7be/YJdXRIawcjFAn45gMKqhQqkPpSNJtgTTfW6klynrZkUo1wkPzcSMHOjFcJ0Ix38DQ4RD/el0ZO0ZL8HMOilzC07ydJ4A2PoG6Yrj6amG06oYEmkIiCGNIqfJiVIopRURVdDSKCGLNf8OYIgwZgpCjWvPR39HEFZdO4smv5bF72EGVOfBiAidSEdiISXBNQ4xaIoQKQEVEgkUCjKV5PVSf3IwpSZEzCc+vY/dIhHCaYrA3wuCx89GIuq9fdcpJj7you/sLkM2pZ9OA/mivPx6A+wQApgF87K6HhnD+Sy8ZXLh1K1Cbd4kIN+HHtwmwWKJSBByHoN5UnNPlKqea0hZqwhSYk25YpnOW5uDKiofwvSYYa+An9zj42aYyQpFHmeu60RmJWSo91OEUnkPguYDvSriOriWdBkYnYkxNR2CUwHHS8jFGKRwORAIIBUEYUUQRRRApgDcDF/mcj5esq+KezeP40g151AKGHCVwmYQrAMdKxhJSXcGISQrXg3kZIzrTTwWx8l4Mh0vUGgwTVYJu7uLiUydx16Nt6Bs8HctPGLy+q2/gfRCNIUKWHm0YPOv1RwNwe525ahBHjowNDZx24gfjev6avUcWvPfYfTvWI9yKsldHdyfFT+8LUHYYcq6S0FxOkPOAvC/gcA04agoHVF4gpQrgivfGcBzFv/cejvGLTUVMBgX4RYY8B1wn5e+K5lBwri23BnfOk8h7EvlcjPZSiNFqgE1PMExOELQXCXKezr/W/oLDCcKIIIoookggjBRNCSOOMOKo1T20V5q46LQ6btxUxfbDPuqOg3xMtIpDdJGEcVcV4CMYB1PJqI6jOJPLBdpLTeRyk7jpznaU8xyO24uz1p6GtWcsu70RdH+h0rH44epUNFQqtx3tn/13Wn+UAAeA7u52ANheD+T2E/vwyMgI7Tt7zbFfmxrbcczU+N3smtum0WQVdJUVbch7QCkvUMipUeOxUBKYPZqPUJlacR7B5SEc3sQdmzlufagM4nrIc4IcEzqqqIo0GE/piaOpiedI5DyJQi5GuRChv3sazJ3AgakyxsYKYFTo2kWhnGFO4EYMYaSyFKNYWfDQsuJB6KDe8HDuiVM4+6QpbP95AfWYoxkThIIgFmmhgnE4JSSCSAG9EcSIhYTjEEQxg8sl2soNeN4Idhwo4aL16+IVJy3b3mjG7zh51ZkHAGx9qjmffwzrjxbgZuVcAgBbDx0a2SqEeElQy/U34xOuO+/RX5WHj+wtRGEA3yNoLwv0dQYoFkKEIcXYlIdmTXdpIipwohQNCU5jcB4jl2ti55EY372lDY0gD7/EkWcSHhdwWOqkOjrPnDOlorgO4LkSOVegkItRKgQoFxuYaNTQCHMYrxN0NFQ2oLpiKOsdOBSe5uFRbG4UkbHioYNG00NXroE3XjSNux+s4onhPOrcQUmkGjdN9HR1AjdDgfEqEERA0VeyZqVIIWSAsZqLgfbTpj/03ldMTlbppX39A/sYY0N/7MA2648e4Gb19nZCSjEEdO3de6B2/EffXT+dyLX/+95N+6LaxJMd8yr7S/O6RpDzxjExVcbYZC8mqmryW3uZIuer5H1GBTiP4bsBKAlw+/0c920tAp4HnwOeHoVnF0Iw7VgyLUO6joTvSvieUBFQN4TnhGAsAqRAMySoB4DnSDiBkgWdkMCLpAa3djgFQRwTTVUowpghDBVVWb2sirNXT2HXzSXUQo6mqyw4oKy361BUihxCSlQbIUabASbqAQqBD8flOGZxx1Tv4JpRvzzIRyV527oTjrkHKE8IIQVjf1Dxv+e0/tMAHAD0JAAh5ZYxoOfm4ZHp5V/75pXNa7/1r/89nrr1TT/f9ES4bWdlZRQK/8TBBg6M1BFFRRTzNG0LR1XGXD5Xx9BIhBtur2CqmoNXYSgwwDcZh1Y3LJPApSyxAq7vCeS8GL6nkrMYjWFCLJEAgpigGUrUmdTRU4kwEohiqpOcJESsAK5kQ0VTHO6g3vTQ0d7Aq9dP464HJ/DEIRc1z0WbFanklKCvkyCQTRwcA97ycgbKco0DE+1bJD3eed1rTrtmw3Uf+aczL/6E14jLjY33T4j1aypH+yd83td/KoCbRchKQAULa8OH94IQ58pGjV15yvEns/XrSl8eHqktr1d3n/3Q7gNMRhw5LwalDUSxChIV8w3sGwvx91e34aZ7i4DH4VKCPJMK4Lb2nTQZMiBX9CTvxSgXA5QLga5kp0l+NaNK6RibphBCAdz3hBVSJ0lYPRaqcj0MKQLG4HCOyOUImhwXr2tg/M2j+MQ3OfZNdEMUCAhi1BoCxQJHPsfQUc6hRvrjngWL7gji3FZenrriyYNx7Ps+Xvm6/yWXLhmsHe3f64Vc/ykBbq+ungEgTSuKZDT69mOY1z58ZPhTD2z/hRtUD8ULB7B6slZZM1GbQE/7OLbvm8bnftSFX/+2DWevnsLhyQZGRnMoegI5V/VuMWm5yZJKjWFMzWAv5SP4bhWTtRgiLiHnxojiGiilKPkSHUWgQSJUmxRenaDgy4yTaD60cYKjmKLedECIRDHXxNYnKYYnKjj7eAcfeeMkrryWYnK6glWL81gw0Ilqjf2WuuL+45fPYy956YWB43X/jYibYwv62gAAn/iro/3L/H7Wf3qAty7COwBgDMB/A4Btj98EzuX6R3eyF8/ra1w6r/fwipvvHcW2oWFceBLw6vPqeGhoAldvyKPkMRRyRCcykSShS1W8S52XTeBwiXKxib0jNXzvFxWcuaIA70QgiKpwGUV3ETjlGI5TV03g325lGD5QRKcuekk7ApjCCeWMNkMF8CAg8HgV37nZx/Y93fjzi8s456QaSj1Lce9jC7B2We6JpUty1+067P6cUdx+1nkvOtqH/Kiu/+cA3rqWHftSALi9Xhu9HcBGTptLF42MimMHfijOW9O7eM0pqz7MC1swVu1EkezFyEgV7e0BfnW/g3LORSQIphsCDidoNGOEkSpuyHkBmnGEx3cXsKSTYqrmICIOHEbg5QjmdTKcOMCRd+qohQVIqTi8q4NQeS8CIQKNJlAuTOCXD/joKfooltvR3r0YlY46zlmwAtSrfnqivnfXyy58MV29ej4t5fgOSNy8Zk3H0T60fxDr/3mAm5XLdwDAzWa/NnUElPltYWP33T2jAquPK4ennbjg/aOTuYs8T2DJcQIjT27G40MjCJsMpYKDIAaaAVBvCEgRwOUNOCREM6AIgwjSCRAEHE4cQQqCyWmJ6ekGmkEIIhmKeYaeLhdhCJSLMRphHSNTAzjt2DNxhuuj4LuYrMe3eIXg88uXNpzFgyfiuKX9t9fqzfF8sedoH8I/yPX/AT7Hype6AWAcwI8BQMbbAIIto6NebxBRUWhr4t5wN7YdHIMUDvyci/HDtfCi80//uM8nX55rGw57WRVnru3FykGO3gUBqNON09fkweIKlq/g6Jk/hdNX17BooIITFuWchfPbfjI9+puPh7HvOA5DKGJEsojOnpNxWsVDM6J0oiYOCYJdb7x08Ggfoj+K9f8B/gwXYcsAYJe+zbru/+0mAHh7vXqowj0q86KAvnmd6OhgKBRDUC7R15MDFWW0tTP4BQ/zeppwnALm9eZJ/4L5E7J/4NDpp5+eed93v/t9R/vr/9Gu/wtPwelEtTbRhgAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0wN1QxNjo1Nzo0OSswMDowMPxT5yAAAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMDdUMTY6NTc6NDkrMDA6MDCNDl+cAAAAOXRFWHRTb2Z0d2FyZQBtYXRwbG90bGliIHZlcnNpb24gMi4yLjUsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy9IzyijAAAAAElFTkSuQmCC', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 43427569
    {'hecke_orbit_code': 22517998203961574, 'n': 1, 'trace_an': 2}
  • id: 43427570
    {'hecke_orbit_code': 22517998203961574, 'n': 2, 'trace_an': -4}
  • id: 43427571
    {'hecke_orbit_code': 22517998203961574, 'n': 3, 'trace_an': -3}
  • id: 43427572
    {'hecke_orbit_code': 22517998203961574, 'n': 4, 'trace_an': 8}
  • id: 43427573
    {'hecke_orbit_code': 22517998203961574, 'n': 5, 'trace_an': 10}
