Newform data - 1922.4.a.b

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• 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': 30752, 'analytic_conductor': 113.40167103103346, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [31, -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': [1922, 1, [3], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [-8, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599694481282, 'hecke_ring_generator_nbound': 1, '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': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '1922.4.a.b', 'level': 1922, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 31], 'level_radical': 62, 'minimal_twist': '62.4.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2q^{2}+8q^{3}+4q^{4}-3q^{5}+2^{4}q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1922.4.a', 'trace_display': [2, 8, -3, -35], 'trace_hash': 1101500681009784738, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.997', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.966', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.840', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [1, 2, 8, 4, -3, 16, -35, 8, 37, -6, 46, 32, -20, -70, -24, 16, -8, 74, 97, -12, -280, 92, -28, 64, -116, -40, 80, -140, 206, -48, 0, 32, 368, -16, 105, 148, 282, 194, -160, -24, 367, -560, 562, 184, -111, -56, -148, 128, 882, -232, -64, -80, 84, 160, -138, -280, 776, 412, -301, -96, 236, 0, -1295, 64, 60, 736, 60, -32, -224, 210, 699, 296, 814, 564, -928, 388, -1610, -320, -670, -48, -359, 734, 650, -1120, 24, 1124, 1648, 368, -1566, -222, 700, -112, 0, -296, -291, 256, -615, 1764, 1702, -464, 597, -128, -1001, -160, 840, 168, 2117, 320, -1485, -276, 2256, -560, 477, 1552, 84, 824, -740, -602, 280, -192, 785, 472, 2936, 0, 723, -2590, -862, 128, 4496, 120, -332, 1472, -3395, 120, -240, -64, 588, -448, 1694, 420, -1184, 1398, -920, 592, -618, 1628, 7056, 1128, -666, -1856, -2522, 776, -296, -3220, 0, -640, 803, -1340, 672, 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-16640, 34440, 206254, 130536, 16932, -9064, 0, 1280, 48616, 14448, 45080, -67820, 90872, 17378, -81084, 36096, -70719, 60340, 133944, 18792, -11760, -33028, 1439, -13088, -6720, -28712, 72585, -21312, -1900, 1968, 34262, -8960, -5106, 8960, 30795, -23416, -197400, 0, -33915, -34336, -105556, -1344, -11216, 67528, -7650, -314720, -33880, 7632, 4800, -18144, -91248, -80704, 248724, -18866, -18840, 46016, 18760, 44178, -16936, -8400, -4672, -49476, 25201, 24832, -94424, 59800, -266770, -27840, 0, -11328, -122631, 21904, 23680, 23240, -24306, -2560, 73232, -80368, 114896, 1344, 1260, 96016, -59655, 30424, -40737, -27960, -73945, -103040, 236337, -65424, 69168, 26328, 11880, -74074, 8820, 13184, -35504, 24056, -82662, 0, 119327, 171108, 10052, 20008, 28023, 81840, 13389, 29916, 438480, 2208, 81986, -11840, 149066, 54212, 98648, -8400, 66926, -109952, -6040, 3552, 165094, -32676, -121800, 25696, 12360, -20552, -18048, -9632, 69502, 16800, 0, 103408, 58928, 45412, 5748, -42880, 91630, -32560, -54057, -45008, 53603, 87824, 15916, 4480, 20688, 77824, -21695, 12432, -18200, 25866, -141120, 9104, -141038, 151616, -31530, 404, 55920, -41160, 57909, -3072, -3816, 0, -54304, -22560, 186760, 156658, -54316, -22832, 45808, -150, -91860, 31360, -117702, 27432, -62382, 12560, 13320, -12416, 139930, 7380, 130208, 33848, 12360, -40256, -8112, -118580, -110768, -23712, 71216, 37120, -162166, 7552, 0, 85390, -672, -3552, -97097, -144072, 101712, -21168, 23688, -109890, 50440, -48688, 7968, 42468, -96075, 46976, -15088, -14736, 65120, -6592, -106206, 82880, 77720, -15520, -83560, -31472, -69500, -20424, 212660, 66784, 133400, 0, -17763, -25248, -79144, -97860, 5920, -5556, 139104, 41600, 66250, -6954, 81480, 72, 105508, 45120, 148140, 11568, -46144, 64400, -138180, 50944, -28482, 4816, -60532, -23344, 323694, -2880, -118424, -66564, 86848, 16296, 0, -41440, -150050, -70160, -118384, -7164, -83176, 68960, 169715, -10304, 41644, -110016, -11958, -57504, 143011, 43260, 149616, -13792, 205349, 35298, -38916, -18424, 172200, 37104, 163798, 1536, -16060, 56824, 212824, -113960, -432, 0, 43848, 2048, 29864, -85144, 328650, 31040, -81543, 26800, -14112, 7752, -6280, -301840, 143994, 12012, 101306, -123648, -167076, 71936, -31605, -108902, -13440, -27232, 142374, 6216, -144045, -78960, 73400, -3776, -75400, 11072, 0, -86950, -128800, 1920, 82621, 188800, 69238, -19080, -40656, 46620, -14199, 60976, 98200, -26772, -23488, -63072, -19600, -125088, -39417, -5312, 92537, 112540, -89046, 129920, -198306, 62442, -80840, -288, 8409, 14360, 495684, 0, 218832, 8766, -32844, 23552, 9629, 176540, 16428, -45532, 167684, -90304, 2220, -2016, -167160, -57954, 1150, -44548, -5784, -5936, 173568, -54320, -68136, -33552, -70810, -29360, -53600, -56580, 24780, -100224, 76450, -61720, 0, -25404, 57909, 20720, 86709, 1920, 22080, 116184, 46269, -10496, -210035, -130384, 42106, 27840, 66018, -164240, -15264, 162288, -136080, -26000, 6896, -3840, 26000, 8288, 280280, -37204, 8706, 40800, 112976, -20944, -105598, 0, -31840, 96768, 30828, -5930, -191168, -1024, -179025, 58090, -124143, 17820, 249752, 64392, -84882, 44800, 8148, -19722, -108640, 50180, 42596, -39072, 240520, 9408, -35968, 16512, -9897, 34928, 79880, -56210, 83784, -42688, 0, 129632, -31589, 79928, -97902, -35014, -126414, -7168, -81919, -960, 22080, 93800, -120486, 58720, 50865, -31984, -192112, -9804, -192115, -27072, 178335, 54924, -71780, 27104, 181656, -47040, 2656, -67824, -293776, 9816, 17220, 0, -331660, -18628, 15984, -44960, 37743, -149456, -159871, 6720, 52000, -58394, -167802, -11776, 17562, -112998, -592760, 21960, -6920, 53502, -69675, -2388, -274504, -49392, -50646, -18944, 66552, -108452, -107966, -5724, 27160, -65920, 0, -48608, 60528, -92092, -73319, 50260, -11502, -34512, 176976, 22368, -17574, -30656, -81200, -9104, -47656, -960, 47208, -18624, 2277, 7770, -222992, 36144, 20880, -63788, -146750, -14720, 415800, -16428, -138020, -137952, -110734, 0, 1920, -102760, 17000, 168160, 76145, 12992, 48160, -46794, -130536, 9472, -22818, 72676, -168824, -18120, -55738, 77280, 180936, -38792, 35853, 62640, -19746, 800, 55230, 45784, -296944, -9888, -67206, 89920, -16716, -91000, 0, -54714, 6560, -39360, -4704, -15006, -365190, 15456, -49742, 43264, -22437, 26048, 284792, -111440, 63015, 8880, 61114, 53132, 257232, -75120, 6300, 3584, -141774, -8320, -73954, 34336, 194598, 112896, -60480, 194764, -19272, 0, -32779, -24568, -150850, 7224, -143600, -75204, -13552, 78592, -77556, 125790, -1332, 18048, 28028, 32160, -17012, 66972, -133560, 38568, 70131, 29440, -8264, 151204, -37760, -3360, -31605, 94736, -51282, -10656, -9324, 129208, 0, 29632, -120685, -6828, 18336, 4480, 96786, -251230, -303, -98700, 9472, -136620, -62638, -29696, 357749, -53912, -125280, -5608, 16920, 151904, 133900, -157360, 299552, 17124, -178830, 8880, -83614, -11184, -23520, -40352, 54788, 0, -110467, -9420, 128760, -24220, -32895, 38208, 71340, -4884, -197600, -2336, -413000, 30192, 7360, 12416, -160736, 21262, 17784, -230720, 134549, -4704, -96866, -5664, 127760, 207552, 273630, 11840, 2664, -17714, -156816, -4736, 0, -204624, 436112, 57448, -75256, 2304, 36516, 48008, 56000, -121070, 153951, -35232, -59276, -36368, -24400, -51520, 4944, 43512, 17831, 34584, -26048, 11640, 197540, -64064, -123760, -97348, -197432, -17752, -126861, 168560, 16920, 0, -29184, -13024, 86220, -8960, 73395, 43884, -139408, 40920, -32204, -31200, -12432, 219240, -147926, 231544, -54, -10240, 264592, -104278, -56448, 49324, 86612, 125356, -110608, -54976, -38208, 22960, 41580, 142784, -500, 17508, 0, 12848, 359275, 210224, 49923, -9024, 173760, 142104, 125948, 31080, 39950, 24600, 144376, 29464, -69252, -44848, -89250, -21440, 101565, 7728, -79680, -46752, 5328, -211680, 43128, 43912, -169162, -23680, -220276, 10344, -219800, 0, -31488, 10752, 13818, 11640, -224812, -70560, 66673, 14848, -127653, 75808, -63168, 44392, 85470, 103452, 185518, 90706, 110224, -1536, -49120, -132160, 115046, -27152, -23280, 117848, 20176, 135488, -283570, -5814, 208208, 22904, 0, -68080, 116116, 15680, 102880, 55978, -10174, -53952, -322596, 111286, -475265, -6208, 20424, 81408, -18520, 65104, 94288, 59220, 22239, -11488, 29643, -36088, -8304, -55384, 74088, -46432, -13356, 18560, -179413, -62720, 57036, 0, 14310, -15680, -246560, -1776, -131210, -45732, 326935, 50856, -9600, -107938, 47304, -95040, -115174, 25760, -49200, 3984, 178694, -43456, 132632, 23488, -202440, -23880, 197118, 120472, 52348, 216, 310376, 41440, 220816, 52784, 0, -41780, -347430, 154596, 144200, -17664, 164318, 13670, 137760, 66700, 34149, 141120, -27668, -12624, -36256, -19488, -131284, 5120, 67060, 118880, 33411, 20800, -24006, -271280, -33732, 40740, 69512, -50232, 2963, 83472, 22020, 0, 241360, -23072, -6424, 75168, -236327, 25472, -231472, 301770, -245572, -52352, 50316, 40040, -114848, -1440, -367850, -49284, 45092, 43424, 7872, 10720, -227342, -35840, -97690, -20880, 20720, -59192, -58388, -93664, -121716, 34480, 0, 135606, -32313, -37120, 229548, -1750, -5376, -28752, 27903, 270112, -245236, 74808, -727790, 15708, 146504, 30528, -251186, 16856, -72576, 86100, -89240, -186628, -154946, 768, -75464, -179810, -94640, 184064, 172260, -60976, 47760, 0, 85245, -33600, 15084, 14932, -197904, -41928, -37635, 57424, -7840, 57742, 239200, -7056, 179936, -111360, 29220, -150920, -26196, -90438, 22020, 87616, 17602, 66516, 92960, 35968, -216483, 5744, -59946, -6720, -321472, -171920, 0, 5376, -134228, -114896, 222037, 36700, -70350, 121696, 50604, 5536, -111840, 23988, 888, -238280, 44548, 157916, -261696, 94400, -113169, 105312, -207235, -20328, -80080, -84680, -21980, 52736, 50868, -64820, 96224, -11744, 159420, 0, 153515, -62544, 684432, -79304, 33720, 80032, 133174, 101866, 189255, 64960, -136522, 119664, 21780, -40420, 8832, -13216, -332290, -12800, -141821, -16470, 216848, 109416, -126690, -33600, 1791, 11776, -254264, 103314, -75732, 14208, 0, -10400, -130704, -45152, -55332, 59422, 44574, -83580, -82208, 36456, -64602, -38528, -180728, 59400, -37695, 86784, -12573, 413632, -12736, -16776, 181648, 363384, -164202, -99160, 6828, 85342, -130240, -50112, -454020, -180032, 268292, 0, 203093, -124790, -27108, 17920, 274059, -12380, 311296, 11040, 252035, 13440, -5040, -5248, 103464, 15886, -34928, 36416, -244634, 77070, 350612, -82120, 14376, 1616, -20244, -68040, -164640, -134184, 222654, -7104, 33720, -30544, 0, 140140, 13590, -90240, -150053, 20400, 169360, 29094, -265482, -91328, -1656, 142516, -600, 48384, 181030, 72520, 32720, -95584, 109728, -205480, 124557, 50240, 68250, 44864, -28712, 124876, 52832, 29520, 256533, 22400, 135392, 0, -11592, -122252, 96574, -173458, -474320, -19536, 24136, -94848, -188940, -17984, 85840, -312340, 191532, 30208, 122982, 56340, 341560, 41892, -459865, -8214, 6240, 64816, -576288, -19080, 308815, -84672, -2768, 172622, -118800, -3584, 0, -194752, 98105, 11040, 169872, 69832, -115040, 108632, -78221, 102270, -58944, -96056, -197796, -26368, 160080, -13536, 191660, 54736, -147732, -62080, -50229, -48584, -125888, -23520, -248052, -22080, 132770, -146888, 267136, 86160, -32480, 0, -54760, 131314, -58386, 7992, -120428, -391440, 77891, -74728, -22224, 202980, -206206, 96200, 208152, -3360, -27816, -5888, 298738, 288, 74025, -296380, -101238, -17940, -160410, 46272], '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], [2], [8], [4], [-3], [16], [-35], [8], [37], [-6], [46], [32], [-20], [-70], [-24], [16], [-8], [74], [97], [-12], [-280], [92], [-28], [64], [-116], [-40], [80], [-140], [206], [-48], [0], [32], [368], [-16], [105], [148], [282], [194], [-160], [-24], [367], [-560], [562], [184], [-111], [-56], [-148], [128], [882], [-232], [-64], [-80], [84], [160], [-138], [-280], [776], [412], [-301], [-96], [236], [0], [-1295], [64], [60], [736], [60], [-32], [-224], [210], [699], [296], [814], [564], [-928], [388], [-1610], [-320], [-670], [-48], [-359], [734], [650], [-1120], [24], [1124], [1648], [368], [-1566], [-222], [700], [-112], [0], [-296], [-291], [256], [-615], [1764], [1702], [-464]], 'ap': [[2], [8], [-3], [-35], [46], [-20], [-8], [97], [-28], [206], [0], [282], [367], [562], [-148], [84], [-301], [236], [60], [699], [814], [-670], [650], [-1566], [-615], [597], [-1001], [2117], [-1485], [477], [-862], [-332], [588], [1694], [-666], [-2522], [803], [-111], [1592], [346], [-328], [3024], [-4311], [25], [2456], [926], [-1461], [-1636], [5752], [2738], [2501], [1138], [-2854], [-2918], [969], [-36], [3480], [-2618], [-3998], [2745], [-6076], [-9390], [6001], [5115], [-6872], [5489], [-1578], [4310], [11800], [-7818], [-5644], [-10265], [8102], [-9341], [-1916], [10510], [2704], [5921], [9494], [144], [13139], [-2803], [5088], [-2902], [3299], [-16955], [-5854], [-6960], [7606], [6582], [7479], [101], [-5928], [-12172], [18], [-16641], [-4606], [-4770], [-15768], [-9301], [12545], [-16956], [-597], [-2276], [9036], [-4530], [-2080], [16743], [-24675], [-1402], [-584], [14362], [8646], [-4438], [7366], [-6788], [5726], [16276], [12714], [-10445], [16675], [-14798], [18702], [3733], [9175], [-10105], [21696], [-17010], [31219], [10473], [-24014], [-36722], [-34313], [22122], [-27874], [-21103], [-37118], [-17950], [2292], [-24700], [-20092], [-3050], [-3256], [-3648], [-17426], [21720], [13778], [26026], [12860], [11786], [38797], [17220], [-4532], [8689], [-9433], [-24738], [-40184], [12028], [27106], [-16338], [22706], [38912], [13716], [16924], [42695], [21234], [33392], [-3477], [-35080], [-55008], [18552], [28412], [-61824], [-54451], [-43475], [56270], [31221], [-28977], [-2968], [-30860], [-2965], [32196], [-9861], [8256], [-17507], [-4902], [-9314], [-56499], [-54226], [-23397], [36338], [-27357], [26566], [-37602], [19284], [64604], [-26956], [-2442], [10631], [-8857], [-60535], [-18184], [-48674], [-52139], [71052], [22196], [45353], [58924], [27989], [55643], [-18044], [-31360], [-7840], [-53969], [77298], [6835], [59440], [-89905], [-20964], [-45219], [-57448], [50933], [51657], [42671], [-62395], [-6190], [7943], [-67092], [71258], [-102740], [22432], [-86729], [86311], [27368], [-24292], [43080], [65657], [101490], [-8970], [81084], [-19252], [2238], [104060], [24030], [82742], [-12392], [-96176], [68640], [55052], [89352], [72151], [-18117], [-60816], [52865], [117399], [-58544], [-41193], [114056], [-48897], [71521], [-117376], [-101690], [-94306], [-24487], [35616], [-70355], [-106611], [1338], [109552], [-9483], [-59018], [69598], [21440], [-42710], [-70719], [1439], [72585], [-1900], [-105556], [-91248], [25201], [-122631], [-73945], [119327], [13389], [81986], [149066], [66926], [-6040], [69502], [53603], [-21695], [-141038], [-91860], [-117702], [71216], [-162166], [-106206], [-69500], [-79144], [66250], [105508], [148140], [-138180], [-118424], [-150050], [-11958], [143011], [163798], [-81543], [-167076], [142374], [82621], [69238], [-14199], [98200], [-89046], [-32844], [9629], [-68136], [-70810], [76450], [57909], [86709], [66018], [26000], [-124143], [-31589], [-126414], [-120486], [178335], [37743], [-159871], [-167802], [-69675], [-73319], [-11502], [-17574], [2277], [-146750], [-110734], [17000], [-55738], [180936], [-49742], [63015], [61114], [-141774], [194598], [-32779], [-17012], [-8264], [-31605], [-51282], [-120685], [96786], [-62638], [-178830], [54788], [-32895], [134549], [127760], [-156816], [153951], [17831], [-123760], [-126861], [-110608], [39950], [-79680], [-220276], [-31488], [66673], [-127653], [185518], [-10174], [22239], [29643], [-131210], [-115174], [178694], [220816], [-27668], [-24006], [-33732], [2963], [-236327], [50316], [45092], [-227342], [-97690], [-58388], [-32313], [-245236], [146504], [-251186], [-154946], [85245], [15084], [179936], [17602], [-216483], [50604], [-113169], [159420], [153515], [133174], [-136522], [21780], [-75732], [-180728], [-12573], [-164202], [268292], [274059], [252035], [222654], [-150053], [181030], [124557], [52832], [96574], [191532], [308815], [-78221], [-197796], [-147732], [-248052], [132770], [-160410]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 4503599694481282, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '1922.4.a.b', 'level': 1922, 'maxp': 2999, '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': [60, 56, 52, 64], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [16, 16, 16, 16], 'ALdims_old': [124, 116, 124, 116], 'Nk2': 30752, 'analytic_conductor': 113.40167103103346, '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': [1922, 1, [3], [1]], 'conrey_index': 1, 'cusp_dim': 712, 'dim': 232, 'eis_dim': 64, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 67110786, 'hecke_orbit_dims': [1, 1, 3, 3, 4, 4, 4, 4, 4, 4, 8, 8, 8, 8, 8, 8, 12, 16, 16, 16, 16, 20, 24, 32], 'label': '1922.4.a', 'level': 1922, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 31], 'level_radical': 62, 'mf_dim': 776, 'mf_new_dim': 232, 'num_forms': 24, 'plus_dim': 124, 'prim_orbit_index': 1, 'relative_dim': 232, 'sturm_bound': 992, 'trace_bound': 3, 'trace_display': [0, 2, -16, 8], 'traces': [232, 0, 2, 928, -16, 12, 8, 0, 2024, -24, 62, 8, -58, 40, -224, 3712, 40, 112, -52, -64, 376, -36, 84, 48, 6372, 116, 152, 32, 290, 552, 0, 0, -408, 280, 612, 8096, -50, -16, 380, -96, -60, -968, -10, 248, 208, -112, 604, 32, 9276, 160, -196, -232, -494, 480, -1060, 160, 276, 828, -1640, -896, 198, 0, 1704, 14848, 928, 368, -1096, 160, 3064, -1840, 860, 448, 64, 1948, -798, -208, -1652, 440, -3208, -256, 16848, -272, 1866, 1504, 2068, 1028, 3196, -144, 4060, 1048, -2296, 336, 0, -1232, 260, 192, 1176, -2336, 8858, 25488, -2352, -1584, -1132, 464, 5572, -828, -5016, 608, 168, -2920, -6844, 128, 868, 3536, 708, 1160, -8006, 1024, 1644, 2208, 24064, -764, 2260, 0, 372, -1000, -2812, 0, -7452, -104, 4056, -1632, -900, -5360, -10760, 1120, 4112, -4384, -3518, 2448, -5884, -4392, 324, 32384, 5136, 2192, 9358, -200, 1956, -124, 2128, -64, -5648, 3512, 0, 1520, -1024, -1112, 12716, -384, 4316, 10736, -3824, -240, 10192, 1428, -48, -3872, 45584, 2624, -964, -40, -10864, -9072, 2884, 992, -5004, -2192, 818, 832, 3954, 6376, -9164, -448, 1996, 0, 11664, 2416, 15928, 6872, 944, 128, 3344, 5088, -12228, 37104, -4522, -4620, 11160, 640, -10064, 10080, -19544, -784, 7628, -5344, -988, -928, 7720, 5456, 12724, -1976, 5508, 8320, 1664, 1920, 0, 752, -7660, -4240, -8140, -10640, 2468, 640, 54460, -4864, 4028, 1104, 1782, -8784, 568, 3312, -14588, 11548, 4924, -6560, 10516, 5552, 3040, -3584, -14228, -4320, -13234, 792, -9932, -4416, -2460, 0, -13032, 3144, 462, 6816, -2096, -13128, -8608, 59392, 9548, -19728, 2748, 3712, 7726, 1512, -10400, 1472, 4868, -48, 5936, -4384, 638, 20448, 8512, 640, 9176, 3832, -2222, 12256, 4806, 12436, 0, -7360, -1324, -21176, -3156, 3440, 15836, 6336, 18652, 1792, 94596, -4952, -5676, 256, 11504, 33868, -12492, 7792, 15600, -5864, 12056, -3192, -22088, -21016, -13856, -832, 10648, 7720, -10636, -6608, -26252, 0, 8108, 1760, 3760, -3712, 37652, -12832, -28696, -15648, 11836, -1024, 19660, 13696, -1652, 67392, -3986, 17640, -1712, -1088, 13592, -28472, -19606, 7464, -16054, 26704, -33472, 6016, -19708, 24560, 12444, 8272, 0, -17368, 8884, 4112, -18796, -3152, 20146, 12784, 15832, -2112, 23544, -576, -24304, -16736, 30576, 16240, -5220, 11148, 20112, 4192, 106348, -6324, -30386, -9184, -3272, -14688, -21656, 1344, -7428, -3480, -53196, 0, -2744, 6904, 11748, -4928, 22260, -70496, -4204, 1040, 22844, -23400, 12588, 768, -10808, -21376, -25478, 4704, 16394, 27256, 7744, -9344, -18976, 13548, 10468, 35432, -13572, 9648, -65324, 101952, 21288, 32448, 0, -9408, -2788, -22760, -31672, -6336, 13216, 2992, 104, -4528, 30676, 12400, -35628, 1856, 7820, 45296, -32532, 22288, 31660, -18096, 67564, -3312, -1252, -33344, -4880, -20064, -18420, 4760, -9620, 2432, -11536, 0, 12288, 672, 40476, 4920, 11140, -11680, 22448, -8304, 27996, -27376, 7156, 10632, 32300, 512, -21004, 43968, 24232, 3472, 77308, -43504, 26484, 14144, -9972, 42332, 17480, 2832, -18426, 86504, 24808, 4640, 0, -14064, 2980, -32024, -8720, -3952, -2728, 4096, 42528, -6784, 34668, 6576, -30362, -29960, 4836, 8832, -35728, 45512, 37240, 96256, -5984, -1548, -36336, -3056, -19988, -6232, 17986, 9040, -3388, -14656, 13268, 0, 24260, 29504, -16666, 1488, 24032, -38796, -72272, -4000, -39316, -60416, 28690, -11248, 25258, -2832, -57784, 0, -15432, -3744, -9276, -29808, -74988, 38568, 11084, -416, 18488, -1228, -71566, 16224, 76548, 27208, 0, -6528, 139360, -32616, -47104, -3600, -11564, 58944, 13796, -21440, 65348, 13068, 25110, -43040, 1320, 44136, -35868, 4480, -7332, -67040, -23856, 16448, -37110, -39484, 1164, -17536, 5388, -108, -88824, -14072, -66682, 0, -7404, 9792, 5416, 14464, 56460, -23536, -17956, 10416, 53048, -17568, -36156, -10976, 37750, 1296, -49328, 73424, -23872, 129536, 52364, -25120, -39352, 20544, 64532, 40720, 9276, 8768, 15864, 54920, -45874, 37432, 0, 6976, -62532, -800, -42852, -18848, 45868, 7824, -58880, -1056, 41748, -496, 26308, -67032, 71984, 8512, -28600, 43368, 21328, -256, 55120, 11224, 14708, -22592, -12318, -26280, -31476, 14048, -8520, -2208, -34650, 0, 45704, -20264, 99708, 6080, 159360, -34680, 8860, -4096, -45428, -134408, -18172, -4448, 82764, -42376, -4416, 50864, -60318, -12856, 17852, -1536, -5588, 57568, -8270, 17264, -54976, -23600, 14940, 42944, 34800, 21196, 0, -15296, 16348, -55816, 57128, -960, 148448, 89456, -8968, 40768, 61200, 23540, 29216, 5712, -76736, 100916, -26456, -192, -67900, -25336, 58028, -15488, -31176, -7952, -47184, 182336, 54338, 44256, -44628, 10496, -22392, 0, 38836, -3856, 25468, -1528, -123668, -160, -44872, -24592, 80320, -43456, -83468, 24508, -63508, -36288, -40884, 20576, -32836, 11536, 31228, -65928, 84736, 3968, 53640, 45664, 106560, -20016, 27766, 12352, -71664, -8768, 0, -73600, -20500, 3272, 33032, -54040, -11132, 3328, -487828, -15184, -384860, 15816, -1942, -18140, -407840, 25504, 103976, -15504, -71328, -36656, -385412, 42928, -93580, -1792, -139216, -21376, -37002, 7984, -500164, -17576, -12736, 0, -10636, -31800, -62290, 46656, 59564, -43488, -323104, 9664, -108932, -38560, -17732, 63712, 55726, -81416, -132336, 27488, -60316, -39096, -444944, 3776, 23620, 47032, 66940, 512, 27276, 88336, 6560, 13376, -85582, 103084, 0, 20352, -243792, -37116, -26308, -48912, 118976, 10304, 54512, 148416, -16116, -26656, 53238, -18088, 27360, -1632, -48068, -18480, -393860, -38312, 12792, 44640, -12906, -17616, -14704, 2560, 23692, 90360, -125588, -40256, 28540, 0, -24200, 40320, 67044, 62256, -299328, -78176, 103012, -77080, 50440, -3136, 59084, 7960, 33440, 30512, 25970, 55368, -62208, -21376, 16600, -50392, 110798, -3952, -14282, 18344, -145520, -3712, 73676, 49904, 13688, 30880, 0, -46456, -135428, 21824, 210960, 9904, 116072, 50896, 85416, -79464, 104896, -7904, -102864, 16840, -16452, 22032, -104908, 16840, -34224, 33280, -27016, 36536, -42394, 6656, -164700, 448, 58424, 7680, -32196, -70968, 46726, 0, 126976, 11104, 19584, 3008, -144756, -3424, -69156, -30640, -235740, -3744, -52196, -16960, 1464, 50720, -56062, -32560, -103964, -30576, -44584, -42560, -34800, 74128, 118034, 9872, 49848, -61048, 71696, 2560, 144896, 47896, 0, 217840, 26072, 36944, 171252, -19456, 4472, 33928, -69988, 16112, -106800, -68928, -5828, 4416, -2004, 48904, -41504, 7128, -102428, -14064, 65872, -35136, 93028, 20700, 68484, 2272, -64566, 26336, -179672, 13248, -87020, 0, -76472, -58352, 123156, 8368, 26740, 46192, 4264, -43096, 149276, 19696, -40558, 71688, -36004, -26240, -872, -49648, -43794, 42064, 42924, 4872, 82408, 22208, 145392, 48300, 10372, 12160, 35028, -6240, -177324, -14336, 0, -360320, -196916, -56912, -531308, -47864, -37596, -17280, -36868, -444456, -112044, -52936, -100900, -30680, 36688, 3168, -334052, 6848, 41968, -39728, -76460, -81100, -97236, -17664, -95268, -417144, -272856, -9840, 53224, -16024, 83876, 0, -30436, 87376, -16736, -52128, -447960, -38948, 139940, 12576], '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: 842716
    {'conductor': 31, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '1922.4.a.b', 'source_level': 1922, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '62.4.a.b', 'target_level': 62, 'twist_class_label': '62.4.a.b', 'twist_class_level': 62, 'twisting_char_label': '31.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 842717
    {'conductor': 124, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '1922.4.a.b', 'source_level': 1922, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '496.4.a.b', 'target_level': 496, 'twist_class_label': '62.4.a.b', 'twist_class_level': 62, 'twisting_char_label': '124.d', 'twisting_char_orbit': 4, 'weight': 4}
  • id: 842718
    {'conductor': 93, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '1922.4.a.b', 'source_level': 1922, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '558.4.a.b', 'target_level': 558, 'twist_class_label': '62.4.a.b', 'twist_class_level': 62, 'twisting_char_label': '93.c', 'twisting_char_orbit': 3, 'weight': 4}
  • id: 842719
    {'conductor': 155, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '1922.4.a.b', 'source_level': 1922, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '1550.4.a.c', 'target_level': 1550, 'twist_class_label': '62.4.a.b', 'twist_class_level': 62, 'twisting_char_label': '155.c', 'twisting_char_orbit': 3, 'weight': 4}
  • id: 842720
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '1922.4.a.b', 'source_level': 1922, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '1922.4.a.b', 'target_level': 1922, 'twist_class_label': '62.4.a.b', 'twist_class_level': 62, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
  • id: 842721
    {'conductor': 248, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '1922.4.a.b', 'source_level': 1922, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '1984.4.a.a', 'target_level': 1984, 'twist_class_label': '62.4.a.b', 'twist_class_level': 62, 'twisting_char_label': '248.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 842722
    {'conductor': 248, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '1922.4.a.b', 'source_level': 1922, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '1984.4.a.d', 'target_level': 1984, 'twist_class_label': '62.4.a.b', 'twist_class_level': 62, 'twisting_char_label': '248.g', 'twisting_char_orbit': 7, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 2305000
    {'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 4503599694481282, 'p': 2}
  • id: 2305001
    {'charpoly_factorization': [[[-8, 1], 1]], 'hecke_orbit_code': 4503599694481282, 'p': 3}
  • id: 2305002
    {'charpoly_factorization': [[[3, 1], 1]], 'hecke_orbit_code': 4503599694481282, 'p': 5}
  • id: 2305003
    {'charpoly_factorization': [[[35, 1], 1]], 'hecke_orbit_code': 4503599694481282, 'p': 7}
  • id: 2305004
    {'charpoly_factorization': [[[-46, 1], 1]], 'hecke_orbit_code': 4503599694481282, 'p': 11}
  • id: 2305005
    {'charpoly_factorization': [[[20, 1], 1]], 'hecke_orbit_code': 4503599694481282, 'p': 13}
  • id: 2305006
    {'charpoly_factorization': [[[8, 1], 1]], 'hecke_orbit_code': 4503599694481282, 'p': 17}
  • id: 2305007
    {'charpoly_factorization': [[[-97, 1], 1]], 'hecke_orbit_code': 4503599694481282, 'p': 19}
  • id: 2305008
    {'charpoly_factorization': [[[28, 1], 1]], 'hecke_orbit_code': 4503599694481282, 'p': 23}
  • id: 2305009
    {'charpoly_factorization': [[[-206, 1], 1]], 'hecke_orbit_code': 4503599694481282, 'p': 29}
  • id: 2305010
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599694481282, 'p': 31}
  • id: 2305011
    {'charpoly_factorization': [[[-282, 1], 1]], 'hecke_orbit_code': 4503599694481282, 'p': 37}
  • id: 2305012