  • id: 43427574
    {'hecke_orbit_code': 22517998203961574, 'n': 6, 'trace_an': 6}
  • id: 43427575
    {'hecke_orbit_code': 22517998203961574, 'n': 7, 'trace_an': -17}
  • id: 43427576
    {'hecke_orbit_code': 22517998203961574, 'n': 8, 'trace_an': -16}
  • id: 43427577
    {'hecke_orbit_code': 22517998203961574, 'n': 9, 'trace_an': -13}
  • id: 43427578
    {'hecke_orbit_code': 22517998203961574, 'n': 10, 'trace_an': -20}
  • id: 43427579
    {'hecke_orbit_code': 22517998203961574, 'n': 11, 'trace_an': 18}
  • id: 43427580
    {'hecke_orbit_code': 22517998203961574, 'n': 12, 'trace_an': -12}
  • id: 43427581
    {'hecke_orbit_code': 22517998203961574, 'n': 13, 'trace_an': -9}
  • id: 43427582
    {'hecke_orbit_code': 22517998203961574, 'n': 14, 'trace_an': 34}
  • id: 43427583
    {'hecke_orbit_code': 22517998203961574, 'n': 15, 'trace_an': -15}
  • id: 43427584
    {'hecke_orbit_code': 22517998203961574, 'n': 16, 'trace_an': 32}
  • id: 43427585
    {'hecke_orbit_code': 22517998203961574, 'n': 17, 'trace_an': -79}
  • id: 43427586
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  • id: 43427593
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  • id: 43427594
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  • id: 43427595
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  • id: 43427599
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  • id: 43427600
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  • id: 43427601
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  • id: 43427602
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  • id: 43427603
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  • id: 43427605
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  • id: 43427606
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  • id: 43427607
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  • id: 43427608
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  • id: 43427612
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  • id: 43427613
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  • id: 43427614
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  • id: 43427616
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  • id: 43427617
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  • id: 43427618
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  • id: 43427619
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  • id: 43427620
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  • id: 43427621
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  • id: 43427622
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  • id: 43427623
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  • id: 43427624
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  • id: 43427625
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  • id: 43427626
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  • id: 43427627
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  • id: 43427628
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  • id: 43427629
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  • id: 43427630
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  • id: 43427631
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  • id: 43427632
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  • id: 43427633
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  • id: 43427634
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  • id: 43427635
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  • id: 43427636
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  • id: 43427637
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  • id: 43427638
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  • id: 43427639
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  • id: 43427640
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  • id: 43427641
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  • id: 43427642
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  • id: 43427643
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  • id: 43427644
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  • id: 43427646
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  • id: 43427647
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  • id: 43427648
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  • id: 43427649