    {'charpoly_factorization': [[[-367, 1], 1]], 'hecke_orbit_code': 4503599694481282, 'p': 41}
  • id: 2305013
    {'charpoly_factorization': [[[-562, 1], 1]], 'hecke_orbit_code': 4503599694481282, 'p': 43}
  • id: 2305014
    {'charpoly_factorization': [[[148, 1], 1]], 'hecke_orbit_code': 4503599694481282, 'p': 47}
  • id: 2305015
    {'charpoly_factorization': [[[-84, 1], 1]], 'hecke_orbit_code': 4503599694481282, 'p': 53}
  • id: 2305016
    {'charpoly_factorization': [[[301, 1], 1]], 'hecke_orbit_code': 4503599694481282, 'p': 59}
  • id: 2305017
    {'charpoly_factorization': [[[-236, 1], 1]], 'hecke_orbit_code': 4503599694481282, 'p': 61}
  • id: 2305018
    {'charpoly_factorization': [[[-60, 1], 1]], 'hecke_orbit_code': 4503599694481282, 'p': 67}
  • id: 2305019
    {'charpoly_factorization': [[[-699, 1], 1]], 'hecke_orbit_code': 4503599694481282, 'p': 71}
  • id: 2305020
    {'charpoly_factorization': [[[-814, 1], 1]], 'hecke_orbit_code': 4503599694481282, 'p': 73}
  • id: 2305021
    {'charpoly_factorization': [[[670, 1], 1]], 'hecke_orbit_code': 4503599694481282, 'p': 79}
  • id: 2305022
    {'charpoly_factorization': [[[-650, 1], 1]], 'hecke_orbit_code': 4503599694481282, 'p': 83}
  • id: 2305023
    {'charpoly_factorization': [[[1566, 1], 1]], 'hecke_orbit_code': 4503599694481282, 'p': 89}
  • id: 2305024
    {'charpoly_factorization': [[[615, 1], 1]], 'hecke_orbit_code': 4503599694481282, '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': 2, 'label': '1922.4.a.b', 'level': 1922, 'portrait': 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6fdFwwSl9WeYP2YZrmlOTavCFyP9ZOweSZi3dSA2amQ9VMhm9cZtq5XXLDFpaJqHD7W4NEXPZ5+JeH5ozGp6vDuG1rcer2hoqZ45eg4h085nFxImVuKObZo2L9kuOriRX75w022TI9xanGchZUKi6seC6uCxdWU1XbKXNPhxFyT1eXuBXc9furGierq9nWN5h0f+qEPRp/4+Gdfa0j8N93+RkcQxiyxuDBGpRr+xiNP773+trs/Kd977cnrL9qy6Jxc2IQQkv7AY265yukln4VVwdJqykorZrmVMteEQ8uC2ekm//rHlrnqvCrH5yc5tVDj1JLD/LJhbinhxGLKQidhfHLAGy7pcs1u8GQFX/nMrwScXnKYWxH0QkgSTeBpakHKxFiCBo7OJbS7sG2dS60SYowA4dHta7auD1luOmCsFGl2IUzAYFhpRWyaden0FUIZhA5pBC5bNwxo9gRHTzmk2mGqIakHAt+FJBH0QsnciuT0smF+NcH3B+AmXHthl+svEsw0KiyvNjg+73NqCeaXEuZXEk6uwMFlw+suXOJf/+gKG8bHOD43yfxKhYVVj+WmBfdSM2ZhJeV0E7qRJDZwYmGVd91YST70Nu/ht9z0o9qtXPDwWGD+6ZEVxY6N9dcaKq96+xvL4Pc/8Gm2b7+W3/g3f+/Xjx345v/29W88cO5tD3e23/PCQF55XocLtsWk2iFOHFKt0FqitQIkICyLS4Ov4ORyhcf2Sy7ZucLuLQOqAbiOxHMVnudQq0iqrqTXddl3JODupz2OLoS0k5h9x0PWTa3wnjescsm5HV63u8WRpYSlnqDqDzh0ytBq17j4HElzkLLniKJedXjpKJy30TCIUgaph+PETNRh73Ef5aS4MsFxoR9KXr+7R78nueTclHY/5eipOjvWK2rViGZomB3vsdpt87l74NnDKc8fHrBt4zKX7mozMRnxzms7fP9Nhp3r66TxOIdPjnHwhMvxOc2JhZgTCykHFwTHmjGXnb/Ir/5oh/XjExybm2RupcJi02OpKVlpaVbbCc2OptkztAeSxb5kvpnwuvNX+D8+OCfXN7ztd963tOOJff2rJ9dvrZy3deKbn/vip/jzz37xtYbMWW9/Ixn8t37/izy3/yL1xtc9/K+mKwf++bkz+9Sn75jmLx902bto2LV1nt/+mXmuPC9gfmWC5WaN5VaFlZbHcsthpQ2rrZTVdsJKJ2GpBcdXBU5lwHUXrfADN0XsmK3R7Dbs0rzisdQSrLSsRFjtaNp9TTs09AYJU42Yres0IPBdw4kFFyF9ts0qdmw0bJztMb8a8tz+OleeZ6hWVnnxwCT1WkQUuUxNaPoDuGDrgE/fM86uLQlhaJgek8Rpn3rg89KRARW3xuXnJzx/KGJ+2WPTlM+ODbB1fYRSVjt7rkEIw7Z1CRN1Safv0+25tHsuK23FShOWW5qVVspSK2WuBcuDlK2buvzAzUtct9shcBucXmqwtBqw1HRYadvv3uzY7MpKR7PcEZzqKpZaCdfsnuPf/swyOzeMcfjkDF+81+VLTwh++F2b0psvW/frb37rjb968MUX0nMv+YHXGjpn3P5GAXzfvn1UK0Hl5MkTW+9+4MUPPvDsiV97Zt9+3np9xMuHJ1hZ9GlFgvlOzOt2zvPv/94yl59TYaE5ztJqjdV2wErLY6XtsNrGMlEnodlJWGkb5luCU10DosutN7R45+s152wIiKIqq62AZtej1VGsdgWdnmAQGqLEkKbY1cCFim8YbxhmJ2Mcd8DB0xEvHPDRSY23Xx3huE2e2jPG9g3wjccTbrjYZ6HVJ3AUSRozOQFJ7OK4CcvLVd5wRZtvPFJnxwZ4cn+IS5W3vV6TiD4vHEw5fCLAkR7rJhwmaoKKL/A8gRKQaIhiwyCCTs/Q7Go6PU2zp1nuGvppyrbNPd55TYtbr49A11lujrGwUmG55drj1IJmJ6XVTWh2Ula7mpWO4FRHsdhOeP2ueT76MwtctD1guTlOP/Q5tTzg5WMRb7kyAnUJy73d/8KtXfLnmzZtOhZF/f655+16raFU3P7GAPz4sQNMT896hw+98uN7973yu9+67xlx+GRbLrQlSx2BEgZHQj+B5VCy1I25+rx5PvqTy1xxXsDS6jhLTQvyZsdjtePQ7AiaHUO7m9LsJLS6mtWuYaEjON3STIz3eMvrOly7O2HbOkWj4tLuBPiuBBRRItFaoA30BoDQTNQH7D9p0CbiridrhL0K527yuO6SHrFucv/T41x+nsv+uS6t1QbXXNLjm0/5rJs07Dlq+Aff12bPEZ91k5K7n1Zcd4Fipdfm0PFJLj8/4v4X+iRhlWsv9Ni5ZUA/6XLnUwpSwcETDo2qgyOg15doI0i1IU4AqXE8TatrqNVjtmwIuf6CHm+5MmGqFjC/MsZys8Jq2x6b1bag1YVWJ6HdTWh2U1pdw3JPMtcRLHUSrtm9wK//5CKX7fRZaTXo9CpEsYMUICWstHzmln2W2g09vf5is3Xbzp/ddf65f7K4uBjtvmD3aw0p4G8IwBebkez2eu+57/4vnXvBRuejjzz6jHtqSbDcTFntJHT7hkFkCBNBP4JOJFgaSBZaCddesMBv/uQSV5zr0myPsdSs0+xYkDe7Dq2OotWDTtfQ7iW0uyndvqbVMyx2BYtdiNOQS8/rs34ypdszvOOakO3rNUkqcaQhiuG+5wKOLQRsmEh48WAAusruzYordmn8oMdT+3ssLtW4aHuNxvgqjzzvctV5Acu9JqurDdavNzy+R/HDb+zyxB6HzbMuS90WqyuTXHFBj0deTJmsjHPRuV0WWi0ef3mcilPjdbsM528dgOzy3GHB7GTM/GLM/c+5DGKFlJBqw/YNEW+5JqLTVWyc0FxxHkRRlZVWlZWWT7Pr0u4pWl1JuwvtXkq7m9LupRnrw3JPcKotaA1Crjt/kf/rJ1e56nyPhZUx2r0Kvb7HIFKEscMgVLR7DistxdxSyomFkEsuuyq+dHf4T9785g8ccJza14QI9GuNrdc8D27MgDCKfvTrdz75Wy+/8vzkrrEW0xNjxNpBCIlSAt9N6YeafmTwHIOrwJEaVzo8sX8dv/SHLre+YZkP3bLC9o0Rc8sNAq9Cxfeo+i61ikOnIqn3XcZqDr1BSrefsi7U9ENDZ+Czshhw4rghSjQn5xJ83wACTxkcKej1FQKXpOdw2XbBzo2GrZt6hGmH259Q7D0wwVuv9LniglU+cbvBE1W2b+rx/COKTeOK6UaPQFWIYpeFDtQCh83rBM/ujbji/Ao3Xb7Ex7/ex3PrvPlqg+v3+NbjEd94rMbLhyucs7HK9g0pMxMRO6ZjLt6eopTGUQYwVH2fmXGfKHbp9Dxe3O/SHTj0+oruQNLtQ3dg6Pbsd+/0U7p9Q7uvafYFi13FfFNTbbT4uXcs8L3XRVy6o8qppQadbkC379EdOPQHDv1Q0R0o2l1h452OptOHT/7Fk+7Pf5jfmju+bSWUt/zC/iPRx8/b7v3PC/D5pTaLK8lP/OU3v/Ub/+kT35q87JxDTI8HLDWrDCJFkirAQSmB66TZHVxlcJTBVQZfSZ4/MM0z+yu8cnKB77u+y/UXDhivN1hpVam1Axp9j27PoZOd7P7AoRc6DELDINJEsSGODUlq71HiYTRIJXAdQeAJxuuCiTqsn9ZsXtdjeqLFHU/BA8+4SD3GW690uWx3h4dejokGDa67TNDq91lYrnHt+Zrp8R4Vx2eQKBbbMUoLLjvfoVoPeXpfwI1XjHHNpR2e3qfAjHHlhR4fefcK33w24u4nauw5FrB1RrF+ssJEvcpYHSo+uI5BSdAG9hwWpKkgTgRRAmGM/Y6hJYhBqOkNNL1Q0+1DO4SlrmK+A6Hu86bLl3nP9W1+6M2aJGkwt1Sj3Q/o9V06fYfewKE/UPRCQacnafcMrU5iZU7PMN+G5dUjtE99erKxvvV/b975LseY1h8K8do1WbxmAG+32riu85E7v/Xgb3zmc/fM7jva4bJzBK6bUvVj6hWHKBYYLRFC4GRgc50UVxlcxwLcczQVR7DUq/LZezbzrWc63HBxkw+/qcnFO7pMjVdZblbp9H16fTcDtrL3SBDGkjgRJIld6q13ywaVjgOBB9WKZrIes2m2R0KX/SdjPnd/wKHjNcb9Cldd6HDtJW0ef6XFXY82uPq8gK0benz6HoESPo16TLMbog0oATONHu2Oh04qvOeGBT77jSo75wPeeXWPKF7m/hemiNOA1184yzuvanPelhbferrH88erPHfYY/OkZLIhqPoCz7XHRQoQwqANaG2Ik+xijQ1hbC/kQYSVeAPBaihY6YBwBly+q8mH39LkhotSpuoBzXaNZqeSsbZrj9tA0hsoegNBbyDoDAydXkKnl9AdWBNbrKEaQMNf4eSh+2YXV2Z+49zd15nV1eYfTUyM/88B8N/4fz7BL/1Ck6Vjn/yx+abz0fkjJ6Z3zqQ4QvGWK2OS1MN1NRU/pRZIUi0AgZQKJQVKCRyV4iiNq2zazHcMFVewOnBYbk7w5/fWeOzFLtdd2uTDb25y+c4WU2mFJPHpDQK6fZd+aD0rcSJJUvs+2ggEBikMvqepBgm+F+G5ISeXQ77+pOTACY/DJyZQ2mfnBo8Ldiiu3N1G+Yu8cLDOpvEqF50D62dWWWk3uHiTJNGGO57wCXuS8VrC214/4Gv3xxybq7PrXJfTzQEvHXLZsm6CS3cs8tDzHR55SRBGHrt3TLJ7i8/uzR0Onl7hwEl4Ym+V/YdqVB2B70hqviFwbeAnAGPsxZqkECUQpYJuKGgPBO0YIp2gzYDXndfmw29pc8PFKRsmPQZhg+VWhU4vI4OBS3eg6A0U/VDQG0j6A+iFmv4gpddL6Q6sdIwTgZKCO59ssHmsxoGjLqeb981WZ058FN9JPvSLn/7Ev/h+zaXX/sjfXoDfcdsXePsHHsZzrvyh/cf3/84tl7w0ftH2OoEzjlKKy86tMwgdlDQEXkq1ItEGbHld4CiF4+RMrvEcjedqfNcQuIaqlzIeCDqhy2p7gi8+0OCe5wasm+jxwZtb7N4yYNDvctEOw5b1ijB2SVNFqiUmB7fUuE7K0XnD4TlBs6/56kNVTi5NYCKXiUCxccph23qHczbBRTvbaLnEx75WY2VljKt3O1y0s8W3nhOIxGV2QlKrJvRiD2kkGIlyPFoDwfyK4EJT5eYrOzz8dIWN0x5XXzTJ3333En/yjQ5P7KvRHbgsN+vs2Fhh14Yerz+/w/tu7HBqZYWvPuSz3PM5etrl5EkPVwmklAgE2hhSDbE2pIlmYirmkgt7hGHM7i0h7785ZHZMMVn3ieOA04sBvb5HL7SrXH+g7D2S9AeCfijoh9AP00LydMOUfmgIY0g11F3B83um+ORAING8cmqRLVuOTv/jD235nVuvuji+5Jojn/nsn32WD/3gh/52ATzzbCuIZp+8o3fTMy+e/oM9+xaqyiRc+J5VLj7XkCQCrT2MAaVSPDel4kuMFghASWmto0pmcsUC0XMFnqsJXEMlNlQjw1iQMlER9CJJJ6px+ESNf/uZSdAJIkm48pIeO9ZHJAloozHGFnGkEEglcFyPfcc89hwIqAUOdU8yXRXMTElmJx02zii2bUjZta1JKpb5j19ucPTYOFef77J7e0o/6fDoCz7jFZepMcN4PaJasVJIa0lroFjpGpZbKa1uhTdc1OTJPT32HlOMNwJef+E4P/meZf7zV+DpAzW6fUOz4zC/0mD9dJXZiQHbpgb8Hx/o0ai2eP4w7DsucV2DUgYhNGDs/wwkCWxfn3LdxQlp7BInPsZUGUQuc0se/dCuaINIFfKtHwkGoWAQSfohhJHV8oNIFwDvhTa7FcWCRIMjDdoI9p8yRIkgljE3Xdak31Tj9+yd/INvPrUlOagbn/+N//in5p/+/I/+7QH4/qMrOG5lY7t5/OlTC680zl13zH/PTYbV/oBGLaTua9o9D20kSarwjEDr2Ho6ACEVUhocaXCVxHUEA1fhuZIw0vhRShgbKrEmjDVRZGgkEMaaMIEoEQxiSZj6xGnA3gM1ntsLqTFYaFtt7ErwlPV81H24aAM0KjBWk0zUFVPjDrOTsHV9yIaZJrFZ4T9+eYyDh8a44hzFOZslOzevcu9LCfPLY1y5QzLR0AReH1/6GCVIUokwhiSNWO0GzC+7XLG7wmXnd3jo6YB1E4JqUOeK8zU/d+syv/MVzUsn6zS7mmZHsbjqMD1eY6JRYaIxRqMaM1OL2XZFhO8muE6CUilS2GDCYC+qOFYsLDrEiSJOFFGsCOPsMZKEsSSMJINIEkbCBqiRIIwMYaSze2rTtZGVJYMIeqGgH0OYCKJUEGpoRpL2ACarIc1un68/FvPoi/urb72h9YkP3tTSt7xp05d/5r1/lE7t+Mh3P8C/+IUvcvrgo+qlAytveOjZI41DJw/5772xS7XS59hCylI3ZN1kinKqDEIvKyToLEEvEMJ6SpRUOI7BcQ2eK/FcQegKQk8RxRbocWyIktRmRZLSPYUkNaSpJtVYva0pwC0EKAmOBNcF3xEEvqDqS2pVxVhVMjEmmJ1M2La+R73W5MsPR9z/wiTNpQaXbFVs2+By3pYBqWhyxxNVaq7DzISiXh3wwkF4+ZDDxVsMvVBx6Xkxl+w0zJ1OWVz16A+qvP2qDg8+32f/SUWtIvG9Bhefo/nVH1vmvpf6fO2+aZbbhm2zKasth/GGYqzmUq+61CqGwNf4nsZ3UhxlpZbMWiuNwRastCDRkiQVJIkgTqRl2lgSxjbzEsWCKDZEEYRxShRn4I5ttimMDIPssR9ZcPciQTex914KYZRC0mfDhhZTYyELyyu84fIub7jgVDDmXPHJe++a/DtLnS1f+Ppffjl99/fc+t0N8HffcFq2Onxo/4HBf007J/1BZ5L//MUGq/2U1dWIlw8v8/03t/jgG1uMN3x6/QClNEpqpNT2udI4ysFzFJ6jCF2D7wpCTxLFwp6cWBEnEMXSZhCSYdovSTVparMLqckyJVm2RAiBlKCkwHEEniPwPUngS2oVQaNqGK9r1k2GzEx0SEyTzz8o+ZNvTDEbBFyyVbB1g8v2jZptG1b58qOGlZWA3esVEw2oV2Pmj0gWVn28HRDGgpkxyfg47D9sWG1r5pYCztse8MYrO3z9gYCpOvieh5LjXLxT8FPvXMCVC/zlQxO8fDJgXTtmdjxhrKaoVxTViqTiO/ge+C6WCJSxFUdRAjn2wk41pKkgScmADnFqiBKI49SSQqyJEkMU6+xOlpGBQWwYxIJBDL1Y0I4F7UTQjw1pGDIWdPiBt63wgZu7vOVKwdxySrujWG7O8PjTK0E7PvUHx7uRE6Xqz7A8890J8D/806/yqTvTH/PV4/9+zFtpXLC9hhQR7ilFmrgMGj53POnw6IsBc6tL/IP39ZioxwyihE7Pz4Cd4ijPBpWuwnPt0mrBrTLGEZaJMlZKEohTSFObSdDaBlxamzweyMBtAW4zMwLXsQAJfKgGmnolYbyeMDPeZ3qiycN7Iz55V4V9h8fZPuaycz1sXu+xeR3s2tqml7R5fE+DinKZmVCM12G8HjIxluB5DkLYi6sfeqy0Y5o9Q6ubsLDqsXV9nWt2L3DXEz32nWxQ9WNc5SHEGDs3KX7kzUu8btcCn7yrzuMvjrPcdZhtJIxXE6qBpBIofFfguxLXFThKohRZ+tCi3GDjIa0pgJ6kOlvdLCnEiSZJLbjjGOLEZEA3Vu7FMEgEg0TQjQXtWNJJDNEgxiR9pqodfvb7V/jff7BP4PksrjTo9urMr4yx/2iNA8fh+YMHG9dcvfofP/DWq72f//6v/cmFV7znuw/g7XYHKdVPfOFLX/qNvQePTt16HYRRQKfvMrcyYNxPGWhFUq/QHEj+/ecc9hxc4Xtu7HLz5V3WTUV0OjF9x8d1EnzXJYxdfG9UP8axJE4kcWrBHScZM6UyYyqsldYwBLctUmbMDY6yBRPPNQSephIk1IOEiUbIhuk2860ev/tVlzuenGRltca5M4Kts4JNsx6bZwU7Ng5wvCafvd/h0PEa56+TTNQlY7UUKUNOLhp8RyIFGCOIYodts22eIKXdU6y2DfMrFc7fHPC+m1t84VseR+Z9XCdGCBdtasSJ5Modq2z7wTZ3PN3j03dM8tSRGpsmBNO1lFqQEngC3xV4ro1THIUNnKUoPBkGe5Fpg820pBbwBchTK+nsKghRxuxRIggTq7X7CXRiSTeBfpSgeyGbZ9rcdEWT997U4x2v07iiwmqzSj/06Q88Oj2XEwuCQ6ciDi0LLuocmTo9f8FHb7zlVtVtt/+w1mh89wDcmCYg/+7R/ff9xtbxp2eve+sKs+MS3025/4Uqp5sBxggqyhA7gk4Q0IoUn73X477nO1yxu8sPvrnHu65uMzUe0Rv49EMPP7YaPYodoixYimOHOJV2qU0lSSJJU0GqxVBra0GhSoxlbilAKZt1cFWWbvRSKn5CvRIyPd6lH/f51guGz907xuMvjjPhuVy8ybBhUrJuymPjjGTzuohzNq3y/JE+X31whjHlMDMmaNQEjWpMq5fyjUcD6p5BCAusfujwnutCbnvMemJaXc3CqsPm2Trfd32Xx/d22LPfo+YnKCksyLWt7m7b4PIjb2xx/oYFPntfm0deHufYaoX1DcFYYKh6msDReC44SqCkvZAtk0NuP9KZVNN6uMIlGdAtQUCc2sAxyoA9SAW9RNBNYRClpGFErdrl+97W5Aff3OaKXSnrJxWDQZV2zyeKPZLUQQjYMN2lMd7imaM1ji5K/vyuCoePvzx7srX+N97+lpv0kROdP96++TvfOPEdBXjYb/LQSz0OnlA/+tJL3/p369SfT1284ySP74Un9kInTHnqmMtcu8p4xeBJaDgGJQRd6RK5DidaPqcerfHYCz2+cHGH97+px9uuC5kcc4kinzD2iGKXOHGyuyJJFEmaFWzSIcC1yZhbDz1lQpgsqLQ+DsfReG6K78VU/Ih6pU9Kn28+LfnMPeO8eHgMEftsnzBsGDdMjytmJj3WT0s2zsRsXd/m+GKH3/tajSSssHmzYLzu0KhBoxoj3Ih2v8Z43SCEwBiIE8mkr0h0Qif26PRSVtuKk4sVLjynzk9/T5OP/pnP0cUajoqzC8MhSQIGkWT9lM+V57a55JwuLx09yefurXDXU+OcalWo+Yq6BzW37Nux5XwhRt11GjDaXnSpFqQGklTY/HkqiFIIU0E/FQxS6CeGJInRccRU0Oftb27ywTe1ueHihPGKQ5xWaLZ84sQtzlGSKqTSTNVDLtnZ4rpLm1wWQavjctvjEa3wK7OX7+78u8uvuCUx5uCfLq/M8J2cn/gdBfhg0OeWy6rvveOex//zb3/snobyE2ampnnwGZ9u10UohREuDa/EoFl6zpeCvhIMpM8gdVkYBPzl41Xuf6nP6+/u8PPf3+XCrR1mxhWNmkMUeUSJS5KDPFUZuCWplmgjMcZKAlMElCCFRimDozSOk+B7Ca6KaPdjFtsx/+HLAYcXJnh6zzhGe0xVBLPThukxwVRDMTXusm5Ksn4qYdNMj6nxVe54RvPUy+NcslkwUZfUq5JGVVOrRAg3xPcdHGXf3xhIU0k/dOgPYhIt6PQ1na5hpe0yt9zg2l1drrmwyWfvDqisKBwZW0AahyT1iGLb4zk9HvC6nV1ed26XJ246xdFFySfvGmehWeXEso+nJDVX4OUyTNrAsyDyXKpgmTwxglhDogVhCoMEIm0gTSCJkSpk40SfS7Z3+fn3dbjqgpSxiiJOarR7Q+JJMmAnqURrm8oZRJLzNgX82kcGeE5Eqwf3PD1gor5CtHTn1AvPTvzn2U2vW03i/le/k5j8jgH8iaf3MjaxXn3xi58599nnX2moqM3c0iT7D1kGrXlW7/rK4Cmb+rMnDTwDXmqopIJIQT+V9N2AMPFYCqvc9VSDh18eUPND/s47WmyZSti2sc+1F3VwhG0RQ2QA1wqjrVc6z6Pb82kQ0qCEzZkbEpAJLx2WPLnX4euP13npWJ0oqVJ3FDMVw2TNMFE1Ng/ecJgcc5gaF6yfTNg402fDzCr3vxjysa/PsmHcYaYBjZqiURPUqwkVP+ThVxSDyMGtWVAZI4gSSeAoLj+/z2MvjFvjUz+l2XZZavrML03w0++c58TSMo89O4MrARGjgSRxiGKXMJJ0+w4T9YDxRo1rzu9x0yU9fvCWRfYe19z2eMDjeyu8cqhGIhzCUNGLFUpYb89o4JnVBIwm0QajNa5IGfMiAmKuuaLLjg0DNk/HfPhtIRVPUq+4RFGFVtcjjh2SNGsfTGUB7lTbQh0C4lQSxw6uW2EgbRr45ksl3b7PsVOwevDBxuz6k+e+53t/SLWW96ZjU98ZP/l3BOB797zMzh2z3oMPPf7jR05E//7FfQs0qg5KGetTSK0WNgz1b37LzUGJgkQbEi2opIYoFQwcwSB1CVOXnq7Q6ST8u89OYJKYdTMDLtw6YGos4f1v7LN1NiKORaa3JZSYm0x/SqkRUvDF+yo8f7CGcByOnqpycr5KUFGM+YLxmqERaBoB1CuCsaqiUVdM1B2mxmF6PGHd1IBNs21S0+SLDzbod2uct9nQqCrqVUm9oqkHCa4bccdjAWFP4s7abtFcotQqire/vs8Dz2i6oaTbT2n3HJodh7nlKhfsqPP+G9o8/VKVoyt1lNRAnOlllzhVhLEtzHQHDq2uR71SpVYJuWDzgKt3DTi+0OLI6SaOm/LcIYcv3FtFKGXBvXb+oNGAxhhDEqVsW5fwwTf2mR5L2bXVsG4K0sQliurEqcNq2yVJFHHqZBJRrQG3yPpks5MtrMcn10g6FcSJoh9af3nVWWJ2ctu/37/3yZ6snPsn+/btjXbt+h8H+XcE4PNzJ2i3ls4/ffL47+59+Wk5Xlekqc1KVGKIM6deDvI82Muj+dTYbEdqhI3ktQV7TQvi1JqFIi0JtUekPWINi9069z6vMWj+4nE7sgGjs/swFZjlAhFCIYREKkUSO0jt4DqSug87Zgw1V1P1NVUfqr6gVpHUK4pG1WGsLplowNRYwsxEyMaZDimr/IcvBTz0wiw7p2CimrF3VVKvJFQrEbVqn0qliq8kSmYaHCsH4thl0Bf0w5ROqOgONJ2+ti1zNY8T82O84cKQn/vAPL/1BYdjTR8hNMbE6NRkOlcyCF26fUW971ALPKqVgKpfJfBj6pWIK8+L8NyYq85L+PCbejgqyYpAGlECHMU5scAUQuK7CvAYhA7Lq4717WR3G+8o4uwx0VnsU8hEURjYcqkIuRHM/i7OqqdhLIkSOPbgM3LnLu93p2f7D0ZR+OJ3Apv/wwA/8vJnmZocVPbsO3jr4qmjYv20Rz+EQZhVwWJdADxNbfSuNaVU1TCKT4vH/CBkEb0xRfCTaIiNINaKxKjMUOSTZmmv8snKsI0S4AhhK5UKgoohcAyBSvFd8B0IPEPFF1Q8SbUiqQaOBXhNMF7XTDYSpsZDZie7bJxd5mNf13z6rnVsGVdM1zWNmqJeVdSqUK2k1Csxp5c1B0/7BB6FJMtP8CBy2LFes356QHvg0R+YjMUlzY5DvRJQr47z4TctcOj0HH/w1U040sGgSXVKog1x4hBGin6k6IeSXiCpDhwqvkvFT2l1bIzhuZmX3k1xpG2UkNKW80V2t9YV69y0IBe09JCJU231dB7j5EAugF1+LGWwrEwBbUR2rjNwJ3Yls7YAwSCEdldz9IGnxcyG5q0z67cf/Pe/++f9//1nP/jaAvyRFyqe77R+qS7nf6nq9+XUuEunB54rGUQaP7al87yamDN5WhQcjP3SJi8+DIsyQ7Bn/84MgV9cHPmBgxHNDZnHJAusHKlxJFmjBLhK4Dq2Iuo5gsCXBJ6k4isqgaJekdSrhrFayng9YbIRMj3RY+u6ZR5/JeSz921kIvBZV9c0qsKCuyKpBZpakFCvhjy+D57bW+XcGZPp3mHZvB8qrtplOG9rnydeHKcXGvqDlG7fyUDuUg0qVIJxfuDGFZ57ZYHH9qwHo9A6tRd/YkhiU/hJ+qFDdWCoBIrA0/iei++l+I7GcVJcR+NklWElDVLmssEgGOq5YXAusuMrilJ/msmOMksXWStdBjilf0PxaCuo2cocC1s4iow1b/VTlpoDGerT/+qy3ePelt2NXwei1wzgvf5ADgb9X/naVz71C6u9Rc/zFPWKRiAyW6vd7sOL8wqZseDMHstAzpndHihTVNq0ofTcnLECmMwwVQZ1fstL1XlBR8msYqnILLe2YcB3Jb6nCHxFxRdUK4J6xdCopozVEsbrIVNjfTbOrPLYvj6/8vF1HDsxzjnTmvEqNCqKWkVRC6AWpFSCGM8d0BpYD42rDLIUeKTamq7ixKNRieklml5o9+fpDVI6PUmroqh2fAK/zvb1Mb/64y1++ROSR/esw6DQRpOmmiRNiBJNFCsGkaLvSyqhIvAkvmfwPYXvaFzX5vsdZTL7gwW4ymSKEOaMBt1cXmgjMDoHuv05TWXpfJUBTom9RQF2eyFYgNtCEpnnJW/GSOkPUoyB5cXT3okTk//klpvf5g76/X8RVCp/7XL+XxvgxsxjzOqv9+Zv/0fr668EA9eyqmUFNbS1RpLIwZbRS9WyIchNweIFsI0ogKz1UMbkbG3W3IES/2QFjbyYUwBcoJRNlw27gyS+ZwcABb4dyVDxDbVAU6+mNKoxY/WIyUafjTNNHtvb45f/ZJp9xybZNmkzLPWKpFaVlr0rhmqQUg1i4jTiU3fXkUrhSpsOLRjciCxv7/Ijb13lzqciOpFPLwN4t6/odBUt3yHwfHy3wa4tCb/2kWX+5Z8IHnlxHdpIUm3L6nFijWZhpAkDa3f1fUHgCnzPVjY9xxQVW0dppLK5cSks0EU5fVg6oNpkcZMegj2XGnoNU2tDxuYlxi6AbuOsJPO9xFn5P4oyC25k+2PDyCYa/vKeg8FScvc//rs/8CZxYm75n25eP/X/L8CfevY4WptrPv65xysfvPEE66fHWW3b5lQlsT4IJQtA2XI6hQnKloit+SkHuy6Y3BRsYQo5Iixbl8F9ls+VAzz3YOSVPKUETmaosgCXuK60/g1PEPh25knVT6lVLLgbtYjxRp+Z8RaP7+3xK388yUtHp9k8IZiqlaRJ4FALrH+lEiRU/AjXDTm5PIGrBErqLC03DDLTVJIkig0TtnjSjgP6oWGQdct0BpJKTxF4Lp4b4Dpj7N6c8Gt/d5F/9kfw2MuzpFpagKeGOEkzJteEviaIJANPFRLMdcF1rESzPhU7hkPmufHssYzxHOemkC0lZ2ImY9KChIZGLp0xeJJmSYTUxk6F3yW1K3oU2c/bjwyDgaEbaroDwWJPENSa7Jq5sxK2z7mG/4EdJ/5aAP/a126juUL14N4veA88Y9gwmfKRd6wAE1khIQ9elG1UkNbL4CSQKEGiBUliSprbZEC2csWUwZ6VlE0mR74duGFYks5dglKKQpooKUsdQQLPhcAF39NUAkPFt/q5WolpVCPGa32mJ1o8tX/Av/zDCV44OsPGccVMTTNWEdQDSTVQVCuCSmAvDlvqj3hsj6A78AgU2UVmNXiePbKBlkMtUFx7UYfHX2rQi61M6Ycpvb6i4yt8T+G5Xqafx7lgi+Y3f3KBX/x9eGTPLLGWxFpnzdLDHszQk/iezqzFsvjOjsrvZDJlKONkVuU9G8iz/olSVmQoH4dkdKaszOOunNTSfMVJss+Zect7A9srutwTnOhofvLGFXbM1PjMl2/zPvID760+9shdvWuue+v/9wDfd+gQGzZtGr/jL7/6e8+9ktzY7cKX7q/zvjfMM9HwSFNZBCg54KSUqNjKg8SxDb6JKuu1IdhNAeyh+28I6tzqmpv5SydDWEORkBm4M5ORKgBO1p1vmcxzsZ1AXmaw8lMqmbyoV0LG6n0m6m2ePRDyL/9wgueOzLJ+3GGmqhmrQC0Q1CqKakVRLdg7JfAT6tUB9z/n0WwFTEwMy+T5Z9ZZYBanitkpxZsu63L/k9p20WRLtQW5JHAlgevgOh6OU0FKzQVbDL/xkwv84u8bHtk3S6wd4twBmJqCyf1YFu5Cz5E4TmbCkgLl5MeG4vPlF2EuVUTuSmNYEIJy/MPQz1JcuMNkgc7uNoOWWZcTm3Cw7sTMVx5CN4T2QLDQl0xPrPKBm/tU3Bo71/VvfHnf/j96y9ve9jNLC/ua07P/fVOz/rsBfur0AguLq7+4sHTsQ2ncwkiPVw4H3PGE5CPv7tEfeFmfY9ayIOwyqKTMpAokKoum8+UtzbMoorj6c2DrszH38P+KilwuTYTMHXRD3Z07Bh2F9Wc4Bte1jcWBpwm8lEqQUA1iakFIvTpgcqzF06+E/NLvT/PsoXXMjrvMVlPGqiYDd8begaTiW/YP/ISqH5HokE7kI5TEzRm80OCZVtXWGBbHLjVvYO0CUcBEDvJBSs+zDO57EtdxcJ18A1rDxdsNH/2Zef7P/6p5ZO86Yu0QpoIoB08sCGLbr+q5As/R2eplz4PKVjR7fLKu/PyxZMwq72BSPv4jINdmGPAX8VJJhmYp4iTP/GQWXNvtb+hH0I8EzUjQ6ab80FtWuXhHzNFTcPTYCq3eKx86d+e2g3Ec/7P/Txn86ZcPUBvfsO2lR//0kq3jB5l8/SJffmaWWAsGCSg1IPAjoszhlwM2B7qSlj0SbS2tdvkaarZ0hBHKuk+MHNiCC3PWLp2UYrnNOnRUFkw52ZgJNzMh5e7BwE0z3RxTCUImGj3Gah0e25PwTz82zTOH1jEz5jBTSRkLDPUM3JXAphNzcFf8lMBLaNQi9hwx3Pd0DU9KXGU7a8p73eiM6eJUkWiHm6+MOfecLgePVZip2rTZIOuB7A0yFnYUjuNm3U1WAl60DX7zp5b4Z7+vefClGQZxhTCVRImhmoHId7Egd/LVS2cSRSJVWqxwSooSwEURqBefWgyXzCGTW0CTx0Y6dyka9JosmS3gZXbchEyiZLNbYkE/a5xIdUjNjVDS4LpNHtoHDvNI/6lLfvojH9xmkpeOCuei7zzADx89xbrpie1fvvOJ354/eeK9W6ZOcM8LDr2+IJY+9zzd4EfeukjFjxiEPl6S2lSSEVlGw7J4omweNFkTbecZE1PKlOis7FleHoe34QoxAm5hkCpPC1owOPkcFcfOUXFdje9qfC8h8BICP6IahEyO9Vjt9HjgRfjNz6zn+QPTTGfgHq8Y6hVBLRBFrtxmXrRlb88CvOKHRGnKoB8QKHuRSSFGnHx5IcUGmo7V8k5ol+tYlACu8bwUz3VwXYmjFEq6BcARcOkOwW/+zCr/7s8SHtk7xalWg0FNMp4a6omdNuBnd7eQaCZLF1IC+JDBi88rRhl8SOVgsvkUxnBGnFRocz1MHhRFu7TkM49tbBYl0E8FvcgwMd7l5isi0sSnUdG88coOtz2icVX1vf2VZ1Lj3/SP283TRxrjG76zAD967Bgry4tXHzu8/9Yv334CFcywsOIy5StcCY++PMFnvtnhp96doGSaufU0nk4LIEoJKhU4GcCH4DYZe4tMd49mSs4E93BVECIf95Czt8nkiclcg5a5HUeXRk2kBbh9LwP3ZJfF1T6/8akqX310hqXuBDNjkpkgA3dgdXc1CywrvqTqm4zBrfYO/AiIuOdZj9XYY8pnxI+NKOlWY3V4FDs0fIc3XtHjsX0RndhnLNa29zHSeKH1qnuOBbijDEq6CGkLNBjYvUXyWz/f5rbH+vz6H6/jxNIE/XGHcU9QTzTVBPzYzpDxlB1o5OaBphRFEJw/lgN1sYbFCyIvnZu8kUSvAbjJzmualop2GcijFKLUdl7FWhBpQZKmfPitba7a5bLcspNs3/Y6zaU7BGl8jJdfPnbr1Ib9n0qT3pHvKIN3e32qleC8Rx557B8undrPjtkanYFkYtbmYVe7cLTjEiUqs0cK2wWvNMYRmEzLqYzFU2VBXsiTvFJWpAFF0TeZY7tseS0fbCl0cfHIrEFZZtLEkRbYjtKlMRMpnpsQeDG+F1Ov9HGcHvc/l/JH32jw9YdmiXSD2YZgOrCyxKYA8zy5yu4iY+4ye8c4TsjDL4/Tixw2VPPPs5bB85VLEieKwFVcc0GfRFuA92NhG3uzLMMg1DY4dETG4vZCFllx3SCYHhd86JYudf8Uf/yNPg+8PMVcXKEXSBqJoeYYC3Ini0OUyeISk4HcFFmnvEAmJAhGP7sQIyFQ9txkGRZGGV2Xg86MxbP0YZLa2kiSBahWagqUUjTbDeaXJ2l2PNLEWgRW2oIDpw5zw80X/cMrrrz6mcGgvz8IKv/jAI/7+3n40fsYG6tvXJw7dFOj0ue8bRX6oR3PECeaQWTYFA245VKfbt8l1ZZVldQYxx4EKQxSWNNRqgWpEkNwZyc8ZzbWMHg5aWVTkAwdgllqS2bFFCl1lofXxSriOhpXWS+G78Z4XkzgRlSrAzyvx2fucvi3fzrLwcVJXD9gfV0w6ac0fEPNh1rWYV/xbbUzyApC1r+SZiuBlSdL7ZRu5OEphSdNEWDmXyFPteVFkSSVRIlLxR2wfrxPs1enH4siAPNcjeumWZpPZelONSzOFIGrdT6+94YuV124yG9+csCn75hhJanR811qrqThWA+O74CnKJohnLzoI3Nrgyh1AZkzAJ7fRopsJUYvZ1Vy0hqmDK3fvMiNZ1VpTxrGfcm3np7m9efEtNt1+pEiiWEQQ39gaLaXqYy/fFOzHW3sdlr7n3r5OK+7cMv/GMAFKTfdcun2ldN7PrZ87Gl2bjZ0B4beQBHF9ss4CmYmDZ40tLpxcTCU1PYgOLl00KRKjpR2zRqA5+w9ZO5hlsQGlmXNPQR3Xna2AC8zd5qBPMFzrCTxvRDf7XNkPuEPbqvxlQenODQ/QaPqMhnAhJ9S901Wes/BLTNwy6IoFGTa2/fshdOohXz5YYf9RysEStiKYQ4UhigfFkusDo8Th93b4N1Xdfij26foVh0asR3P4EdZ3KA0jmOn7VrtnIPcLSHOrgpbpyX/9Id7XLLjBL//9UkOzY2xklTouQ41JahmQPeksRdOlmXKfTuyVHkt2DyL5s+myctB50iOvJQ0SA0jMVeSv5YlEBxpmK4YRL/C1+4LmBrTOMrK1yjW9ENNq5ty5M6X+OEf2vWx111+3TtWm+2/Uqp8W4BHcYhyPDrL9202g8d37lh/gKo/m1UsHaLY+hFcxzBW02itSFLbCS+EXfIcoZEalDakUqC1ziTJMMuSNycMZYk4q+4uihDCFOySl5rtiIl8hkrO3imuk9jOHSfB90M8J6STRvzu5z3++Lb1nFweR6sKk2OKSc8w5mmqGXNXi/K9zHwqmTTJcucFuD1bvQzjiP0nfLqRz4SfZXHyolMOkvw7mpInJXZo1Bx2bI5Q/oBOVKfvCSrZ/BEvk1duJlGcPOsh1KsEr4qZsR4//d4et948xx/f1uYPvjjFUr9G3wkIHEXVsT2xfmIsm0uTZbmGaU0pzEg/p8gJ5ixYWZsnH3GLFh6WjMlzm7QeJhQkWZVVwvyyoD+IcJVAYz0r3YFhpSc5tNhk5qEXdlYqcvP3veWaI0nSx3FeXap8W4AfO7lAo9aYeeVQ/fOf/cJT7vff1Gfb7CLjtTqr7QqDyM71k8JYS6abooQumNVgUAa01GgtUWYoS4zRpecUDQq5r80eLFG43Cy482XZjLK30FlQqVEqtQB3UhyV4rkxgRfhuRGtQcTDz0s+c1eDLz44xSCt43keU55g3NPUPEPVN1S9IbgDX+L7Ej+TJrYwlGUmMoB7rq18Hj5teOCpKlHs4tfMGQFmfivbRrW24y9c1+FNV3X47De77DtRox9YG2noGrwE3FjjRhqlpM1bS4EUcjjcJwd4nmPXkqrvsG68z//5Az0u2Bry6bvqPLlnjMV+jYHycF2HwBFUsk4rVxrL5mWpsobFRUYwwxW+9P6cmdJNzwL2IcBzi24WT2mIEkMntEGoFDY47ceCxa6klybs3Nbisg3fcK+94PLPx2HrsnDQWvxrM/jObTV59Oj+q++668Gxr90/yW2PV/mhNy/yU+9aoF5t0OxUiBNl5wmOAMwUByGXHTlLWykiS6+VZYkoBZb5Fx8CvNCDws7fy+2edkiQwVGpfX+VFnLEcWJa3ZiHXhR8/PYGdz09xkqrjqwE1CuKcdfQ8DRV11D1DBWPjLUtc1d8SeApAk8QeGQOPZ2BW+O7Vn8rJ+SVE3CyFdjCSqZvRwsnQyDYPkgL8kRLoshhXUNw3pY+LxxL6MWuHdMQgxfZmeiuSjOJkhdqQK7xaYwYoVJJnFp/+Aff1Odtr1/lW890+MQdDZ7c02C5U6UlPbqeg6cEnhT4EtvDKWyQnpvVckbPg8EzNHlZVjKMn/SatK82uZmOokaSn+0c/HFqkxTGCMJUsNgDZI+f+Z55fuiWFMkYLz77yFhtnX91bfLc2/k2w4O+LcAX5ub8ONT/NR2cqO3e4LDnlMfv/YWDI0/wE+9aZWYiph9m5XlExqp6dNksvrwobJfGCDRDWVLu9li7ANqCmimWyIK9c1mST8CSKUqmeHk2Q8YsdhLuf8rhGw/V+eoDYyy0a4ggwK27NBwYc20nT8Ulkx1Q8UR2l5nlNNPdnsDP2TsHuJPgeQmBF2FMzD1P+xw9XWF6UuBKnelZMWz0ZXhQTMlmmqaKfuiybZ3gTVf0+MqjEd3YpR8LAtfgJZbFw7hMIqrIVyPkiEyxd1k0KtiqqUPFD/ngLX3ectUyf/Fgh9seqnL/83UWWlX6wqPvOTiuwhECVwpcKXGzvZEUZUbPgX4mi68FeBFjUWbxbMpW6aIQgExtDl5lmZpIQycGX7X5+++e4++9x9Dvz7LvyDgHTp2q3bQx+a+uPnkB0P9rAfzeh/bT6fbYd6hLoyrYOavZO1fhP35hPWPBcX7sHS1cx25MpI0svp5Y82zIzqKkt/Pf5c8NZiRbkj8xxbJowa2z5mGNyABeSJEgph+m7DsJR04pPnf3GLc/2WBhtQZugNNwqSpJ3TXUHU3FNVRcCFwL7sC1MwmtzVSW7iL7vclArguQe65tTzt4SvPCYR9cN1vmTalEL0bSD0W2IbeXpoIkteOcL94RcuHmLntPVukHgmoi8GNDqPKdLXTG3nk2JU/jDbVKkWcvGhRUNn3AZRC5VCohP/b2kPdc2+TOp7r8+TerHDkVsPdklajpk/gOA8dBKmnL+WTvh40pVC4PGfbX5ittOTlQrFQlxk4pgb18QErnXQAam6EL6PHhd8zxc98f0u+t5+jpBp2+y2S9S9Q+QCeqfTsIvzrAT5w6LqJo8A/v+Nrnp3dsqtAb2EDnVMdwbG/A4897/MDbV5isaJT0sjENYgSkw4Ax12VDcOcyxJgzZUmutcuaO++Kl0JnmjvF9+0k1TRNOL0Md9/rcuBEhfsfr3BytcLBU1XwfVTVJXAUNcdQc7TNImSD8wPXjmuzIM7vMrurDOBkmjsDt5viu5a9PScmCCIOL8KeI1VcOZoeHNWuowFY3kRgba+KJHG5cFuf82Z7vHgooZe41GNB6ICXlbZVCeBSCoSUI0xOmSl1SQYVDcGKOHUJXY9GJeJH3jrghktanFxtc88THoeO+9z5dJVTywFp30VLh9hTIFUWLMvCIiHFMDck1lzAQ2IrecoZFoVMeUCkGflX9q5TiGMmam3ecFmH2XU+zz8XcHIxYGFF0RtITq8enP7wh9//D+fnj3503bptZy0HvirA/+yr9yFIPzQpT9fO2eQyCB02TAuM16JRXeXyi0Iq4wmBk6BkhM52G05N1tGeA5pRpi4uArP2gIg1P5kSa+fTUu3y7PopcWo4dFzwwiHF3Y9XefGwz8uHK7RDnzDywfVQDQdfSaoKqo6mUsoD+07u08hts9YX7meyxPMUniezC8AMtbeb2sqia3V+4MUYHTG/IgmNj+NIPGlwMu0q1mjw4sTnWlQPexyjxEXgMDMZIdWAbuzSc4TNdMRDw5ij9EgFUuaFAYB82BGiGJ+R5raArI/STVUxfqIXeqyfiNi6LubKc0L6UZ+/c7jFi0dc7n6swguHAw4d84kTB+MrUqmyClApei7igDNMtgxrn6XiRvln1vysM97XCYQpvTTmmZcVW6dTXjkYseeA3SWvH6YYebq2dOr+D/me/Oh/F4N35z7P6YWB+vIdJ0TqSdZNxihlqPgx73zDKvWZU+w5bPi1329w3YURb3ldZGdpuIZqLdfUArQgTTLdXWpozQE/vImi7Aw2M+I4GrJgNY4MvYFl8yMnJH92l08vVjz7csCB4z5LXY8w8ezsY+WiGg6eFFQUVKUhcMB3NL7KjEfKsrbnClv0KIPblXiZLPE98D2yrIktmdshoElWEY2pBBELqyl3P1Kn1fGZGBM4WdCbm75eLXdsRvoWJWGomJ5SvO3aAXc+2edYq0bflVamOOAmBjfOc9ZZjl2mNl1IedaJLN5DG6f0HgKdMXnqKBLXjn2IY9emUt2Ymhdzw8Ux11wQ8X03hbxyXPLcHpd+pPj03VUOz7kgJL2+Q9pXhQfDOGudWWuBzhDQpUeRGIQxmGwKUaWW4noaTMpbbwy59sKQ+570+NLt4wRjNWarCVXXpoOnxh0eefyUSIJd6j/80deTf/SRd/+3ATxJYXoq+N23XnXi0m6nT+DbXG81CJmdavL0Ifh3fzzGo89V+NMpw8xkgtGaK86P+eCb+1nvnWFmTHP5xTG1wPoSQBTfV3CWs45BSGj1BM8977DcllQCyeN7XL72YMAgVgxixek5Dy0cYuOihQuOg/AdHCnxlCCQhkAZApkxtTLWA+5kOV9nyNxe3pdZgFtlPZqiYG/P1XhebtBKC/b2vBilIu59RvGVR+soz8GXJsspM5JBORuDFyMU0jzjoRgMXN5zXZ+vPtzm0/eM0U0CapkOd3MdHlM0DefdQkLkV1J+ZGVJ64uRtGSSShLHMrnrKBLHwUlSC3SV4ihbO5isJFy3K+HaXTFGhLz/lh6DzCD1lw/5PLHHo+ILltqK5170aPdkRuZr8qJnAbkxUAs0l18eMz2ekqYanRo++OYBl52XYDTMTqZMTmquudTjn/+nGo++AnPjgnEfqo7gxGrK4ZXOpR98b/V3HWF++r+JwY1ZBiYbX7zt07ucwZzaPNG2Oy+YlOVOzJ/do/jE7TPsOVbBuIr5Nsy3LB29cizla/eOARqTaMYmNFdfGlGv2La0V+/DyVncLrnNruLJFzzaLTvHJDSKUEuMUCCcrB/OAamQUuJKiSexhQup8aQFgqfAU8MZfRbkwzHJrmMbAfLG4zK4LcObYg8gP5cl7tDP4jsxxkScXPKIwgB/TGZTu7Je0LzAk5/wvKMHRtKkuYRItSKKXSbqii3TEZ4Y0E98+omg4ljXXe4hsUUtnTUr5O4/WbyXfY8sHat1aQi+tm7OkjRKkjSrGyhbIFMJKkmJYptydWSKVAmbp+24CSFTLtg2IDJ9pKNptQRPvuDQ7Nnurbxj4uxn267lWhtqgeGaS2PGJjQmsat7RQqUyNPIHiaC6y7Q/NdfWuBPbh/wtccm7Mg+RxKlCTum2uqSnUu7dl78o423Hu22d28bDTrPAPixkyu4Tuuj9z957JY//XoNSYVsKAPGSLo9lzBxwZdZ0GTA2KE7idG0sucoTbtpOH1vdQjsb1eeLLScwAiBzrdcQILMfKdCIaRESIkSAk9ko+CELTt7GcO5Ms8blx6drJNekW29RwFu29Zlt0TxPYHnUFhMLYNnLO5ovKw66roxvh9zfEnzyTtr4Hi4UgwDzEKeiDMYvOzbyIeEWrDZoTpR7PLht/X5i/v7vDxfp5u6VBO7Ka11AZphJ47KawKl/HSuyfOVQsuSwSu/68IL4zgKN7WFsRzoSg6LZvYxtXGQyGaqSI0jNMJoZqqad71B2+FLIiMykTP32WCexwsCUkUaOxgkxkg7DMhIGz9oWcRwO9Zp/tkPRfzD75vDCJ3Fc3Z89sne/lsYHP1oIJK//1cy+K/913tRUniPPNGkLmoYoQpTTGrsPogBmWHfCBKTzyzJp0rl9xSUIXXLwcTZvmieZ5IFwMuPQsoiYlfC+ibcDNB55c2VNlfryryptmQkcijNQclZe9hVPwS4LGSL75mipc3zdGlwToKbsbfnxEgZcXROsNgOEI6DLxmRJ0MPx/DbDrMJpbEMuhwIKqLEZaoRsm19n71zIf3UYZCCnwrc1OAmmQ5PhpXcoY1BjZBGnqCwk3bzXtfSPJNU46TaOjwdiUoVjtTF5gMju23IHNz5e+rh80gXSYE868XIKIrR828KuZqvZBbgVk6pkWFDWkva2TDVPI6zuX2F1rC5voBo/YUnzkKgZwA86B9HCMH50wNaviFO02yLCzvLItbDudFhagi1YKAFoVYkWhUdHfbTlApMBciLMzF6NWfFinww5HAiFbhZ7tXNqmuOtK8Xz7NHlRF9Ptwn7+h3lHXPlRuOLbilffRyoOfBZwbuvPvH0YVEcR270ZPnxSTE3PZwhfnFCu6YwsulSRZgFvqbUUVaTiiMDtWxRZ9BaCfYvvP6Lg8/P6CdBPQch0qiibIVamiMKlUZhS6l6/JAUzBSKtfKsreGVNn3dDN3p5MalKPtkCSlSaQ6YzsZmYNaDp+Lwp4xBLcQJYAXQDclmTZkcbtRVlacylYznaU0bfpU2e6nbBKB3ehAZZOxJGHso7z2WUl0BOAPPnAvlUrwhvvue+gqHa1S9x3COJtfkXdBx7aiFibC7tOSGLxUMBCCSAgiI4pSrEGtAfgQ2MP8ae7rtqckB7UStkycG5byn5UsvZ6xpVNqT3PkKLCLOSgK2494NoDnAWeuu51clphMb496yT03xnMj5lqapw9UwPFwMnmSl+cLBmeUxXP2MpmHutyiV1QdU0Ucu1xxbsjUeJ/WapVeoqgqcBP7XVRq7D0uAxwL8uKN5NDfk1sitMnYXKCVLiSLnWOjbTNK9lwVBjZd2CFysBfMXdQmsnqF1IWlWWRypahpnGUNL+wZJpdqIjPtWWBHsUMYO4SRHVMXxip7lNk0L0E/lNTHalddduW1b7j33hseuuWWN54d4MbERBHvqgZcPl6DWsW3w2TClEFsjff9yNgJTGFePrc7oUkNbmpHISdmWKnKs9qisOabAtBlYNvH4fKegzoHSg5uKSj0ZwF2NXytGImQPy+6V4bAzptvLXtnmtuh0Nt5StAy9hDcbuFOjBHEfP1Bn4dfrCN9m5Z082aLEUvv8CJmzYJ95mg0G2imWtEfuFx7UZ9339DhD75eJ0p9uqkkSO1eOcVFXTKcCSkLq8TwrV6NyUE7MmspE6TKypRUSZTSJErgSJkxuMwGBWlrppP5sCBTvHf+c7l2UbgPS0w+PAqmBPB8XszQXpCk2VY1oWs3px04dPsO/dDuujyI7Oa0YWTo9iLWq/jyXq//rjiJHzorgy8tniIIam97/pn7fthhkY2zdlOnfG/3/sAm17t9G3AYk/XYKYOTfUBhMvfgGp9BfvXmcXWZ2YZANyO6VYkhMxWatshOmBLI8y0AM590zt4lsDtZN4yrRsFtxymsYe6sZ9PL2ttcJ284SEr3mIiYP7+nQWp8VFG9LAeYpb5Ghum7YVkjY/Firoi00wXSPNh0ELh88I09PnVbSFPH9NOAfipwEwoWl9IgE1EUw2y6cK33SJZSk6IEckHqZA3CKgO5Y1Ba4KSSVGmUlpa1U9uNNWRxhnKlDOrMJ5RLlXxkctlqW3Yj5reyGS8f8mnjEUU/dGh1XVpdRacn6Q2gH+piY9p+mNDqz7F1W/OH3/n2N913/PjJO7ds2TQKcEeFCNS5Y5WVnVtm5onTCt2+Q7ev6IaSXl8VHd5g90LMdeYQiCKbgW1G1FDZeVb4Staw+JDtTMHYxV46xYix8ii28j2b75EBOwe5UmuG3WTAdpQYZlKKdKDtuLeNySZj7mGA6ZTY23cjnj4g2X8qwCgXJSWe1IW0GkqUoQBfm0VhRIOPtu7lGZU4cdm5MebCc7o8+kqFWHn0E0EgwU0NTiIy6Wbb4mSS6XAk1s62VhaJNcFteUhPnl2xfpdUGVQqMoliO7FyFrc2XYOUMiMmM8Lqo8Hm0N5Mfu7L/pU81iwZ73IJla9wUSxpdRWLq5J21xJtb5DttjwwdENDs93inPM7O9u96NxOL77zDAZfWTmNVFVSfYKgcop11Qn6gyqrHZ9Oz6FXVfQHdnB7qg1zK3bQTJp14kgAaUZsBWW3WTnYKpbvQquNZh3kyH1oui/aqsSwSba4Z50uBZOXxrTlcxJzgJeH/1hAUwC7qFYWzJ3iObawY7uCYgwxX7inyvJyBeE7Nu9eklBneFDKV3opRZgPES37uIvctLYbbE1PSj7wpg5PH2gQpgE95VFJrRZ3iriEDNz5WqGznHg50JcjzSR5g/fwAiv3T0qUzuyyOi8omWzFyPs3h9NpCxaXGXHJNYw+4galZKAb1eZDfxJFy6Pn2DHPzY7h9FJMt58wCO002u7AsNKVtBKQTo92uEy3M0+nOzQXFgD/zd+5E1dJDp5a5eUTM/z096zyvhsGVPwGzSBgEDpEid0Kb2oi5OnDgoW2i+eYIjeSF7HK5qLRxxJzy1H2LvS4MIXNQZb0uFgDbHkW9i5+LgLMfMiNzGSKxHOyAUA5uN0huN2iFK+z5+nI3VG2c+flo/D5u+qE0kNJlVUvR2eyrK1grg2wyoaktSOKdcbgSergpw4feOuAj9/e4/lDFWLl0pMSL9VZ9kgg07z5Iz9+IpMBOjsrOnuv0X2Lhv2wFtxOtpI42mQdWKC0LsZvDBuTh6Bfy9651BwBthi9AMqApwz8knyR0uDJhFolYrUX8czBBsvL9vtFid1GfLkvWY1Tvv+WBX7i7QOa7QMcebmLIB0FuIlPgLOp+qU//4Md1SdbLK40+O0vSM7dNMd1FxgcNyWKnKyxNWLzhlU+8c1xTnenmanZAsTo0kxpaRoFerl8vVZ/5ydphMUL4Iih+V6CygdrjgCbwmlXgNvJnmdFnrXgLrO2q7SdGVK0iOU9nUl2j1FuxP6TDp3IA2XtAW5Zf5fL86XVaiSLUtLDZm0uvOThzrV4zRXs2jTg+f0Rqfbpa48gtZ5tJ9PgStiJrTbFerb8c87k5YaTrGRRDDYdAl7pjEC0XAPwIYunBYuvZe3hRZCDV5bAPgxEOYPh7fm38YSjUiYaA8R8xOMHJVG/zkTFft5eIljowRsuW+EX3tfjyPHNPPNKDb+xbsfP/r2PVJ97+Sd7l124wQJ8z4E5/KD11sZU4xeDoMfWackrpzw6g4RapQdAEljdNT3eY+/xPt1+nYE2RFoMo/lXWaZHtLbMvsjZwL4G2MV02BKwh2PZLOgdKYrpsTl7W3kyHFGW72LsKmxWpSRLLIhN6bku9UBm98yb4XsRKx3Nf/pSneV+gPCt99vL8/Clz1gG+avdiqYALQqgDTW4zagkiUOj6vCz7+vwracbLIcekXToS4lX9FCWeydNlrPK2VEXbj+DzsCts8phObMiMga3vbOOtrGMBboo+l1Hx3OUGL00hnkoWxjanGW5YaXk7x8JUgUIXbQ9qsw2MF4dUHXbHDxZoZk4KGF3gQujiMlKn5rnc2op4PTSMlftuOgX9+576aE07P1FweC33beHIPB5Yc8Rnn+hx8bJGu+9PuSc9QIhNRW/jxBQ8SNOr4T87pcbvHisiuMMT18RaI5kO0qMTInN13ql81RhMTizzNzDgK2Y2zEiT0TG4iWA50GllDiZJHEKgJtihNkIsN3h7BRrOBplb1fFeF7E5+5xeelgBaSLlBI/t8aK4UpU7BGfUfiruglLbL527rbO+irtJk8uF+/s8d4b2nz89gDt+PSlhy9FUfRRUhDn788aJhe5VLFMnvvxy7s4GANagTJ2VdBGWHDnKdgM6MPBSiJrTaSQK2eAO2d1zVCiCEZkjDS6+DdGGtCZ5zwLkqNYcv5W+PvvW+bX/lRxfGkc4bkYIZDGsO9UjS8/qKi7cMOlLaYm9jNoOuh0MJQo520I8H0P3aoiWjW2b3K56QrBto0V0nSA70XUqyFH5zX/18cbfObuaQayQq1SCnREnq4b