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  • id: 43427650
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  • id: 43427651
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  • id: 43427652
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  • id: 43427653
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  • id: 43427654
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  • id: 43427655
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  • id: 43427656
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  • id: 43427657
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  • id: 43427658
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  • id: 43427659
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  • id: 43427660
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  • id: 43427661
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  • id: 43427662
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  • id: 43427663
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  • id: 43427664
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  • id: 43427665
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  • id: 43427666
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  • id: 43427667
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  • id: 43427668
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  • id: 43427669
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  • id: 43427670
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  • id: 43427671
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  • id: 43427672
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  • id: 43427673
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  • id: 43427674
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  • id: 43427675
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  • id: 43427676
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  • id: 43427677
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  • id: 43427678
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  • id: 43427679
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  • id: 43427680
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  • id: 43427681
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  • id: 43427682
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  • id: 43427683
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  • id: 43427684
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  • id: 43427685
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  • id: 43427686
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  • id: 43427687
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  • id: 43427688
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  • id: 43427689
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  • id: 43427690
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  • id: 43427691
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  • id: 43427692
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  • id: 43427693
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  • id: 43427694
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  • id: 43427695
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  • id: 43427696
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  • id: 43427697
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  • id: 43427698
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  • id: 43427699
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  • id: 43427700
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  • id: 43427701
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  • id: 43427702
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  • id: 43427703
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  • id: 43427704
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  • id: 43427705
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  • id: 43427706
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  • id: 43427707
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  • id: 43427708
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  • id: 43427709
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  • id: 43427710
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  • id: 43427711
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  • id: 43427712
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  • id: 43427713