6uOR1J88k9XzbpezyhOZt8CJQpKMAnwoTUYBLocALwo9OcCNnZOdSRFXDVl7CPKy5rbs7Tp2atVqS/OX99ZZavkQZNkTYUpL+NklSt4gsFY1nDVtV0wckOh8o6fEYaKh+J5benz14QHLXZ9IOfRTmaUnRSYRxVAKyNF8M2jIu67M8OfhEE2Bk2dWVPZcZj9LC/60tHJqYUjVkHyGckVk53ptY7gpZpAPnwuktheNyv3DmWTVmZc9ThSB7/Ijb+viqjl+5Q9jjs3XIfDQjs9LR6f52Ffg5osdZsem2ZbOsJ4x4jiwAF9aeJFqbXL7oQOP/VzaPcCO6cQGdMrO66gGBiMHfPJOyWfunuBbT08ykHU836EqDZ7SRYtWnqLLCzBnY+KCodeAWuQsXf5bKUv/nTMBLuWoLJGZ9lZlYKvhXvROztzKrJEneuTuOOWiToKjbOXy8BHBK0cDND5C2uxJ3pqmShftcIBlaRqKGMItZ+4hk5dzwPlYaTlsN0sdMA67t0Xs3DBgeW8Fk3qWxVNRWBdyeTjsgiobvXIAydLqkZuWhnlyLUs6XJVim0yTpyrT30JkGZZSpquYUlu62CRIfaY2z1+TEmQRk0gUJSmTKJR06A18alLzA2/ss25igc/c3efL903R0y6BUphU89LhmCRNmTx2hPe9d+fP3XTdjc8+/dIrR5y5Rcl4lK5/7hXnbQ8+uMj7bnIZqznUggGBF+G4Az51h8Ov/dEkx5tj4NdwPZe6A1XH4GeW1NzgpMonXA1P/HCw4yhT58AWI78To5pbUEw/Hc7RE0OwF6OAy3nw8j33ppTBXQJ5tl+9qzLWzthbqdxhF6NUzG2P1tm/VAFvKE/cUm5erGHvteMiziZT9BkBZ17RHBY8Uq2IIodzpiPeeW2PJ16ugnZJUqvF3TRbOdNRqSREnjrM81zDzIqdtT4cvFQ8l9lzma0qBYsLUgXKGHR2ftI1aduCodeu1lIMpYvOi2BZJkbb/LrJPExF/aR8oQoDPTs+753X9LnighVqFcPHv+HSjR1W+gKjNY06XLRlnku2pW8LVLh+ppEecZR0AEWj4lFzJml3NesmO4zVu1SCNp/4huTffHySE61xRKWK5zg0HNu0Gzgms3AOgVQOtpQYXtVrsyOiBF6RXQBq5O9KjJ0ze8HUmbswlyeFRFkLbjPyeAawS4ztlH9WWeVSWe1dqUY8uk/xF/fW6A88qDo4UuCKUWmyNsAcVu7Ohu6z6O81KcNyXjxOHMbqDt9384DbH+7x+D4PU3Pppz6uoLjQVPH+w9a/IbiHIB+anfLgM7vAlGXzVFo9nssTrUFm8kXnrJydi7T03WUmmfKgURSgxsoRUQpMjUELK0+0Gt3NgxLQcwehySaBzdT6/Mu/20JJyR/frlgYVHGkZJMvCHt1Oh0PowVpInEmGyGe77BzY4i4ImTT+pjJRgvPb/KpuwW//ifTnOyOIysBFUdRd4xt2i01EngZcw8lCiUgrr2iS4CX4ixX+uhzmUsRIZAqz6xkrymRzQEfgrtwFDqmcBY6znCEspNtwlT8rIazCws/tJOissyJ50XEUcrtj1R5+VgVXBchFZ6g2FxqbaxxNhfh2uGbRbkeM8Lgw3mNQ6toni6MIocLtia8/fouzx2pECYeqXTpa4WXsuazZEFmmoN9FOR5Qc6o7LOo/GLTaCVQeWVRZgGoxNowtAX8kICytKHOUoVaWGYfWbnzwDQ7/3ooaZS0wFbaYJTJPo8oZFu5VVMX3nnFVLXPP//xJlob/uzudZzu1nEWJM12yu4rIsbXRbTaEc637v9TUuNQc1epBHMcPK156VjEp745xr3Pj9OLq/gVj5oDNWUIHG1bwBTDFio5anjKwV0EXWvYupzuKzNeme3tMjYEtmUDy+bF0Jsya5f6IvLZ144qATsDup3xZwqmdorH4XM3Cy4dFeN7ES8eFdz5cJVe34OaixRiJDWYT3stJBiMBJhr6GgY5xmyErUZSdeNFHxKBqwodqk3It5+/YCv3j/guUM+OB6hlgzSLKOiQaWlGgTD1QSBNfUXYB9+DpOD3WTSRVo2zz+TlBnIM+kicwmaBYm6YOg8J56d34K97b8XWTJCasvuqbApSJ0BPd8hwtH51IHMy55aC22qVVEEq/kuv/qRPu+45jifvHuMblRlpenw4LP3cXLpKQZhivNzvxOSpAlTDU0jaHDwuEecOGjp4iiHyQpUFJax1RpJIu3zMmurkkQZTe+VwDwC+LWgLskSWQJ2zuI5sDN9r0beP2/nGk5NdUbAbYbgzu5uPoU2M/g7Kil6El03JjEpX3+owgMvViCwbXJeLk/EaHBZygyecT/zVmbvkg7Xw2bk1IjC9J8DPey73HRRj3e+ocdLRwOSxMUIRV84uCnDz5QN0RlWCYe+zhEmN0DO4sZg1JCxtbEjKoy2x19LUWRSVBYc6nICIAskc4ITOg9Ah2AXwv63y7WNPHOTyszopXQm0XRmI7ZOxyRLnSaJtTGEkYvnVrjl0pg3XdElTjrsOarYONNm86y1ejvXbA9wlKDdlZxedtg4Zmc2Ayh04b3O9XX5ea53i8pisR/NWgYfNjCUt8nIJcioPBEj8kTIURaXpQso33tHvgq48wH4BXMrUwDaLYF6qMOTjM0TlIrx3Jhnj0g+f08d8EC6CKGKLiIlhxXc0SptnvsWBaiGOZSy9h3t7il2LMvvqW3ds1Noh8xljMMH39jn7kcGPHnQA+USa0UvFZnhK/ssqWVSUkOZxPMPYDW3GfkcOZMrM2RzLQXKSKTJQK2FlSk5OxuK4FGKjOF1CewmB/sQ0EP5aS8Abexx1NlYbaUs2LU2OCpvyNAW3CpFKafwqAthsvY/Rd2TzC81OLXgI4TBuWiLg5KSTk8z6WvaA0E/tJt1GlOSDyWLarE0Z6ArgC3zjMfZZcgwjTQK8HJabTSwXJMazItIagjwwheuyiA3hTxRqgTuMmsXj3lhZ6jBlUpw3YRYJ9z3eIUXDlTsSAppg0svH2e2NqcvxShzjwBqVJ6Y0pPCOlv2iJTdhalEq3x/eMtcF+0ccNPVlsX7qWXxUHgMNDhpqYaQ5unC3AE3vMjMiEwZsncOdpUBXkkwUiOVzVvnMkVJMQR5iZEtmDOwF91NYuRvpCgFqiLPsVs347CwpOzePrmfKJ9/mY2Ozh2Kxth97/uhw2rHoTOokRofgcbZttFDKUm7a9Daw20ldJQ11WtdMlKJoeYtrLEqL8+LEUAXwUTG7HngVc6ICDH8m1yGjIJ+KG0Ks1W5iCRLnvBcc2fbluRAd9QwoHTWgHvYYKuH6cBcnijrGtx/WvCJ2+uEsQvVXJ5QtKapkXTcWklS1iyvkkVZq4EZlutHTVijWjyOHaq+5Eff3uPrD9TYd9JefKlW9FJli28ZyGU2c0akmTRJSytJIU9M1nRQZnN7wUljh9grI5AmkyrZc6OzFTnT5EoPC3pFYc+IQpqcAfAs65Kfc52xeVpyMUppdwNR0hBn1t3CFpB91lQLokjS7jnMLUtWO6CNHeGt/ugP/8266Qnzf0edo7sHoaTTtwZ4KbKdgZXIGnaHfg5XlayoRTNB6TU5LJcX3pBsG8HhpkeyGAWsshl4jhzmswtdrYZSKJckKttn5oxUYLE1R6a9C/2dD8PPg8tyYSctNTTE2WNEKiM+/rUqn7pzHHwfVIBSDlVlqOSxSHE8MhtA1hqXbzxbfF9V/l6iCIpH7b7DknfxvXOvh9LZ82G7mDCaLesjTi5JnnrBIxEShEJnTce5fWCkoooYvd7OCA4EI4no8mpTPM/3Kh2VWIXUKuy45ddeLec/vIjLGyGMviZGKrxJNssx1ZI4m+kYJYowknQHDscX4OCJPrsvvHT91dde/03nz24/Pd5cab5j6eRpau44g9BDSoHrmOJLjJTT12RBhiy8VkePSpOioFN6Xl7Wh/+9NdmXsjTJr/aRXdQosXYGEFXW4GXNbYbBpJOe9VGpGNeJeeWU5LPfqmLnr7ggM+0tSuAUw8+WZ09G7MKlgLP44dXAoYcnfiSTYuwItlTLLJugSFWmxVOHH3hTj6/cV2XPCRdkhBGSMHXpkTF4Htina4PMskjJ0nFF8cdgZFmLj0oWIzJWz4PPPG7K5UmOjxJzjzB7SYPngWhaDlazv1UZwwspUKkpsFE2bOU9namBwDfUqgmX7z7FtRedfsfstBx3JryISMKh4w0GoaBeyXcSGHXEnZGzFmuAWfxeFFmSoQwZ3X9x+Del184o6Ze1vGE0uCzvpJYDvQTsPIOibCe4q4b5b5VLFKlRTl6ttLJEZY+pSvjaQzX27B9qbyFkVlDJO2hGjWNns8iWc99lrlzbsLV2g1WjR1OGqRY4WdpwmB+3DbkXnBvynjd0OfhZnyhVIBSpUAyExE2tR0UUgW5uvhLk/ZGF/i5GTAxfz2MDaayxyRTBZFZeFxTyRBtjU3+lrMkw8B6CvexJGinqFT+bEQLNq55KiJHf5XFhrgSlNFT8hGsuilhqNlhpBkRa4WyYGYAJMV7C4pJLLbBv7mRLaQFCWAPOMjBH91XMt9EuAL4mAJNrQH2GXbas02QJ3GWgF8NvdClFWNLgjh4yulNOA47qbldmzC1tcOm5MYdOK/7LlxsMpAU3Yk1wKcutaWv1dz58h7NAew2oRzpsTLFkl7X4UINnc1OURGVaPEld/DTh793a5Uv3VTl4ygGZgEiIhUtfiCwnnn3OEnvngB9ebBlis4tNlaqKssTeUgx/1gXADcJkF1OWERF6lPCK867XnPM1zH6mWjCMqIXS8R5WTu3AfiFgaixkfqXLYrPHQPdx7n8OTpwWHDyq2DqdzerLdLUqriDOZOCRn7Pna0GdnexyFL2W8c6UPgzdaCVWH3bU241eh0HmWpmiMwPU6GZUSqUF0FUuSUosrpTV4O1I8wdfbXBywQdl5YmQcpgaLGVNiudrWbuQKOJVY8y17D3UpmY0VVjsWFb2qQwDziRx2DwT8pPv7fCbn/BoxXbUsTGKUCurxVN77CnZaIdXYZmxh0xuDKhMsqgi4LTHOge+ECVvSmZWFHq4baIR9iIQevi+I3JVcCbg12BkpBAo1mBnpBpqx8YtrFTYtaXPxq0RQXWAc+XOChvrAfGSNRDl+zHm1cKzgXptvrc8rOfMi2H0xJ/t55GoO/MMqzVAL8sSmTGoUqV+wWxfTJtR0cUemfmAfAv84cQmJwO1kvbuqBjHj/ni130+9oUGoXatPBEKKSRerr3/irK8fZ5Nei3Q/SosPpJRGVY0z+z4GfpSlB5KFAtyh8BJ+On3d3nlqMcff81qcVCkCAZC2mOV5p9rWOTJ/z+f2U0p951feEoOwZ3nwJXMZEuWf5YCtLCvCZExcV7NFCVvusgqmGswI0ew9Fdh5iwML4e7Z4dRwLHTs5xor6Nan8ap1zVjPZgcU4DKHHuitLSUxx+sBXb2Rpz52tkY7YwPXixdoy1reQCxVprkrJ3vhTnMOuQAzwbV5PpblquUJWDL4cy9HOiuG7OyCl/6VpXVMAd3FlwKhpXLUsVulFFKG6auxbMYBXV5THZZf+sCcGJYptajOfHy/BSVKrR0SFKHMS/l1jf3+MpDVZY7CmQMRhLrTKpkx7TQ4mK4wVe5qpnzeZnJrV87A30OapNr8aHXRBdgHzKzFhT2WZFdCPl7j2JGDMlB5mQhzgQ6a8E/lLsWE5L+IMUfSzAqxDk2J2iu2n9Vrzp2YV1zwvJs0jAjUNbko787I8gSpeyCLC/nr9JRX2q/kkUwZ0YAPXzMA029JtDMpzKV72kJ5HpNYBnjVhK+fk/A4y9U0Ln2lpa9i/mHawYRlYH+7S7sb0Pio3q8mDxVliUSbXQG+KEBqwz0JHVwdMI1F0e8+/U9PnmbByoC20dFJBz6hVzKqptnhLql1wxZAwLDcQ7SzikzYhgz6BzcBWuPyg2dH4O8oyePT+QQ5Dl7D/dhKhNFOdGR72LBGX+Xvy4zoLrSsG7SMD0NzuXnJSwvaZK2HVVQCqRHvnt5CS7bQAVrfhbDCyIHAJwJ+BGQl1m7YPFyN0gpJ7wG5GVgj4waU2vZWxc7sFlg27HAStrB7wePSz5xW525jmf3u5YOCKth8x0bRnwnay5omR/0tVj+dsDO5cHaLMpInjjv+hGljavskMxUpqhUoqXd/mRdLeXH3t3loRd8Ds5L8GLQCi0kA2SpyJYFmiMsTgb/IZPnulwVn2lY0dZ5ZiXX2iVvSmGVHQnAM7kCoEu/owzuHOyl5yM4O3Nb8RG5l32Vbi/FOSSZWHVwjs5Bu2n9AY2q/UI6c3LlSxRr/oOjwDZ/JeCHADdnZ/iCCdeOPxjqLFWMJ2ANi+s1zJ13ZK/V22lJklhgS2WHaIap5vc+1+CBpyu2ty3LnAiZpQZFOd9d6mI5C3uz5ufiZKzBegHoM56LkYzKSNm+sNHmm+kqUqORucMucbjpyoif+mCbX/k9jzCRtgKlJalwGejM1wMIY/m9nFkpdryTpdyKscGjzKqZWg5lizEUzQ8W3Pl5FMXzoRoog9iUlIIpYUaswZMYwV0O8DJv5E0SdsaM/dxSGjZMw7p1Bqfq+ZiKy+SYoVZJSFJBnNq9xPPBNGesZGU2PwP8ZuT3xfI8wnZrgV6SK9KMaPDh5KSzs7css/dZGDyfjpoHmzYdmA92T3D9mHuecPnKA1XC0IWKBXeZvdd6vs8qSdZe0KUDVj5OZYSXK4T6jCAz77RnqMlLQE+1RGZBZ5ravXOSxKFSTbj1pj53PdDj7idUJlXsB0tw6ItsncmkA6Wg05Q+c162z7MmStq/kJlHPM9/l4E+lCZrwM3ZrAyjZJiTZRnslMDOmn9T7mvVxpCmkKR241iBptsT9HsS5/Jdq4S9ZebHl2j3xml2PPqhJE5EMbVqdBE7E9Sjz83IFygz+JD9h38jiyBkCPazA/xs7D1MB8oSqKUcViyVSpEFaw/ZOw8smx34+kNV9p0O7ATOTHsX7C3LWwKWNHg5g3I2rUh+kr79Ld/lGVOqIo6wuT0PypyFxbPMihQ2oyK1Qxw6nL8+5t039Hh8j08rGrK41eOqGHYqihNjQW6yJbt470yuWHBn+W+ZsaYYtrWV5aUuHY+yT2eIAVFg4AwMlQGPKYFanBXguWcm1ZAkhkFkaPXgZDPFn43Z0o1xbn/So9VyUHGfmy4SxMkkaZbKSdOzhyLlH866UYU4+4UwcqWOsN9Qmgyfl+ZslCWKKLN2SaLkQaU0Q7bOt/XO9XYObmm9J5qUP72twse+XLfboygFwgXhoMCmBgVn+L7PnkU58ySeecBKlF16NOV7ke82pRx4ybOhMzYXNvjUWtpGYa2y7UkclEr56e/rceCUy8e+4hAnmQVUSIwWhEIi9FoLry3Po8v0aOVK5snKr8OCeJSxYDbZxW7WrMg6Px6ZLCpL2m9Hlpzx+tABufbvcoDHCfRDWGinXLG7w7uuH7BuOsKZrgboXpWTp6Y5tURhQZQCpJNfZab4RGs/x7c7f692ZY4GqqParBxgiqznsTxuYDhwpszcZYAPsyYW3MkQ3FlwqVSM68YcmJN85b4a3U7mFhQZe6/JnIxMCMiZe833KksyUTpYr8bhZRNT4U8ZCe5Gt10sgJ3fZWm8RKkpQmqHKE6p10K+75Yetz9Y4cDpvBVHABItHEIkozv6DCVBIVEkWaHHAin3BeWLjha2LqCNKBHU2aSbIYUzVvPyGlf6BGe8NoKqswSZJgtitIENU4INjRqDTpVVWcG5+FzB/Jgm7PZZbNaQxgWGJdBCPpT1UBm5hrNxOOVtAstX7VrAj+4/Xw46h9q76MAuzcEbDmQfyhMldbaFX0q+p2a+7YYt6qRZUSchjDV3PVbjW88EEKgisETY+Ytuxt5y5POcTX+P5mqLeOPbgHv0OJ3pDx8BfKHDLejP6rTTCqV1xuKpzY2HKW++LOLN1/Q4/g2HUEvAsjha2CIQdg7tCJykTcgXEkXkrtqhCStn85y1c0Iy1pk3UvcoE0CZEYerx5kALx8bOBNzay8iKaybdWpMgDIstgccnBeMhx7OeZdMNA/cvnT7p+6sfO/WaY+rL3CYHtdU/KwSmM0dzEF4NiYaCv4zrreR14bgXhOIloMScsY2JX0+nH8n1wK7eMzZO9sgSY4GlEoO/SbSS7j/SY9/+ydjpNq1aUGRZ09kMY6tGH8hhxLljLx36YItf6fRL/xXoXxIFIUPJTdA5QGmLDO3ZW+jNVraUWxDFldIrYkTB89L+aUf77DvhMv9Tyi0Jyj2P0KQoOhnzwsmNwIjSzpcDD3iqpQDz2sVuiTVdFl+Mgw8i0NxFmlSziCNQL5UdBq9lWow2cLkKYPjSKbGXV5/oWHnNjjUrdx+sret6fzE3//mPIhfv3Dz+Pc2gqT4IE4+lFLpIrNB+UrFXsYjH9AMU4tnAHwkUjXFBx3mQM8c0ni2wY45c8uz6O9i969SgUeOgDxGqYTjS5Lf/4s6R076UFUlcCvLBoJS5mRNM/GIpDoL0MtMU7x+djovVchHjle5V7Nsvhqdn21K1U1JKiXSZCX8VCOEQxJrdmyM+Onv7XDosMvR1TLALZsnRjAwIHTOqWu4tFQUMiKXKMMWMylLnhNKFz/fXtqe9RiY0Z/XqoN8rDIlyehmrlcvO4gnFwIcd5yxypFfr8nD887kmMJgS7njVcN4zVALUqp+gu/ZfsU8sCtfdiMHvYjAs4nUJVfacGfjM2lreEWvlSklsK8JMMUIew/3jcmZW0l9lqzJMHOSeimf+OoYf3FPDROMgpvMEusJMzKSruw7KfjvbCAvV3/Xgn0Na5UnW+WPI+DOi0BkNYlsXuAo0Ed3RdCptMGnsAFnKhWyr7j1lgEvH+ry0T90ifxkqC20wOASk23gmqM027TXntJh2V4JM7TIZmmYvHyfl9f12gv+VcA9kvvPjoEeAfiZjRPlW058icorqpp2L2FhxSEIBI2aJEk1zrYNLiARRFS9kMkxTb0SUwkSfDctQEQezeZBjyErH6894KNsU4C/zOZnBXkGbDk6U7rQwDKfOJrJlJzNlSHfw9HKlPQs9wQlY6ST8K0nfP7kthqD1BlKE6Ey9h6dFDtS3BHDAHOoxcuJwLMhew3KX+X1AsglqVI2YOWDgYqh+VJkxTg5HLegjWVxLdEyDzwdUmF3iPvxd3V55Dmfu5+x+5CWLlUMDhHWRyF0dhVn7YpIax/IZ6TklUyjc/1ty/fCrJWa2bcTr66tzRqiHHb8DLuAhs9HU9Z2tbB7hoaJTRNqnZIkGiE9qhVJqjXO5tk4Y/CImj+gUU0I/BjPTYpt4/IPODJerJy2WrOZ0ujfMMLuxWNxAEzpYJTBXdbf+ajdUuuWKO/+pUvBpK1WFoGlSpAyQTkpvVDy6380xqGTPsa1oLbThCx7D7cs5MziTgaF/xbfyYhH4q8A+VB72qNcXqpHWX00uDRGZqlE21FTZFVycGcsroUijRTnbEz4Fx9p8sg/cekMJIgkd0LZc6IF0TDPlQWX2ecRmS7XmQ7n7IUvKUTpe5sRoI9817KUNeVUaHm6VwbsbH/Wkelf2X9DZFkcV9ot29uhodnTxDqiVjWkqcG56pIUhEInfUjm8T2NqxKktE55OyR9dFPOfG5esR1d8bMojEBlw/7ZZMwZp/2sWnztVhlDuSRfBdzF8xJ7u05CksJ//kKdZ/b6GCkL1s4ZfIS9zzbz5L8F0JQSX2UKGznFpUDcjP5qBNisfRRrCKYMBlv4MTKrcAoL9FQrpNBoqTBac8XumJ/9/g6//TlJlGZfMNPeSDDaKUBe/tyFTMklChnQRZ5KHKqeXLKXC17l71uWJjmw0/y76OH3SrUodutLjCA2kOj8uSHVw4PjGwNZPcsRMPDHmPYbxEmCs2HX9xJUxjh84FG++NWXmGtW8RyNSVPece2Ac7ekNKoSiUOUOCSJk00XyjbtTGWWnhpuSV3uRCnbPYur9ywILyQKQ3mSz5dWRdFnCHCl0ozFR1OCSqYokXlNcnlSSbn7MZ8//kKNVt+zWzzI7J6lBnP2zgs7o4Paz545OZvXxqbJhtLl1VTLSLbgjFRrFsMUpftMJsihTNEynwqbV0DtloBC6ILFhVCkQiNSB4GhEcT8xPu7PPWSx12PSqhmqMzvCIxWFuQy0/4Y3By1MtPi2mQB59BCK0pAL7T3mvM80ohcukDTrKCVGjuTJ81AHWmItSAykGhDagwmTSCJ8WTEZBCyY2vIO68ZkKZ2F48DJw2vu+oWLrvw9XR6bZyXD40xPdngtsem+dU/3Qqmaq+aKOHT9/aYHevy4+9occsVA7ZtgGrgEEUuUeLaOR1KjWy9XIz9TSWpMNnBLksXUyxRI9m0Ylkr7xSgR2TKME1YYm4xCm4pbWle5oYqN2XvYYf/8ud1Dix7xZ73hTzJ+kUdkee9TSFJ1mZP1hrvzwTwaHH+rKX6sxUNSr8ayYvnuecirimNbCgHmLm7TwuMHFY4pdRDuSI1OtHsnEz4+x/scGTOYf9JgXGGa08+I78M8qIvLQO7yjS3KlU4c2ehLhPB2hO8hrVzYKc5W2dbw8cGIg2RFsTakBqN0RrSGOKIqgrZuqHPG6/s8aNvHzBZd9i6ziEMFdo4NNsD/FlNdUqiY3BIXZLYoaY8Lt/g4biS9gCW+z5zzYAjcw2e3jfOleev8oNvbvGe6/tsm40IfIdB6JGkTjEvzoLbscCXEpnaHdlSYaf2jzJ5GdzDimk5wByCPZMkYhTgZXBLmZZkSiZN/IS5luDX/7DBV+6pYdxSxiTX3tgZ5KOj2Ep+mJEMiRnR1kP34NCrvOaKPfMm1gRca4A99KWUpMkZ2vwsYF9bvs+GyEuRb4+tEKltuL715j6tgeQXf2uS+aYEn9JmbBmTG0VU7GFlNbirrSwpXhOWvWWWOhTYVWet6zT/vkPrLwW4Ey0sS2uyLeEtW2uTgk7BxBDF+DJk+4Y+735Dhx94U8hl5yp0WqXdq3L0dJVWp0K37zEYRFww3mDKcYlSH2e8oRhv+HObpp07b3rd+rfNLzZZboO3kqKEYMlxacUOj+31eG5flS/f2+L7buzwgTcN2LY5Jhk4DEI7qzpNHRKtSYRCpo4FRKoQyMyXIBClVFf+9UfypiVwr91JV+WMXtbdJTYvbLAywXFSIjRfe7jGN5+oWq+JzDV3BnJEUbV0S+1oZ9fe5uw6vATsclpMMHz9DJ1SzpasofAzg0xGV778edYDWbC4GIK9iIuylKHd/VjZXRkSjXI0b339gPe8ocenviGJEuzylSe0Zf5ZLMiNyDYUkZkW1yYr09sZMCbzhRcZlfxrZ5kVzOi8lDQDeJyBe6ChrwWRNug0BZNYxo4SiGK2bunzgTd1uPWGPldfYMAEtLpV+oOATq/CcqvGqYUqc8sgnFkml4M7ZzZV5jqDEPU7/+F3eOtbbmw6SjXHqukPTdUW2LIh5OSCoddXdkVHECmHSCuOHHf41pMeCy3oxRpXpmyYifB928SrTTlVVCpSlBbt3BYp5JCth8WbsjW2vIWdHi3syDUBZcbcUtqGhlSkfPWBCv/X749xeM4frVYqr2ByV0KQTatyZb5TQjahNp99knmVchdhsZ2hGI6sy2cyDgfz5+MyzvI8Tz+uGaFQniQg1v4+X1nkMCZYuxHv2TuMStkMMZzjN9lIuODcmOPziv1H7Q56Z/oLbJZldEv2/PVRMVbEDfnfjuSzhym+nL0TY8HdSwVdLYhTjdERhCEMBijd56LtXd72+jY/+b0t/rcP9dixQTEY1Oh0q/QGVXoDnzjxmFuW3P2EYN9hzYaN22g0Gv/bKwcOPnb99dfbPXq2rVvCdT3cdAGX0+w96dIcNPAcm3cWSFIjWDUeqTDEMXz2m4rbHqyxe0f4/7b33vF2XeWZ/3ettdtptxdVS5ZkyZLl7rhhG7DBYFNiwARIJWFSBjJDygTCMJOQ/NLIDJCEwEACOIGE4GDAMaYbY9zkhgsusmVZVrF6uf2UXdaaP9Zu59wrWwaMDfNbn8/RPffcc4/O3efZ737W+z7v83LpOS1+9sI2Q40Oi4cjmnMB7aiUG1cppI1Jr4QZSeuemwiltGAauUVXBiUr7CQpTSkiuKUoafT2Ep46pLjqSzW2bPOhlvLuVAprzyxZcO+Siabs4doZuMqXXLrSYT0Jkx5mkhcCF+LepoeilIsaXam0cvHHvmC2ScvGf2QbNpFGbyGy9KG0Xe1opLSpQyEMcahZtyrmra+b5Z6HXXYcLF2Ocu4t0lE+ihhLY8opQyO6aUrRTFG6Ks+rVFqKEqebx5aGSCcQd6DZZuloi+G+Nq+9qMmlZ7dZtyKh4QuS2KfZ8emEPu3Qp9n2abY9jFb01dq4lRn27JTsPDSNqs4Rhh0gHUK1as1K3HqFzbtm+fAXAzqdKi4OQw3s7EU07UQyl0gS6YKr6cSSg7MeBx+scO/WBl/8docli9v8yivnuPTMNlVfMJtuOC1N6cl5d4Gge2iojeqlOeg5586yJz3pQZkghb05KmFiRvJ3n21w8wMBVGQ3Lcm/ipR7l0Yg9twvys6lDyy7dWVPyCPb0YAvSqAufVlwZby7KwrSvdkspw21EYiUd1tgS7vpM8YCGptR0dogUFbdJzSiaXjxqR3+yy/M8mefkkw20z9Gk4M7myObgxwK/i1Lzlgl5YgUwoK8l5llOe/0eZGG2BjohNTdWV558SS//MpZli1KWLPIUAsg0S5JbE2O4sTeOpFLs+UxPRsQxgrfU7z2vDledtYcujJC4p+I0HMFwN3aYmDdDQ9uvuf9w7Xxd6tqSL1iidhsS5NozcFmVsEVINzUkM++26Y23L9T8/2dIQ9srvGON07wW6/t4DoeYVSOUr05sK3dAAAAQiZJREFUhzK4C5AvDG6dF55kVwRPSjQlpi0NH7+2zievqTObpOaBeTGnKOooQT6loei3NLlVRfb+nrawUybaPVfteXvMo+w5y7i3oNWlA1ZUN8tG+WWdio3iGdhlGt1FKZpL+161QQsLdGEMQmuS2FD3Yn79DbMcmJB8+F/6aJWHI8vSmZiB3KTcf95ZakGeRWopBLJXgZoGC0z2XIlOEqpei3dccZjfvnKG0YbCGI8oUszMZRveAjvCtiEx2/LYd8RnpqkAn6of0N8Yo9EI37/uwo03HNq+owC4kCfyyY//r+aihtx+wSlVWi2D50niGKZmNHNhh2gixMSk2XwbCXM3WAAfYl1h91SFf/0GnH3SIc5em9hycnbrLdWnm8puqezRwJ0UVKVUki9TE+MYNm/1+NwNVWbi1BGzKyVowS2ETW8Vktj5DQz5/VIEzjeRvUAW5ZSg6P7MnwHUWWSbpygs/zy7b7rTht1dQEXa0ArirKeh9SvJKqEpXREyj+RxpKn7CW++pMm37vB54HFLbfL/uHvEpgV5NpEwSyGW/mCVSmwtDEWaHC+OX7aPcbBBhUhz9oZZfuHSFiONCjOzAXGiyHZwoucz970E2YLJmT627pJMziTEiX3Nej2gXp/bfse972/+j/f+YQFwgEsvvRTHrfDklls4uGcTjTqEkcvEdIULzmjhVXfzoc97XL9pGPwqSko7+UEWc9q1kXS8gM0HRvjSLRFrFmm0duzEiLT9rauo07MZWgjcSljxVAHuokopRVKkB13Ng096vP39Azy0tVSKL2lNytHbTbl3YQNR5L/LVISUVnWlCzkK8Ml8R36w1XW5n5dJKaK8NjY6dmt+TCmaW7Wh6OLkGbgNIi0CWW5uEKHh5DURH333FL/+F4KHnhDgUuLhpY2IAYQi0RDm2pVukIMpgr8o9WSmz8j2OUFsGOjTvOqCkOOGquw/2CCOrfhPiEJE5zoxngipBB2+cqfgr68epC4lQ5UOh+YM7djgi5DLXrqey15+Ec1Wi3kAHx6uU6nU2Lw55ro7p0lkjWX9gnXLDAN1yboVije+eJbr7+hHCEFNQZ+jCRzysSZZJDzkuLTaQxyciPCUR5Skf2SpM6doRSrRE5l9LTi3VOlXoXOeLaW2VU2ZIIVNCc4ayceurfLAIz6Jk0XtbFOZpQXT6N3FvQuQZ7uihSzEso9OlO6Irgd7Lk7HCupeMt7D0bv0G2n0hox7mxTQ3Tohk5a9pSiiuMgAr2UJ7AVdUYnhtPUdfutn5/jDv3GYjbEHKaOVJaqSyStjk/6dJZCXT37T832xr7FBw5Ma4Uo8OcCBI4LJWT9PDTsys7aOwYCjYgwJV980wH1PDHHKYslYA84/NWFkZJawNcvYIkHQGAF3Nj+cOcAPz3j04T+x69DQtgOHlq6amY0Riz2Wj1g/5ii2WmmExJeSumuou4aKa/BTYZ6XzoBfOSpZVB1k596EgXps/bfTJmCUBXJ3t0Z6KaJUyBEmBXDBu/PsiShlTNyEphZc9R81rrmxSkdlWZLerzLfWDqUvA5LVKQMdNED4K42u66o3YPx0i7z2UTyskajWyOd1QzKxZ7siaIL+KbMxTNjHpOV9LM59Sbl5SaN4MoGn8Tgi4QrL27y6E6Hq66tMRelkbwM7BzQ1iQqpngsC2Aau8ksZ59kGrmz0TeeshOn+2qSI4fHuG8LVP0Ez03wXI3nJHheTKAtP3IdS3cTo1I/eUPFlywfqrByTCDUAKMr+rctGVFPdDoqP675vQ998EO89GUv3TY4UB9NOlMXBWKWNcs9lozGjA81qVen+da9kpseGqE/cBj0NXXPUPWh6tuvjYqkry4ZHXQY6HNxHZmPGyl71RXdOQvfVF7cKQRVUhU8LEsPOk7CbCT41PU1/uITfRyY8NKhPVnF0i1y31IhhMCT4Kc57/IGs+z3XeS35xd+svy3yJ4jeqZbiNR9N7O/EwIpZU9OvDvvnc8tKj2e0aHu77Pmj9L9vBmkd8PeneHpygb1ZoDSiGoM9DUSztgQMtOUPLLNIYyPsnsWUGgsi+xJV7AoBY1seIGTgtt3DfVAMFCX+J6LNm7u3JV5oRtjpb3Z3xp4MY/sMNy/pU7Fcah6hiRxmG05OP4S6v3HfWTPU9s/sX7DWfMjOMDOIy6uH3wtTJzXLB4LTl08kjA+3GJ8aJqdB0P+/eYxKo7HgG+oe4aab6h4EHiCiicIfEmtomhUHTxHpLPGJVEs7Yhtaex4utL/mW8kympBUZTjhdSIHr6dbSyFb7juxip/+YkG+yddi9oevp1/pUgL5o3ElD7grq896cDSrXujKbo+9/JM4XJAP7bwnd7NMifl1Fu56plv1HujtummKT3qQ6MtWLIcuTDSViQpqAoG4lCzqF/z3rfNcGRG8tmv1iGIi41mL1XBMu4YiAz57Hltina3/HOGdKhZMalPCogizcyc3fhaXx5NHFvmkDXPSKGpVaq84cJZvn7nNDv2j9AXGAI3JPA81vjmgfWrkq+1WlHXoVXlb778+U/z+kvW7hpumJ8Z7mudvnrpNEvHJpiYm+Qvrh7ge4+PMFKVDFU0dd9Q8+14ZXuTVANlbxVFNYDA03iuHRuSWRtLVapMqlILmiq6czKwF4Y+lqpk3TpSJDiB4Yk9Dn91VR/3P+aDX47cpSbiNHMi0+jtppJYJxXud01m7rnfW2m048RLjRB5NC68sHtHIHZXMHsiuChH8d6oXorcZcvpks1d0fWU/Y4pHG9LEZpyNM9P0p5onkJVYDXYff0JFR/ueNBlYlKWkNLD1Wy8BlGc3N0WG+XjZ2+uAtexVt3ZsAUpSz3+Kf3SpHuALHgYwUi/Znxojrsfl+ybDIhC8B1JJwq+uumevR+54g2/2QXwrggOsH7dGCCpiV3sO7yfT33D8I17Rtn81CAjgWKkqmkEGTWRBL4g8CQVXxL4ikqgCDzLxx2VZkSAzJO6kJUWLWlF76Omt4hT5uBSxlYK62m27XX4o4/2c9O9geUcshyxS5kTStxbMM9jsKtrqBy1SzmN3g6VZwzL4qjfHC1wL/hDU9ppdslr6c6qdPNt07XZ7IryWmKEydOFVh9kJ7QKYUCrQjvSNrz0jA5/+vZp/udH+3hyn1fw8WzTmWdXBBhr1xxhR4CrdAOsMiMhU7oiURR9ksQQxYZOmCAlIGTazJHN5eneRANccvosKxYd5Gv3zHHDPf1sPbSIk05ZQpLoeYdxHsDHj38xjnLCz1+/i3/68iRP7auC9llaE/RXNDXPUA2g4kkqvsD3JEEGbk9R8SHwTBq5Cw/vsktV0dCgi6xJmiIUPWrB3AKilA7ccdDhjz/WxzU3VAlFeq07GjURhRy2SAWWLCDKcUksHP26oGpYmIL0UNVjXb3KwoX14enPTbnCKUqqQwueLmEWRelelLwO89RhqgEXWlknCW3SljX7PycYAifhjZe0SDT8z4/0sfOgn4JcFBSlK8uiiLEleCeVESRptkdT0oBnI1oSiBMIIztwNvMML7rBZGofaNPMOh1A1YkcVo62+K3L21xy2kH2zKzkZRdfHCZJxHt//xkArvxhFo/0vyvWJ6+vmOkXL6k1qfqGwNUEruXbvmejduDJFODKfu9jAe4b2xnkZCDXlC3WytPCym1n3dG6XMRJcoXgzkMuf/jhPr747SqhzNyonPmROwW3SMHtinRDSWkDRFHU6RLq92RHRM+JQM8JME+jhL2kimNBfG9TQP5KZf4tCvTnArbMVqKcXVmAi89LH6YZFCPzKGpTiNZJSwgFaQoxjm324s2XtnAUvOfD/ew85NlZ4RnIoVT5FBhUqulO+zeNFVYpbQdNJTq9JRBJg4rTCXOhLmi+SaO4yZpoRO6Z2YklzY7L9GwF14kYrldYv37Dd5csOu5dMDHv8M4D+NLRAb7wH9+cWTle3bJ2iXPBocMoO3xV4CmB51qA+67C9ySep1Kagr35msDT+F5qO5GO61NKp+PwdD7Qs6t5uKcNrZzzVjJBKs3eCcV7P9LHF2+oEmbzBbtaz0qbzHSHn8lhF+SF5Zx3BvZSRJ73dV5O8GnWs4jm5hgeN0/3YJYbz4o/zAd5lrrr1q/YrZ/GFoIkWSRXeQUzjg0OmisvaREngnd/uJ99E9hIIaDcDZR91VoSSjvHXgk7jS0WILXtBoq1IEpSp6w4NXei1PtLZltnqUo2OjCKBZ1Q0XItnjA+rt+fVEaGtzz64Hdm1p9y8TMDHHsiMjs3+/Yl430/o+PmaZh0IGc6L9NzJZ5ro7fvCQIXfN8QuDZyB57t5PZdm9fMQF4eANVl1CNK3Thpy1khooqRSpO48Ikv17nmm1VCmXHuo1ETK6aSMs2apJ0oNnqb+XSkXGkT8yP3Qrenw/WzZiq9tfkFANzFu7tK+oUQiy5wlyhLCj5rXp/mwbHdVhgbzXUK6CySZ6cMUiEScEh446VNtmx3eP9VjVR4Jbp1K6WKZ2wk7XSoVJZBkYBM0lk9WQNJfsCsLiDL89uGatsaGceCOBaEsaTtgKNkqhcSNAYaD87Ozb29Wq0veGgXBPjrXnspn/ina5KVK1eZJDxEq5UQJwLHkXiOxHUlvivwXfA98D1jAe2lAHcTPK8AuAW5vSmn8OjOut9lSTDVfd929uMYvnV7hau/VaWT0RLp8HS8O8t25F3y9BZ0zHwQ55G8hLSubEH54YVK8uIHRPj8TWRe0ezi3QuDvzyluNwRlD+eqf9ykNvoKNLij840J1hpdDZPPgNmxkQ8Et708ib3POrwzU2V1H6C7nJ+CnajIZLSWjSnm8M8e5OUj6Lp0tRoo9N2NmM5ujbEiR0AG8XpMGKH1P0YTjp5mTG6nZx06muPHeAAr3z5+cRR6+p7qw+uvev+iVonrFhK4topbL5nk/UW3BbYnmsjt+cm+K6dIOw5FuB20GpcsjVOvQLVfFVgxruVo5GO4frbKrzrw/1sftK3VQLZS01K35PZCWTgLk9G695c9vLurg1lV/ps4U1nF/5Lv/ODrnKzwNECusn/6a54UtpcZvmfPJoLU6pmFk0o2UYzs48QwuRgtyBXlBEuMWxcFfLB35niDyR89bZqmj4sR3LTBfIQiRbF3sLE2f9tyDxfklzaa7l5khjb9pgkuIkmiSVxrIhimVPkThQyE/bNLV35M1dXq5WjHlN1tB988IMf4A2vu+heI/vf9vjWvf2Nqp9ybUHFN1QCk38N/ISKr6n4CYEf4/tW9RV4Mb5nbRtcN7ZRXMU4TpyO9OvxDeySviZID667tcJ7PtLPI9tL4JYZ33aYt7FMK42+oJhMLIriTtdQq3L+uZSvLXfMlE1+upWGovQ7Iv8q8u9Llcyny4OX/6+jdvj05szLE8xKj5fy4mUb6iLvvYDtHIV5aNdZ23OW5zFYw9hwwqlrY3btl2zZ7hx9J55KY3Va0k/S++Wu+u6R3qXHdfk56QlgsD2+CfhuwplnnLrv8JGJXzrttLOjo+H4qBEcYHzJmfS3pjl13aO0220mZ10Cz1DxNUFKR7KI7aWcO6MiWdS2gC6Z8eQpP52nB3NqkmpMlKMRDlx3a8B//0g/D2/rBfdC0dt+ykVK0M55zM3ee2/5B9fdSJx9rvOzIj2f3fO5UhqS7vJKkT19h2mPJOnjOT3JcuPCFNJaWYrmCDtsB4qInK3y92HMxuMj/uId0xjgK7dWC0DLLDWj08/HCsgTo2gJSWgEbSEIlCDQ2nbTazudwWZK7P0oNviJwUv5d5xPHJHsn0io16pcsWY9gwN9T3uonh7g48s6cfP+34pPcj//ueumakN9DrVAU6toAi9JaUlGQzReFqWdBMexkbvw5s5ArAs1oMi8TooGBiE1OPDVTQHv+ft+HnnStw2TskxNFuDfstRAXI7Ypbx3rx5jocCTAf7p6PQPS0WeNZ67KHipYFLi62lFu1tHXoqQJvPxTh/T2I2eTrm61NJObEAfHeSieO0kjDn5+Ij3//Y0WsPXNlVKhYIM4AZEYj8fIzFCEWtFIiQdLWkJia8gUIaKygBtiByB50CUGCvgSyBONMYYAl+yamnMZNI/d2Ay+a0T1izu/MAAN8lTun/4uLvrU6+ZlvLq2kBdM9CIqQWWgnhOwbMdN8bLqUgZ3HGe5hPovLiT7f9FDnKNUBqjBF+/I+AP/jbj3LJH9jq/9UyUInc203KhqWgLFndK959VeP5xh/KyXiXl1+U30qXwybi16H4sryBqS5Uy3z87Ik1jtO1TLTzCKTaSpfv5I2HMhpUR/+ud0xgE39oUkNhUTEoh0wH1ZZW9sKNUEunQkop27DArJb4jqaZAD2KrUPWzkn5k6DiGKBZImTA2XOVtb3zF9Oj48rv3Hjo0v3xZWk8LcOEsRznqkNF7rnzNpetvmjt8u1uryGLepGM1u46K8Vw7591zI1wnsmIoGYFMQBomJqC/T6NcGyHdNJoanf7p0qCV4MZ7fH7vQ308tsPridw94C5358h03Ah2U1kGd67ZgHSqWDkxskAGumdzudAG9IW4uvLkeTQXaWU0NUUWlj1YRyq76cyuB7lREFaEZS3ahAVpuqSEJBs1mR2/0LBhRcSHfneK347hpnsCEmHsk9MNrMDa4klsrGr0GaYmis8ykQ7NyKOlXDxHUlWCimMIlMBTBk9ZzdBUC/ZPtTnp5NOiVttcOT4ydAj6n/a4PC3A+xsOUXMra09cutv3Jrc9ePjWdevGDoLwSBLbH+c4Cb4b4XshSoXMhTFPHYJN9znsPezjuHYXdOv3XU5eFdKoaAbrCeed2WHFopjBisZVggTJt+70+Z0P9LFlRzlb4nSDW7qlyN0TtSGP5CKlJpm0VfSG7XSDVa4d/qQscdRH55VF7fycElcXFNkXnXqg5OdvVuXMzX3S6a75y1l7jEQXkVwAhDFrl0f8/X+b4p0fhG/f6ZNoK2obrBpWLI4594wOQ/WERsWwcVXCbd/3AFCuYM8Rl033Vdl7OGCyFXBE+jiOQ+AK/DRpYDSEScTLf8blpI2rtzUGj9/9vYd2ctbJK572WD0twAGklPzn9/zbjlp98ZWnLBv/N82ujZ7bpBoIhFD4bkyYhDz2lOHx3ZJv3t3gzkcq7N7vMzPnIlSqGZaab92ZQGzda5cu6nDa6pC3v3mOczZG3HqvZ8G908NkkbtrM1n28S6KOF7KtzNgFxrk0nhwCu59bGDpBskLbR3rWzK99zKaUnqOTlOCmGwig8kt36wthC5JbzNMgDAq5TsKMMgU5H/ze1P81w/0cdv3PM7ZGPH2N81x2uqIJYs0vqswkULHipeekdjPRGlmmh327p/lzs0u37g74NHdFbbvrjPTrNB0FI5IqLkxsdZc+qKzuXBD+9cPT96woyXPfcZj8IwAV8EqAL7+H7/3UOCpP7n+rpWf33PoAL/0siZrlrbYczjiH6+rcN2mPh7a0cAIDykcpCdxB/LRnthpWAlGR7TiFlt3CbY+akXr7VaLd/9dgy3bXQvuvAOnlDWRRYUyoyQZuMtWD7YzqODcWWEnizblnssFodIr6KaUoRCl5yzwvOd0iaf9lqPBvtjtQC6HzV4hj+TdFUfLxVOTICEw6G7OVjp+ma5FGIWIE05cGfG/f3eWd/9dnbdc1uKNr25iZiRh26fZCohjlzhRaCPT17GyjRXjCasWx/zCy2bZvHOW6++Y5h/+Y5BdhxosW5rwphdPE5oxxhadfEtt/Py9naDDioHgGQ/bMwI8W32LrqReC2htfZBtT97J5PQE0wP7+Mt/6eOfvjZOLKtUagpHCfxSd0x2XGIjaCaSuchO54WYE05oc/H5HfrqtmplcvRJoBS988nDAkdYdayXcm1pfdvtHCFKm8gucHdH7zI4FlTt9dyODUrP3epOWxZwLR5fmGYJerYZ+QmablJFAXIDVmmYJgCMIB86kLbrLPC/WHWoTTtajzejQSnDzLTgxtt9zj8pZM24IYo92p0K7dBPm9BT6pO2Ks6kY2hcFbNqccjvv7HJcN9h3vUPFepBgxUDDqefeQ4Di+t/t3nznVs3bHjm6A3PAuDHLVtDpdq4++Jz9bUnLzt8xWjfHXzt7oBrb12MV60xGggCZXCl7qocZsBKNLRiwSEhmWg5rF4a8ke/OcWVl7RwXXjz5S3+/JMebZPG2byQY4EupLBG58KkfiYl+WtGQ3Ju3WMwlG0cs9ww3Yy1XEEks6I6SoR+wTCWLCWXvaOeRH05BVreJJs0uyLIJkukOuv0uGVd8EYYhFGpB7iN4l3nirD9nEleQEpQJHQ68G9fqXDnAz73PmIlru/7jVmWDEpaHeslGEZW/pq90bKbmaPsKJJGNeC1583wrXvnuO3+GjsmNnBO7eRr1x6/7u6pqZljPkzHDPBlS8c4dHDPjrUbznznUHCruuN+9zV/e+0oyqlxfMNQcTVOCdA5RUirbMZY7W+kNQPL2vzxL07yhotCvMQKH664oM0H/qVBu11uY7EURUg7+awiTN6V0zU/p0RLnhYPpdWFX9H9eJZXLj92tGje9Xs/qiWO/nBelSwBW/ScwIWWJgXqQrHXUNBH0npMftYX04h1mv1QWcNB6cCItN1NC42UNkfVCQXX3lpBew5t4XDNTT5Ih//28wm+CDg8WSOKFYaijzSrzmavqZRhthnQV/N4x2vmqLhtZpLal08748x37tq1e+dxxy075kN5zAAHGBldwqa7b90ZBOc99PV7W6+ZOLCD1UOavortOTCZmbkuAK5U1nBqy9aLR+HCsxIuO9sj7ii0iPDcDstGEi44LeSrtwdoJSirAh1hwR0o289XTB/u9hEso60rKpc+1DzCdUlMc83S/EJJ9ho9KLfiJtHz/FKO7gfEdX4T3Vef8pPy7M8C1fFispkpilVptBdd4C9pWLI/TRcZk7x52Zh8CJbMN5opsxfKpnezTaiAm+/32HXQxSgPnIA2Htds6sd327z05D6ECGykTqdVO2kLI6TTHBL7Wq6jmZ4LGKopfv8tS/GHT3/o4Ydu27nx5Aue1TF9VgAHmI1X0uhf+v4Nx+9YZWZn32TiaeoVBymh3dHMtjRxYqtkSoGb9t35rm1IXjwiOHFJH0cmDLVqi0rQQghDpdbiZWeHfOM20CXZq5KCQFpwez39lLIUwbOEX1GapihklFZX5c+QS0jz6nfpZzmPyemA6HqNhdbRunGeEdxdCfoymM38E7gL0SUw5j7r5apt8dhCS5vsuHUPC+v2iTRIo9OJx8XvytSD3Gj7YWgJ37rbozPrgOeBU6Hquoz4hm3bPWrKZ9GwolYpd33ptLXRKgRnW4pWx+psqoHD0kVDrN+w4eoV6095P+x+1sf1WQP85ect418+99Wptccv+zXZ3ra0NRdfUPEN1cCw/3DE5u0GJwW251rteOBJKoGirybpr2vCyGG6GaTS2RjXcVAIXJmCKOPdQuCLzN7YFFYPshBNlaNYFo21gaRU2+uazpVlDjJwlMFOKaoJ0/VYVwA3lDojjrKeBcqfsfRviuctaAWR/S2QZz/KJ4YUCwA9FThlHDwfTmCKAlF28li9kHUJVkYUAq3EthgqrdBGIY3VbhskSBdHufS5MFzR+C5Mz8a4ShBGimogrZ7JFfiewXU1UsKuAwkHDhsCT1CvKkL6bn3Jxcf/2rbN32mu3nDZcw9wgF988+U88fiDzVPWXR5+/+5rCZz91GtzfOMuw+HpBosGreow8BS+L6n4imogqFcNgW935omWxIki0cpW1bSkHUlMnh5UuFJQkQZfpdw7ddBSKQfPMig5DjJw6wzsWSWvSJCl26tumYVJg3UZ6D1Xgjy6z9uZLgxmU4r4P+jqqqaWXrlo0DDzovW8yNvjlVI+Z2zRJ50OoYUdLpa2shUAByWkHYGSWmHb92QblGWiSdK8OVoQeFbpiJA4Evz0s9La0A41s60YhK2Ixokg1gKNRkrB2HAbnCb37/CoK8mJq4Z5/XmXhpt3yOYZpx9b1uRHAnCApctWYoy+i/Ck8yb3b61ct6nNtbcNcdwA+K71SKkEisCXVH1BJTUI8l1rByHy0GkP9OSE4Ku3++i0x1JKiS/BV8amBVXmpbFwBDekkstUQyE1JNnjFKKijMOaFOQi/T2BybxACxu++YXBUhm8dCJkuutekJtnBnlv9BapWEmUfl48VkTr7MCJNBco0o1a4TGTyYK7I3p2sAy2ITg7bjbglOYpUXgKJjLt6DLdVCaL7olK0hEpisvP6/CZbyccbhZXGYMNOmFkaHesehRDPrwMY0+Gdqi44oIObT3HjfeMsuHk01urVq28S8pnulw+BwAPKg2Mnn3vklUXmK/eev/vfvHbe4PjhjwWDQlqFUUltZCopI3IlbRX03PTUdvZZTMVW7UjuHeLj1ZWZ+KKLHqnkdvJojipXwpdZXg7GsNqhbPNLumHF+ti+FFW2dRpwSj7tAWp3ZjJjOVFqsCz2qMurce8iF3KP9L782OP5GWq0XsS5D8r0ZM8x0+RapOl6J0DXuoumgLkIM78uhMtiBJJEtsm3/xYCWwvregeC1kYphpUoklUTJwoTl/boeIlMFceR25HAIYxtEPbg2s/G4M2qtRk7GMY5vXnHuTkdUPtl73sor8xwvsfA/3VYzl8P1qAAwhZ1+/4k6vfJ/Xq6JXnBn/oc8RzHEkY2QhuzX9KHT+eLjYVpQ57pRIeeMIhMbaoI6UiSGWUnrSSST91Q3aVQanMsKcYDGUjEkSCHNxJqjUOE0FS1Cts2ivvPBEIbSOeycE9n5bYn6WZBErUhZ5I/2y49zP8cCGbNftNL0XppifdI2F0bqaUb0SNHUNIkupRjO19jCJFGFmAZ2pEKQ0qETbrUfImybvVpEElCidxSLSDJOS01R323J2QGENkLA2JE0OUGKIY2pHtvbSdO7b3Mk4Uh6Zg1z6P0zduDF/34r6/bvT/+5+L4O1PqxZ8TgEOcPmZXqjF4r8KRDucmdjzp7c/IKQSNRpVaFSts1XmN+gokzYd67wJwlEJwov58u1VWi0ffA9PWumkr6yZp6eskVDmiORIgZO1ZqYdM1YRZ+gIe+AQgo4WzMaSThrBhbAtTI6w9h4m23hlCs90HF4X0DPMlip+BRcvksfZBz+fphwbwkvYLYou2WNdxZsCyPkmMO9CKg/O7R6Uq2RS6uixqT0pNEYLEC5RLGm1FZ1IpkWYzMLYpvMSZSxF0d1UzL6+Q6wS4tilVlH87IuafP22iMTTdBKVNjHYdrQ4sZ36RmvCSNCJ7FW3GggCv8nmXY4eWjL+p9v2r/3gU/dPhD8sPn9ogL/q1a/jyS2fbQ32j1x7890b/uTBbQ9xzomakQEYH2ojBEzMuNZ5SWS5zySV3MZU/JBtT8G9WyvEMkAqJ/cd9x07otlPXWtdB1wlLBd3bG49M8C0NEXguYY4galJwb4ZQWQ0WtrEvDV+txXRCiLvIs+AnZjMrMYCTVMAPo/U5ihMhGJj+UNtMLty26UCTValFfndEth1zrXLQwK6p8+VZhmlElglBboSA4qDEzWmmy5hVFAQa7EHjmNwlbbUxSllpHKAa5RycB0HrT1OWx2yevkcj+2v0nEVkbZRPNGpHYQWJIlhYs7+DWMDMNCQnH5ih7UnnWTm9KJr79t6oPWrb7ryh4XnDw9wAO2uon+s+ni9b9Hbf+5V/f9HtO6VJyyf5sjcHBNTAXNzQ6lBpz1oVkduNeRKhnz1No8ndlYxjkegJLUM1Cq95fbMWVe1jeCuEqjU205JkVIWQX9fgmjMsCKeYcdTiu37fIznYKQL0rG8j0LBkRvX510v3aNCesFdjupdlDy/I54VDy8bCPU+lue5uzQovZSkN3qbbnCrJO+sso3fMa4XsX2/ZNtTHs2Wx74DilbHpmbt1dbudVwFbmJIHIFrdJ43z8+5bAqe0oSxSzv0WL085PIXzfLYF/oIE592knqbaHvV8TzriEYQcmQuYsseH8cRXHjBhXrdulVvn9LDj7v62MvxzznAVx9/Lk9s3RpeeOHJnxwNnqwSmQ89/OQBPnrtEG5S45wTJSuXpC5TKjU2dyIqfof9kwmfv7Gf6aiKqrjUlCFQmed4N7g9t2TY6Ij0vsRxpC0meZb3Lx4x/MaaNuPDEzyxJ+Qfr69y3a19zIQBuAFGeoRpv7XAdgOprKtbFNREl6M43UDvwjO90fzZRvCea0GZkpSFVaIctelJAWYbzMJESaYN3Y5McJwIR8X4Xkg7jvjijR4fu36ArbsGWdRX4eTjNOODCdVApfULe6xjx9jx2qkRj9HFG8yampWwEdyJXEKZ0Fd3edMlLa6+scmeqQpNx6OT2I0m2Nc9btzjnJM7SHeCD/y7w/72Wh7a7v3+Ky5/0Se3P7k9OX7V+hcOwAFWr1nDkSO7k/WnvfqJ674zPvPR677ZaE7NccISlUZYe5mzlhIRFT/Er7a46gs+j+xqgBNQVVBzDEGJlnSB2xX4jsB1LaBd1/q0eJ4k8ATVAPqqmoGGRpgATB9nnjjJxtVTjPTHfPL6QTu5wDEYfCKh6AhQOtW1pFRF59MTSEfnlaN5ZplWwmYv0hc4AY62xAJfuwRSXeX2bmpSFGKybElpY6l0CjzbH+uoGN8NiZIOn/pKhT+7apTJcIBGrYIwmunZBE8Zotih4lvXssgT+EkmvxBobfJjgMlOKpW6kxVOwO3Q58SlMW975QT/36erzHkuc66gHgmi2O6V4hgOHqlx/JKIv/hPivqic2YGxy58Ys++vcnxq47/UcHyRwdwAOlUefSJ9pdfdMa572hO8Tff/vaNQzWvTV9dUKskVCsx1SCkVmlTrzbZ9CB8ZVOD2aSK5zs0HKjk4E6juFsCtytyQOcGRJ7Ed6ESQM3X1CoJvqNJtKTV9nCdKv31hD/61Rn2Tii++B1bYCAdLR4KiSsEjk49VNLkSm5hgM26zNOllB9LHy9Lmo45mZIntss57m6wF2pI0xXJu0eOZ72tRVrQ2uSlY82dCKlCrr/V48+uGmKiU8et+DQ8Wx0OI0OzbZAiSW0alM1Tu6IEbkHWiSyQXVYVGU1RyqXT8WnUYi4/r813H5jg1kc8JlSFiiOodDTNjmF6LmHvYUlfYwlnrb/wyJIVZ/+O0DNfnotrP0pI/mgBPtA3CMDExNRnrrj8Ame4T75/80O3jw7Wphjq6zDc32R8aJpGfZpND8f8wcf6+d6WQWQ1oO5C1TEE+cYyBXcawX23ZBmXfrWRm9TKIvVq8WwjNFib4DhxaHd8+vpC3nzxHDfdVeHAXNExlGhJR6Sd+CZ1PhW9VcySFRoloGdgNt0bzBzox4xyU6Il838poyqih48Lut16u7i3TKyXesbBnYiJlubqG2tMzARQ93GUwhE2ZRclNkftSJ3XFaw/oCrs33KBWdqsUAK4vXI4+UnlqIQz14b8r3cc5l0fVdzy4Ai7owCMwnM0rhMxNjrCsjUXHVx03DnvDqP4M5XasasEnxeAZ2twsJ+ZmZmrLrrwPDlUO/CXk/tuH10yMkNQmeC+bR227pX86zf7+d6jA1CtUHUldVVQky5wu4WmpQC2sgagHgSuIfAMgW8IPGsZl+XZMVYhl2hF1HK57Jw2F5zR4j9uckkcB3SMEYrISCINrrT5clWiKd0TzuZvPLuqlT+IyopyfrsEaHEMN1mK3qUNpugBupIxwom5+V6Pr95Zg8AaJ2WFMqvigzCCdlZl7pKpKcrbXPv+ZOl9qDwVrByNily7uW1VOGttkz992yE++40Om/c02LK7n51HXBCa80fXHDzp5HPe0w71VY1G37M5ZM8vwAEajQa7t37hk0vH3aQqhz+w58DuoX+/zuO2hwfYutsligxUXBzHoaag4qYAdw2eSw5y64EoS4afKbhdG7mzW8VLrSxcu4lV0tpTWCAKEq0IlOA3Xj3LXd+v8NS0CyIGY7tLQiHwjLFRPAM3RQW0l1uX89tPI0l52iUWvC+Y1+2fl+7TN9GjIMwA3Q3sYpao48TsPQKfuL5OHDkQqDRlmlWAIUoEYWxwIpvOtYmgosnBFO1W+fu0mSeZglulNMXBkanrQugz29Scc2LEqavaPL7bcNvDbT57wwBDY2uPRKb6rn/8l2/90zt/42efKxg+dwAHWLrmDezdctWnncqS8LbH4o/ddOfhRrXis2gg4sBMi46R+DK1CEjB7bukdKSXlqjczdZPaYmfAzwpXLYc66il0vGD2YeojUDHijNPDjlpbZs9m3y0jEEk1pDG2LF4uWF7+juZqaWmVN3M6Ui3dhwWBvmxAr9LRJU9Jgpunpfo6R5cmw3LKoYG9AwQcGMe3uryvQcDjKPIvI+z6m9mZxwmAhWVHV8htzU2hsLpL3OGTa3qhMzfh0qLea7jkCQOSToC/uCRIUzcz0tOarJobMnMo3uW/peD053P/eW73/xcQvC5BTjA318b6ET0Xe2pIH7Tyw/+88TBXcE5p3Z46KkJPnz9KK7wCZSdt1mAm5yW5DdPpPnT7sgdeAm+nzltJXhe6qyVDbHKo5/dVDYqhhdt7HDjPTHaOFg3SIfESCIt8IQpeeL1eOhRMpsvodc8E4Lz54gCqE/3/FRM1cXH5/kKlrQ8XUWe8igY6yYWR4bbHvSZaanUkMa+clwGtxTWqzsVb3UvnXYAQXZy5ANxRZmu2IyKoxSu62CMJIwN//CVGpu3jnD6qgrrTjipffq6vv/0sxeLL0zNtPRfvvu5xd8PLtM6xvXn73oLZ61MkrNPHPvC+hOW/OJLX3Rce6S/xbZ9Dp3IwVPpxtK1GmA/myJR4t6eZ/l34PZEbj9JDfctuK3bVtwdxaUuKQAlKpG87qIW1UpsZ2gYe9PGpBHc3nJgZwDFdOXAFxZdmS7tSjdg4dmQmK7pEbnYqndMYApqSu5g5Qie5sCbbcGXbg6sr7qQ+RtKDISpVieMoRNDJxJ0IuhEhk5o8q9hpOlEmjC7helzQ3trh5J2KOmEik7HIYwcoljhuZLjFml2HQ5psqwt3MW/OBOt/cJ37+lPFq3+1ecafs89wAGufOPP4ahWsmfmLV9cs6r2yw88tar53fuH8V2FKzW+mw618rBzf/L0X2ayL61ds2/BXUnBXfGso23Fj1Mn2yh1s7Wmn0pmH7pJPfmsR974YMLZJ3bszsrEoGMwmtjYUXiJKVRzWVfQvI0mR8F4aXVx9R4tdvZYbym+vHo5eh4xociklDeYJR1K7rvuJtz9mMv+CbcEbgNGkxjoaEE7SW+RoB1BOxK0QmiFhnbH0A7trRNqOmGSfjV0MpBHgnYoaHUUc23FXMchDB0SLWi1HV50ouLXXr+4qfqGf/k1V1z+xSd37Eteeflzx7vLS/3wL3Fs61/+9Wre965FvPjn1z/y+kuDJy85zbxsw3G7gr0HJVXlMNSH7fJII3a+oXTTVKBvR6RUfJOCWlMJ4sKy2YsIPFv+d904jeCFHbPIL92GoJrgSMPXNwXEunCtNem4wcxy2doti6LBuTxeMLdMXsA2WZZuYoH7+e+RD0ntHmVo8p/njyuDVDaNJ5XluvamU12Pth1SMkE5MY6KcN2ITqL5s39qcN8jlVSKXDgVGJHaGZf2E/lQqzyvb+afYPnVJRVlpadipjMxWhL4mlbY5rM3OOyeOH1qw6oTfvOXL21f/fdffJxffcvP/7hg9+MDOMCnrvoKn/i7V/C2XzEPrVs8tKdWH7/o8W3tqi9CFg151CoKqWz53cs3leS8u+JrqkFC1ddU/ZhqEBH4ERXffg38KAV4ZD3I82GyRcOtEAZXGcZGIx7b7vDoE17XANlsGrKbN1VkIBSFHUZpovH8acfPHuC9YM6n0qUN27n+PZsdqrKiirZpOalLfpGxtaxWMX415PrbPT76731Mhb5VqGXWd6UpxfbKJYjS0X1Jl6hMUJYLQOGNnk1FyxCfaEGzbakKRhPU+tGVcw4fmF7xO3c86v2rJyQ/f+Uv/Tgh99xvMnvXW3/lLbz1V2D7U1OfXr3ecd70mtv+6uHv3zI60pjmyLTkwGGBoyRuXuQpJkkE6fyfILDgtsAOCbwQ34twVJRGbU2v4Mn2HUq0cIgjw2g95MpLmnz9rgrtSIGMIR0nXfDwwsW1V1RVzp78gHLwp10LeZSXH89OWEl2QqRe6ykH97yIVhOu+XaNAzPpiPPcZyb1ajMJpOnQKDFEQtJOJM1E0k4EDW26yvMZli31K13FhB1V7jpwcDpi/+GEk9cOcvq5Fxy8+NVn/yHEnxZiiI//uMHG8wDwbK1c1k+z2fzUq19xoThxpfrL+7//5dHbHp6jqqo06i6+K3Bd7ChC17a6BZ6m4sfU/Cgt+XeoV1s0Ki18r4PjxNZfHEgSSbvjWhelrBqnM2gYfKV5yekhP3/JHJ+9waWdJCATtFFE6bSBcvUyW70AXjAbYp4F0BdKqSyYIO+VznZflbJ5o0JaGXKYaD57Y8B3762S4NrInd3ywlQMcYQViNixUolQNKVHy/FpBg5hRaCtwiotyWfNJvYqktEVKSV+w7By8SRH2n2sWX/hwZWrX/Sedst8qlJ9boo4x7KeN4ADVKtVjJn55LqTzogf3598SKjbBvsbsywaspGiE9mmBlcZPEfjewmVIKZaCalXWww05nDUHHdsNtz1mENkAps60wnrl3e47OwIIRx0LO3QpWxWDQIRwdLhNr/1xlnufyLg3i0eOFk2xV6mNd3Vy2w9LXh7Uoj51wV+6Vj0hl30IKXExVSKbiVhNi3D92LufVzysc/3sedwgNUp+yA9crfYdPfsqg6vfdEkJy7voBP7/8RactdjNe54dIADczUSbfUn1t8mc01Iu3GUYWpWMzWrCTzJ+Wcu5cJLzp0YGj3rDyZmkn9ePPaj1ZY82/W8AhxAiAZ7DyWfOXXDeUcO7zm8+rhF8V9vefRmd/eBKn21ChXfHlTPsenAih/RqLYZHZpmutPk41+o8O83DfLkoSoJDgJIoohTl06yePgQZ6wVzLVcEq3spAelcY3dFrXbmo0rO1x2/hz3ba1gkhiUtvMZyxVMeOaUybP6mzlmNW15o5f9kul5rUIma3m4Nglfv73Kg09W7AZGWnA7UlnLdWEIjSRsS35mfYv3vnWaExc7tDtumo5M2H1kgmu+O8f/+dIw+6cGAQdHJumMeTv9TBtwHclgX5NdB9qMLH1JpAL/XevWnv+E4wZfEcJ/HpFl1/MOcIDFI0ofPrD1y//pV6/wHt18f3P7/vCjh594VIwOaOkou4FzHIPvJdQqHYJglm/eE/Hxrw1z92PDRJ2A4art2TRGMNvx2TcneWRXk/XLXeZaVYzJmi3iUle4pu7FvOElLb59Z4s7HvXBTUiMynPgOa7L0tVj+aOO1lG/sPS7SxK70PNz3csC9KWQymo8L+buxxRf+G6NMPZs7lV5eEpRTycoONJuLA97khOWawaCGkem6jTbLhiBUgljfR1+7ZUtzjphPx/7ashND45T6Sgqnib2wGgro211DKeuq+hLXnqacWqrf7sxcPo/PfDI7vCs0054vmEFvEAADjA8toab73oorFfHPuNW2zeddQZvnJ4+9GcTM/tpVAVKGXw3pq/e4nCzxfs/N8yD20YZ7VcM92mqrrUDMwjasWC243HL9xaxblxSDRRSJnhujK9ll3NTFMWsGO2wYjTkjocT0AlaZcZB3SmyfIn5YFwowPeOGSknvufhtKQmnIdzU3qC6f7tbppiU4U7DjlsPxCA64P08ZSizzHUHEM1FbRJIVgxpHnxxjozMw2a7YAwUhgtcBzNxHREo9bmgo3TDDQmeeLJgL3TQ/RXbPROtKHiRZx4wgB9w2N/dOYpqz+vKiO74ujxsD5w6vMNp3y9YAAOcNHZGwFa133tS1tOOX/1X9343YYXjNbfq6KdCtPG9yKiuMVVX6+xde8IK4YkY/WERgWqAXiuJEkEc23NIgQD/gDbnpKMDsU0qiGVQOalySzr0O549FcjXnF+i+8+0GFfs5I2RJQK5T2NB4VOZP7fMA/kXRvOnqj+DJeDgh0VMtyjMSWBxnUT9h2Br99WYXLOFg6UUtRUCm43vXlQDzSjAy6Tk2M8uSdBYphtOcSJwPc0tSBmru0RxQ4rxib5pcuO8IEvVWiGATrROI7DCSesTDacOPLnLeP91c137Usuu/yS5xtC89YLCuDZeu1lr+Nz13w5+bVf/Lk/npo87Dz60Kbfnzp4l+97k9z1mObTX13E4oZiSZ9moCZo1CT1qqJRVVSDhC07I6ZmbZ/l4WkHzxW5TkMJJ6/45dMMCFmxJGa4EbFvNsnL7Rn+ch1dCm5ZjuDl+5kdMYWrVrHmU5be6mT+IAX/zza5RWVVlJy6sl8ptOCHZmHHngCMj3A8qkpQdXTaBmgIXKj5hv6aZKDhoI2DTjRH5jSPPimo+pJ6TdFfc5hrO3Qi2yDyK684yC0PT/DIk0tYsniIyy4+s/PySy76wMjI8B/ffNOXuOglb3y+YbPgekECHODNV76G5twMcWzee9KpF8nZySXnTe39Z/mlOwbOG/QTZ9lAwki/YqDh0KgpBuqSsSHNysUz7JpM2HmgRpxAJ7Sl5yiWxLEkdhRRrPPLupKaZtPn7HURZ53SYfN+m0mBbjDnhv6yAGRvrtp6+hnmjQrpycJ08+2S5TS9r1eSBWhyizWTGfDo8lgRW36/+/semx6rQsXDl5K6Y6gquzF00yyI9Y20UgjXgf56yPYjc9z+aI3Voy4jgw7NlmKu7dIJJVEk0EnE269w4w99cXDT2375Cn3axlWbwLx3enqGvr7G8w2Xo64XLMABqrX8wL3n3R+8HqFe1TjuuOl/GK1s+7m56QOy5scsHXMJfEE10CwfaxOZSe57okZV2N6/TAkItvJmfcqzhmPSKqDHSEPSV42RaLQpTWYrS1LTaqNIK5dH2xP2NiYfzUai29jHLJhd0UYg0i6jRAtk6iGYgzwz40kViDNNRafp4ww41FPeHbgGV6avn22wU91V5t1+5gnT/MetiqcOWX13s6WZmFY0WyBkg/6h4/R5Z4xec9lL/d8Iw4dnqv2nP9/wOKb1ggZ4eb3/917Nlq3bZqqV4L/s2Lly6/e+98DG8YGpKw4e3MzOAwHHjwcMNNrc+2TCrv0VzlwOSok8Z+unKcbA17TaijCy7WpCGBwVE3Vczj8p5pqbEvbOUYz9libXimRleVUqsWftXfNsJuhJM/asMiXp6pinSCNmrXKZoagQGcAlSWINL7VO8/oYDk0Kbn84ANclkJI+11D3rRRZG5jrSLSxuvsoNul0YWh2HE5erli+qMkjj1ZZpQxjQ9Ns3a0ZGT+ZsUWD1y5bfepDTv/iv50I2zOj4yufbzgc8/qJATjA2jWrAA4d3L/nf647Yf0KGX2Pb94WXPGdB7Yx2uig1Bzf/F6F0YZDNSDXslT8hMFGh/7GNNv2xgTOEM1WhXotREqD50WEkctFp80xNmQB7qSNtE6puJHdMoCLHrtWO1+y1L9Z4szpU+wqSWHtVaI0ES7TzaTPz0d9pA5aGW2KpTXLzJSPQgj2T0huui9Aug5VB2qeoc+HegWaYUzfYIutu+uApFHRhKkicK7lcHiywSvOnODuhyKkkJxzSpWTz1iH9s649sIL1v3OwYm5HQODi55vCDzr9RMF8GyNji/B6F07ECf8wcgi7zNvffNp7xzyHrvolgc3sflxzcphQ71qW9sqvmGgHlGrzPDF2yLufLDGuet8xgY9DOC7mmrgkGhFkhTIc1LBlacy67jUzF9ZDUZ5lY32hbadLqlpatGMnFEDeiSvohBYFVeG4owwQJxIa7eWzmq3pXGFUpokUehE5ZFcKomSisCBqmtoVGBkQDE6rDj31ElueaTNV24dob8pGQwT2qHDzJxi76E6Jyye5fUvMYwMnc0pZ6652a2qvz0UnvT9HVPhjvUrlz/fH/sPtH4iAQ4g5HKArcaYrcBDe7d3Fh+K1nz8rVdsXfPU9odVsxWCMVR8GBtsseNQk899Z5BAN9jV76YTJxwaVUUcq7Q52XaMu1Lgp6afrmNyExzPFekoFnLqYEFnimkRkALQkOhsts0C7z8XLpUls6awlkYUNmdapLl7g5vaN2SdM2GkiDzrsy5I6RN2YIDvGqqBoK+mWD7msGSgnze/ZB8PPDHD/n39LB4yaK0JY8O2vVXGlr0i+e23rtx6y33uby49/kV7gS3jz+jO/8JeP7EAz1ZKE7Y8tm1qy9rVySuWjtSXmpecdc2nv/Ddvoqzv9aoTFEJpvnCLR6zMxVWLrX6ljAShGl2RWuBVPDZGyps3+cTOAJfaTxVtNEFnsD3LMDBbvjCyBAbk7o+WQ6t0vSilBZsRpu0n7H3faccPk1ZqtQiOgN4tjlOtG0oSBIb9t1Yk2g7H0dJg+fYEzSKFceNw1te3uJvv1DMRXIdgePayQv7jlRZv7LK6y+c4n9/tsbkrEO9VuHsM/rnRpe9bLoTmisXLVuy+00r5A7xEw7sbP3EAzxb61b1Y4zZAYO79hyaPenKV5lzx/rMP0xOPFb/2v23D9z96CRjfQ5jA1bWGWtjBx6RWcol7D2saEUuA9XUm8U1BK6g4gmqge0sch3bfxhGmjhJSLQhjCHR6bTl9ASQ0qBV4b/dOzUhbyAWpBth68TrpAq9RANG0u5IWm0LciHAcxSJ1mkGyOC5NlcdRtbZdelQhEkSjJH5+3GkoB0a9h5SjA42uGBjE/lWZmqVc4+cdtJGZ3xY//riJcvvMGpwSidGi9L47p/09VMDcMijud63b9/EiauWfGP/k99duW7jq36lPnbB7z26/2uhmNsrzlrbPPHAoSiYnE6IBkCSEHgRh6di9h6uYqRru/xdCFzbQlcNJNWKohqoFOQQxZojMwlzLZuJiLUFq+fYaO2oYg5l1tOZv0+6i0ZK2YFMFT/Gc22OPtYSz9F0Qjg44dCJrbCp4gniRGKwPNx1NL7n2KxQ4jI+HDI42KHZcYkTy/GrvkELl+0HVHvd6r5HN67e6G4494LP9C376P9+6Pbz/KDe1z5wONTj4z8dUbu8fqoAnq1FixYB6InpEEfJTzmud5WjFL/+88erZYsqH31oS2ftfQ8euaBeP6Aa9SbVIOJLt8Et99YhUWnFz6SjVwTViqJedahXJfXA0F9PaNRbfPcRTWvOUoWptm3dGqiYFOg9VhILNiGTpikNvptQq0T01TrYfLaPUzEINcX93+lnIJD01RRhRdk2OyFxpMF1FIHvEMUOSiouOiXi0tOP8PU763SMS6NR46QNy5LKwPituw+5W3bNzL39Z+ThxPcqdA680wixqvl8f17P5fqpBHi2Bvu87K4B+Mj7iA8dnvyN0870BtesPfIXu7be4I3UZpO2WHbG9snVZzYG5kjmZtCxT9VTFuCBpF516K9LGlVDvaIZH+6wYskBOqaBocbxS8D4bTY9IglnfJuZMVlBKO1XNMYaeqbtXpmpkDYCKS3AhweaGDHNpoeqeKLOuhUhyp3lwV0V1o64GGOIE41ODBIHJSVSSlzHYaAWs/tQh2owwusuWcH+9sj32tPRvStWHadefPHLw7Gx4f/eaXcmguoAz30v+wtn/VQDfKE1MjwAMAH8Z4AtW76C53DR2aerS88+aebKI3NT67btMLQPbyOKYpSIqHoxYwMxvicxONQrETsORrQ7DkOBZMMKyQWnz7Bi8RzXfGeUVugwJAyeawdxRbGh1dE4SuIo6yAQRjDXSsGuIfATYt3k87dIbrizjxdvCFg8IqhVHVYsajIzO8iIhsNTEUemOiwe9gh8j6QaMDFbZe26E9k/J/DaA4+duLZxza8GlW+6ytz8c698GX/wX5/vo/78rf/nAN671q59FcDNxkzcDNzS6XRWP/b4pP7m149o1+8/fvnS0T+MW3tYvbzDjXft58CBDivG57jjYUEFwaKhNs1WHd/x+dnzD3Hbgy2mj/ThKEG96rBsXLB/osPjW2DtMqv/OH5pk/u3aPYdDlg25jDcL6j4mt2HEq69uYqrPQJPs+eQYfl4hY3HN7nl7jbHL5b4jRr7p5exdARO2biSuHPor57aPfHk4JKLpRuPyDjxnwC+8QuveuHqQ36c6/95gGdLiEGAb2TfHz58CNf1Bg4e3L9p7y6H5cvnosWH1v/uCSc6Lz/uhCaXDLYZrD3M5NQhWu0AIyIe3dnH7iMuXhihtcB3FGMDEQdnJnjsqYAlg3YAwIrxg9z6kGHXviEaQYX2QILRbVaMx5x7ssOWJ30G+hS7jiQcmD2eV770JE4/pcLpaxW1WvSta25MPrRi3Lir1pzE4kWLb+6E4eToyPDzfQhfkOv/B/hR1vDwCMAkcB3A5if2cuZpPFpx9Phwf6xrA23mjuxk87ZJwthBKoenDhK9/EXnvs9JOq9eMUS0ZNTjuMUd4uo0501W2LAq4ITjBaOLh1m3ThLU+lk+5rFoRDO0aM5dPB5fPzZ03/u273Zcz1O02w7NqJ/1a09nvfAZ7heyUTP7372KJ73qT2Zl8ce9fvryQs/j+vi/fROEGD9ycKJ/Ub8xo4Mui4dDdk/McusDAeuXe5ywTLD++CPc/KBi7/4640MeI/0JJ6xoi8WL6lPGmP2y8frn+0/5qVn/F3hIVMSzAMoHAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTA3VDE5OjUzOjAzKzAwOjAw8vLD2wAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0wN1QxOTo1MzowMyswMDowMIOve2cAAAA5dEVYdFNvZnR3YXJlAG1hdHBsb3RsaWIgdmVyc2lvbiAyLjIuNSwgaHR0cDovL21hdHBsb3RsaWIub3JnL0jPKKMAAAAASUVORK5CYII=', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 19089744
    {'hecke_orbit_code': 4503599694481282, 'n': 1, 'trace_an': 1}
  • id: 19089745
    {'hecke_orbit_code': 4503599694481282, 'n': 2, 'trace_an': 2}
  • id: 19089746
    {'hecke_orbit_code': 4503599694481282, 'n': 3, 'trace_an': 8}
  • id: 19089747
    {'hecke_orbit_code': 4503599694481282, 'n': 4, 'trace_an': 4}
  • id: 19089748
    {'hecke_orbit_code': 4503599694481282, 'n': 5, 'trace_an': -3}
  • id: 19089749
    {'hecke_orbit_code': 4503599694481282, 'n': 6, 'trace_an': 16}
  • id: 19089750
    {'hecke_orbit_code': 4503599694481282, 'n': 7, 'trace_an': -35}
  • id: 19089751
    {'hecke_orbit_code': 4503599694481282, 'n': 8, 'trace_an': 8}
  • id: 19089752
    {'hecke_orbit_code': 4503599694481282, 'n': 9, 'trace_an': 37}
  • id: 19089753
    {'hecke_orbit_code': 4503599694481282, 'n': 10, 'trace_an': -6}
  • id: 19089754
    {'hecke_orbit_code': 4503599694481282, 'n': 11, 'trace_an': 46}
  • id: 19089755
    {'hecke_orbit_code': 4503599694481282, 'n': 12, 'trace_an': 32}
  • id: 19089756
    {'hecke_orbit_code': 4503599694481282, 'n': 13, 'trace_an': -20}
  • id: 19089757
    {'hecke_orbit_code': 4503599694481282, 'n': 14, 'trace_an': -70}
  • id: 19089758
    {'hecke_orbit_code': 4503599694481282, 'n': 15, 'trace_an': -24}
  • id: 19089759
    {'hecke_orbit_code': 4503599694481282, 'n': 16, 'trace_an': 16}
  • id: 19089760
    {'hecke_orbit_code': 4503599694481282, 'n': 17, 'trace_an': -8}
  • id: 19089761
    {'hecke_orbit_code': 4503599694481282, 'n': 18, 'trace_an': 74}
  • id: 19089762
    {'hecke_orbit_code': 4503599694481282, 'n': 19, 'trace_an': 97}
  • id: 19089763
    {'hecke_orbit_code': 4503599694481282, 'n': 20, 'trace_an': -12}
  • id: 19089764
    {'hecke_orbit_code': 4503599694481282, 'n': 21, 'trace_an': -280}
  • id: 19089765
    {'hecke_orbit_code': 4503599694481282, 'n': 22, 'trace_an': 92}
  • id: 19089766
    {'hecke_orbit_code': 4503599694481282, 'n': 23, 'trace_an': -28}
  • id: 19089767
    {'hecke_orbit_code': 4503599694481282, 'n': 24, 'trace_an': 64}
  • id: 19089768
    {'hecke_orbit_code': 4503599694481282, 'n': 25, 'trace_an': -116}
  • id: 19089769
    {'hecke_orbit_code': 4503599694481282, 'n': 26, 'trace_an': -40}
  • id: 19089770
    {'hecke_orbit_code': 4503599694481282, 'n': 27, 'trace_an': 80}
  • id: 19089771
    {'hecke_orbit_code': 4503599694481282, 'n': 28, 'trace_an': -140}
  • id: 19089772
    {'hecke_orbit_code': 4503599694481282, 'n': 29, 'trace_an': 206}
  • id: 19089773
    {'hecke_orbit_code': 4503599694481282, 'n': 30, 'trace_an': -48}
  • id: 19089774
    {'hecke_orbit_code': 4503599694481282, 'n': 31, 'trace_an': 0}
  • id: 19089775
    {'hecke_orbit_code': 4503599694481282, 'n': 32, 'trace_an': 32}
  • id: 19089776
    {'hecke_orbit_code': 4503599694481282, 'n': 33, 'trace_an': 368}
  • id: 19089777
    {'hecke_orbit_code': 4503599694481282, 'n': 34, 'trace_an': -16}
  • id: 19089778
    {'hecke_orbit_code': 4503599694481282, 'n': 35, 'trace_an': 105}
  • id: 19089779
    {'hecke_orbit_code': 4503599694481282, 'n': 36, 'trace_an': 148}
  • id: 19089780
    {'hecke_orbit_code': 4503599694481282, 'n': 37, 'trace_an': 282}
  • id: 19089781
    {'hecke_orbit_code': 4503599694481282, 'n': 38, 'trace_an': 194}
  • id: 19089782
    {'hecke_orbit_code': 4503599694481282, 'n': 39, 'trace_an': -160}
  • id: 19089783
    {'hecke_orbit_code': 4503599694481282, 'n': 40, 'trace_an': -24}
  • id: 19089784
    {'hecke_orbit_code': 4503599694481282, 'n': 41, 'trace_an': 367}
  • id: 19089785
    {'hecke_orbit_code': 4503599694481282, 'n': 42, 'trace_an': -560}
  • id: 19089786
    {'hecke_orbit_code': 4503599694481282, 'n': 43, 'trace_an': 562}
  • id: 19089787
    {'hecke_orbit_code': 4503599694481282, 'n': 44, 'trace_an': 184}
  • id: 19089788
    {'hecke_orbit_code': 4503599694481282, 'n': 45, 'trace_an': -111}
  • id: 19089789
    {'hecke_orbit_code': 4503599694481282, 'n': 46, 'trace_an': -56}
  • id: 19089790
    {'hecke_orbit_code': 4503599694481282, 'n': 47, 'trace_an': -148}
  • id: 19089791
    {'hecke_orbit_code': 4503599694481282, 'n': 48, 'trace_an': 128}
  • id: 19089792
    {'hecke_orbit_code': 4503599694481282, 'n': 49, 'trace_an': 882}
  • id: 19089793
    {'hecke_orbit_code': 4503599694481282, 'n': 50, 'trace_an': -232}
  • id: 19089794
    {'hecke_orbit_code': 4503599694481282, 'n': 51, 'trace_an': -64}
  • id: 19089795
    {'hecke_orbit_code': 4503599694481282, 'n': 52, 'trace_an': -80}
  • id: 19089796
    {'hecke_orbit_code': 4503599694481282, 'n': 53, 'trace_an': 84}
  • id: 19089797
    {'hecke_orbit_code': 4503599694481282, 'n': 54, 'trace_an': 160}
  • id: 19089798
    {'hecke_orbit_code': 4503599694481282, 'n': 55, 'trace_an': -138}
  • id: 19089799
    {'hecke_orbit_code': 4503599694481282, 'n': 56, 'trace_an': -280}
  • id: 19089800
    {'hecke_orbit_code': 4503599694481282, 'n': 57, 'trace_an': 776}
  • id: 19089801
    {'hecke_orbit_code': 4503599694481282, 'n': 58, 'trace_an': 412}
  • id: 19089802
    {'hecke_orbit_code': 4503599694481282, 'n': 59, 'trace_an': -301}
  • id: 19089803
    {'hecke_orbit_code': 4503599694481282, 'n': 60, 'trace_an': -96}
  • id: 19089804
    {'hecke_orbit_code': 4503599694481282, 'n': 61, 'trace_an': 236}
  • id: 19089805
    {'hecke_orbit_code': 4503599694481282, 'n': 62, 'trace_an': 0}
  • id: 19089806
    {'hecke_orbit_code': 4503599694481282, 'n': 63, 'trace_an': -1295}
  • id: 19089807
    {'hecke_orbit_code': 4503599694481282, 'n': 64, 'trace_an': 64}
  • id: 19089808
    {'hecke_orbit_code': 4503599694481282, 'n': 65, 'trace_an': 60}
  • id: 19089809
    {'hecke_orbit_code': 4503599694481282, 'n': 66, 'trace_an': 736}
  • id: 19089810