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  • id: 43427714
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  • id: 43427715
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  • id: 43427716
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  • id: 43427717
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  • id: 43427718
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  • id: 43427719
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  • id: 43427720
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  • id: 43427721
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  • id: 43427722
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  • id: 43427723
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  • id: 43427724
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  • id: 43427725
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  • id: 43427726
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  • id: 43427727
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  • id: 43427728
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  • id: 43427729
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  • id: 43427730
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  • id: 43427731
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  • id: 43427732
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  • id: 43427733
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  • id: 43427734
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  • id: 43427735
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  • id: 43427736
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  • id: 43427737
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  • id: 43427738
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  • id: 43427739
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  • id: 43427740
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  • id: 43427741
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  • id: 43427742
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  • id: 43427743
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  • id: 43427744
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  • id: 43427745
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  • id: 43427746
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  • id: 43427747
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  • id: 43427748
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  • id: 43427749
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  • id: 43427750
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  • id: 43427751
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  • id: 43427752
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  • id: 43427753
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  • id: 43427754
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  • id: 43427755
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  • id: 43427756
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  • id: 43427757
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  • id: 43427758
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  • id: 43427759
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  • id: 43427760
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  • id: 43427761
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  • id: 43427762
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  • id: 43427763
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  • id: 43427764
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  • id: 43427765
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  • id: 43427766
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  • id: 43427767
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  • id: 43427768
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  • id: 43427769
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  • id: 43427770
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  • id: 43427771
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  • id: 43427772
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  • id: 43427773
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  • id: 43427774
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  • id: 43427775
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  • id: 43427776