    {'hecke_orbit_code': 4503599694481282, 'n': 67, 'trace_an': 60}
  • id: 19089811
    {'hecke_orbit_code': 4503599694481282, 'n': 68, 'trace_an': -32}
  • id: 19089812
    {'hecke_orbit_code': 4503599694481282, 'n': 69, 'trace_an': -224}
  • id: 19089813
    {'hecke_orbit_code': 4503599694481282, 'n': 70, 'trace_an': 210}
  • id: 19089814
    {'hecke_orbit_code': 4503599694481282, 'n': 71, 'trace_an': 699}
  • id: 19089815
    {'hecke_orbit_code': 4503599694481282, 'n': 72, 'trace_an': 296}
  • id: 19089816
    {'hecke_orbit_code': 4503599694481282, 'n': 73, 'trace_an': 814}
  • id: 19089817
    {'hecke_orbit_code': 4503599694481282, 'n': 74, 'trace_an': 564}
  • id: 19089818
    {'hecke_orbit_code': 4503599694481282, 'n': 75, 'trace_an': -928}
  • id: 19089819
    {'hecke_orbit_code': 4503599694481282, 'n': 76, 'trace_an': 388}
  • id: 19089820
    {'hecke_orbit_code': 4503599694481282, 'n': 77, 'trace_an': -1610}
  • id: 19089821
    {'hecke_orbit_code': 4503599694481282, 'n': 78, 'trace_an': -320}
  • id: 19089822
    {'hecke_orbit_code': 4503599694481282, 'n': 79, 'trace_an': -670}
  • id: 19089823
    {'hecke_orbit_code': 4503599694481282, 'n': 80, 'trace_an': -48}
  • id: 19089824
    {'hecke_orbit_code': 4503599694481282, 'n': 81, 'trace_an': -359}
  • id: 19089825
    {'hecke_orbit_code': 4503599694481282, 'n': 82, 'trace_an': 734}
  • id: 19089826
    {'hecke_orbit_code': 4503599694481282, 'n': 83, 'trace_an': 650}
  • id: 19089827
    {'hecke_orbit_code': 4503599694481282, 'n': 84, 'trace_an': -1120}
  • id: 19089828
    {'hecke_orbit_code': 4503599694481282, 'n': 85, 'trace_an': 24}
  • id: 19089829
    {'hecke_orbit_code': 4503599694481282, 'n': 86, 'trace_an': 1124}
  • id: 19089830
    {'hecke_orbit_code': 4503599694481282, 'n': 87, 'trace_an': 1648}
  • id: 19089831
    {'hecke_orbit_code': 4503599694481282, 'n': 88, 'trace_an': 368}
  • id: 19089832
    {'hecke_orbit_code': 4503599694481282, 'n': 89, 'trace_an': -1566}
  • id: 19089833
    {'hecke_orbit_code': 4503599694481282, 'n': 90, 'trace_an': -222}
  • id: 19089834
    {'hecke_orbit_code': 4503599694481282, 'n': 91, 'trace_an': 700}
  • id: 19089835
    {'hecke_orbit_code': 4503599694481282, 'n': 92, 'trace_an': -112}
  • id: 19089836
    {'hecke_orbit_code': 4503599694481282, 'n': 93, 'trace_an': 0}
  • id: 19089837
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  • id: 19089838
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  • id: 19089839
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  • id: 19089840
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  • id: 19089841
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  • id: 19089842
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  • id: 19089843
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  • id: 19089844
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  • id: 19089845
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  • id: 19089846
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  • id: 19089847
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  • id: 19089848
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  • id: 19089849
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  • id: 19089850
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  • id: 19089851
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  • id: 19089852
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  • id: 19089853
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  • id: 19089854
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  • id: 19089855
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  • id: 19089856
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  • id: 19089857
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  • id: 19089858
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  • id: 19089859
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  • id: 19089860
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  • id: 19089861
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  • id: 19089862
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  • id: 19089863
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  • id: 19089864
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  • id: 19089865
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  • id: 19089866
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  • id: 19089867
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  • id: 19089868
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  • id: 19089869
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  • id: 19089870
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  • id: 19089871
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  • id: 19089872
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  • id: 19089873
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  • id: 19089874
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  • id: 19089875
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  • id: 19089876
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  • id: 19089877
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  • id: 19089878
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  • id: 19089879
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  • id: 19089880
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  • id: 19089881
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  • id: 19089882
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  • id: 19089883
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  • id: 19089884
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  • id: 19089885
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  • id: 19089886
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  • id: 19089887
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  • id: 19089888
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  • id: 19089889
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  • id: 19089890
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  • id: 19089891
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  • id: 19089892
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  • id: 19089893
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  • id: 19089894
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  • id: 19089895
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  • id: 19089896
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  • id: 19089897
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  • id: 19089898
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  • id: 19089899
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  • id: 19089900
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  • id: 19089901
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  • id: 19089902
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  • id: 19089903
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  • id: 19089904
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  • id: 19089905
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  • id: 19089906
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  • id: 19089907
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  • id: 19089908
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  • id: 19089909
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  • id: 19089910
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  • id: 19089911
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  • id: 19089912
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  • id: 19089913
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  • id: 19089914
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  • id: 19089915
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  • id: 19089916
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  • id: 19089917
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  • id: 19089918
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  • id: 19089919
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  • id: 19089920
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  • id: 19089921
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  • id: 19089922
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  • id: 19089923
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  • id: 19089924
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  • id: 19089925
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  • id: 19089926
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  • id: 19089927
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  • id: 19089928
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  • id: 19089929
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  • id: 19089930
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  • id: 19089931
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  • id: 19089932
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  • id: 19089933
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  • id: 19089934
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  • id: 19089935
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  • id: 19089936
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  • id: 19089937
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  • id: 19089938
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  • id: 19089939
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  • id: 19089940
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  • id: 19089941
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  • id: 19089942
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  • id: 19089943
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  • id: 19089944
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  • id: 19089945
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  • id: 19089946
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  • id: 19089947
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  • id: 19089948
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  • id: 19089949
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  • id: 19089950
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  • id: 19089951
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  • id: 19089952
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  • id: 19089953
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  • id: 19089954
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  • id: 19089955
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  • id: 19089956
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  • id: 19089957
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  • id: 19089958
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  • id: 19089959
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  • id: 19089960
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  • id: 19089961
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  • id: 19089962
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  • id: 19089963
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  • id: 19089964
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  • id: 19089965
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  • id: 19089966
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  • id: 19089967
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  • id: 19089968
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  • id: 19089969
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  • id: 19089970
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  • id: 19089971
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  • id: 19089972
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  • id: 19089973
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  • id: 19089974
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  • id: 19089975
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  • id: 19089976
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  • id: 19089977
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  • id: 19089978
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  • id: 19089979
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  • id: 19089980
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  • id: 19089981
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  • id: 19089982
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  • id: 19089983
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  • id: 19089984
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  • id: 19089985
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  • id: 19089986
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  • id: 19089987
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  • id: 19089988
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  • id: 19089989
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  • id: 19089990
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  • id: 19089991
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  • id: 19089992
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  • id: 19089993
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  • id: 19089994
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  • id: 19089995
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  • id: 19089996
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  • id: 19089997
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  • id: 19089998
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  • id: 19089999
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  • id: 19090000
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  • id: 19090001
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