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  • id: 43427777
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  • id: 43427778
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  • id: 43427779
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  • id: 43427780
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  • id: 43427781
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  • id: 43427782
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  • id: 43427783
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  • id: 43427784
    {'hecke_orbit_code': 22517998203961574, 'n': 727, 'trace_an': -21731}
  • id: 43427785
    {'hecke_orbit_code': 22517998203961574, 'n': 729, 'trace_an': 19586}
  • id: 43427786
    {'hecke_orbit_code': 22517998203961574, 'n': 733, 'trace_an': -17427}
  • id: 43427787
    {'hecke_orbit_code': 22517998203961574, 'n': 739, 'trace_an': -18102}
  • id: 43427788
    {'hecke_orbit_code': 22517998203961574, 'n': 743, 'trace_an': -9116}
  • id: 43427789
    {'hecke_orbit_code': 22517998203961574, 'n': 751, 'trace_an': -28272}
  • id: 43427790
    {'hecke_orbit_code': 22517998203961574, 'n': 757, 'trace_an': 6475}
  • id: 43427791
    {'hecke_orbit_code': 22517998203961574, 'n': 761, 'trace_an': 15666}
  • id: 43427792
    {'hecke_orbit_code': 22517998203961574, 'n': 769, 'trace_an': 82542}
  • id: 43427793
    {'hecke_orbit_code': 22517998203961574, 'n': 773, 'trace_an': -25984}
  • id: 43427794
    {'hecke_orbit_code': 22517998203961574, 'n': 787, 'trace_an': 17213}
  • id: 43427795
    {'hecke_orbit_code': 22517998203961574, 'n': 797, 'trace_an': 17303}
  • id: 43427796
    {'hecke_orbit_code': 22517998203961574, 'n': 809, 'trace_an': -8751}
  • id: 43427797
    {'hecke_orbit_code': 22517998203961574, 'n': 811, 'trace_an': -26676}
  • id: 43427798
    {'hecke_orbit_code': 22517998203961574, 'n': 821, 'trace_an': -31124}
  • id: 43427799
    {'hecke_orbit_code': 22517998203961574, 'n': 823, 'trace_an': -39815}
  • id: 43427800
    {'hecke_orbit_code': 22517998203961574, 'n': 827, 'trace_an': -33789}
  • id: 43427801
    {'hecke_orbit_code': 22517998203961574, 'n': 829, 'trace_an': 82591}
  • id: 43427802
    {'hecke_orbit_code': 22517998203961574, 'n': 839, 'trace_an': -25700}
  • id: 43427803
    {'hecke_orbit_code': 22517998203961574, 'n': 841, 'trace_an': -42360}
  • id: 43427804
    {'hecke_orbit_code': 22517998203961574, 'n': 853, 'trace_an': 10972}
  • id: 43427805
    {'hecke_orbit_code': 22517998203961574, 'n': 857, 'trace_an': -33393}
  • id: 43427806
    {'hecke_orbit_code': 22517998203961574, 'n': 859, 'trace_an': 31780}
  • id: 43427807
    {'hecke_orbit_code': 22517998203961574, 'n': 863, 'trace_an': -62859}
  • id: 43427808
    {'hecke_orbit_code': 22517998203961574, 'n': 877, 'trace_an': 3984}
  • id: 43427809
    {'hecke_orbit_code': 22517998203961574, 'n': 881, 'trace_an': -50660}
  • id: 43427810
    {'hecke_orbit_code': 22517998203961574, 'n': 883, 'trace_an': -44632}
  • id: 43427811
    {'hecke_orbit_code': 22517998203961574, 'n': 887, 'trace_an': -97501}
  • id: 43427812
    {'hecke_orbit_code': 22517998203961574, 'n': 907, 'trace_an': -41071}
  • id: 43427813
    {'hecke_orbit_code': 22517998203961574, 'n': 911, 'trace_an': -4840}
  • id: 43427814
    {'hecke_orbit_code': 22517998203961574, 'n': 919, 'trace_an': -54530}
  • id: 43427815
    {'hecke_orbit_code': 22517998203961574, 'n': 929, 'trace_an': 44022}
  • id: 43427816
    {'hecke_orbit_code': 22517998203961574, 'n': 937, 'trace_an': -50318}
  • id: 43427817
    {'hecke_orbit_code': 22517998203961574, 'n': 941, 'trace_an': 31980}
  • id: 43427818
    {'hecke_orbit_code': 22517998203961574, 'n': 947, 'trace_an': -47631}
  • id: 43427819
    {'hecke_orbit_code': 22517998203961574, 'n': 953, 'trace_an': 24472}
  • id: 43427820
    {'hecke_orbit_code': 22517998203961574, 'n': 961, 'trace_an': -30676}
  • id: 43427821
    {'hecke_orbit_code': 22517998203961574, 'n': 967, 'trace_an': 41291}
  • id: 43427822
    {'hecke_orbit_code': 22517998203961574, 'n': 971, 'trace_an': 87074}
  • id: 43427823
    {'hecke_orbit_code': 22517998203961574, 'n': 977, 'trace_an': 40499}
  • id: 43427824
    {'hecke_orbit_code': 22517998203961574, 'n': 983, 'trace_an': -12957}
  • id: 43427825
    {'hecke_orbit_code': 22517998203961574, 'n': 991, 'trace_an': 77893}
  • id: 43427826
    {'hecke_orbit_code': 22517998203961574, 'n': 997, 'trace_an': 24834}