Newform data - 10.7.c.a

Formats: - HTML - YAML - JSON - 2025-01-21T15:19:43.958753

• 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': 490, 'analytic_conductor': 2.30054083619851, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 4, 'char_parity': -1, 'char_values': [10, 4, [7], [3]], 'cm_discs': [], 'conrey_index': 3, 'dim': 2, 'field_disc': -4, 'field_disc_factorization': [[-1, 1], [2, 2]], 'field_poly': [1, 0, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 4, 'has_non_self_twist': 1, 'hecke_cutters': [[3, [1058, 46, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 137556393994, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 3, -1, 4, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '10.7.c.a', 'level': 10, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 5], 'level_radical': 10, 'minimal_twist': '10.7.c.a', 'nf_label': '2.0.4.1', 'prim_orbit_index': 3, 'qexp_display': 'q+(-4 i-4)q^{2}+(23 i-23)q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '6.2.3.c4', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '10.7.c', 'trace_display': [-8, -46, -150, -494], 'trace_hash': 1246627389063403977, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.028', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.931', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.265', 'prec': 17}, {'__RealLiteral__': 0, 'data': '11.801', 'prec': 20}, {'__RealLiteral__': 0, 'data': '2.433', 'prec': 17}, {'__RealLiteral__': 0, 'data': '101.944', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.246', 'prec': 17}, 'traces': [2, -8, -46, 0, -150, 368, -494, 256, 0, 1400, 2804, -1472, -5406, 0, -1150, -2048, 5186, -2632, 0, -6400, 22724, -11216, 4274, 0, -8750, 43248, -18400, 15808, 0, -27600, -75676, 8192, -64492, 0, 86450, 21056, 74226, 13760, 0, 6400, -70876, -90896, 78354, 0, 65800, -34192, 190386, 47104, 0, -85000, -238556, -172992, 72034, 0, -210300, -126464, -79120, 244160, 0, 257600, 166644, 302704, -162526, 0, -135150, 515936, 121666, -165952, 0, -395200, -80636, -84224, -258046, 0, 891250, -110080, -692588, -994704, 0, 153600, 1326082, 283504, -228846, 0, -907550, -626832, -1403920, 358912, 0, -65800, 2670564, 136768, 1740548, 0, -344000, -376832, 1065666, 34952, 0, 960000, -3410156, 954224, -1330126, 0, -1704300, -576272, 618146, 588800, 0, 1962800, -3414396, 505856, 1445314, 0, 106850, -1953280, 1778574, -287680, 0, -1177600, 388086, -666576, 1630148, 0, 3656250, 1300208, -3892814, -262144, 0, -3243600, 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-92251600, -543074716, -309968896, 1947082388, 0, 2823408000, 336861312, -726999694, -821587520, 0, 644000000], 'weight': 7, 'weight_parity': -1}
• mf_hecke_nf •

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

  
  {'an': [[1, 0], [-4, -4], [-23, 23], [0, 32], [-75, 100], [184, 0], [-247, -247], [128, -128], [0, -329], [700, -100], [1402, 0], [-736, -736], [-2703, 2703], [0, 1976], [-575, -4025], [-1024, 0], [2593, 2593], [-1316, 1316], [0, 1720], [-3200, -2400], [11362, 0], [-5608, -5608], [2137, -2137], [0, 5888], [-4375, -15000], [21624, 0], [-9200, -9200], [7904, -7904], [0, 30520], [-13800, 18400], [-37838, 0], [4096, 4096], [-32246, 32246], [0, -20744], [43225, -6175], [10528, 0], [37113, 37113], [6880, -6880], [0, -124338], [3200, 22400], [-35438, 0], [-45448, -45448], [39177, -39177], [0, 44864], [32900, 24675], [-17096, 0], [95193, 95193], [23552, -23552], [0, 4369], [-42500, 77500], [-119278, 0], [-86496, -86496], [36017, -36017], [0, 73600], [-105150, 140200], [-63232, 0], [-39560, -39560], [122080, -122080], [0, -35960], [128800, -18400], [83322, 0], [151352, 151352], [-81263, 81263], [0, -32768], [-67575, -473025], [257968, 0], [60833, 60833], [-82976, 82976], [0, 98302], [-197600, -148200], [-40318, 0], [-42112, -42112], [-129023, 129023], [0, -296904], [445625, 244375], [-55040, 0], [-346294, -346294], [-497352, 497352], [0, 524640], [76800, -102400], [663041, 0], [141752, 141752], [-114423, 114423], [0, 363584], [-453775, 64825], [-313416, 0], [-701960, -701960], [179456, -179456], [0, 187280], [-32900, -230300], [1335282, 0], [68384, 68384], [870274, -870274], [0, -761544], [-172000, -129000], [-188416, 0], [532833, 532833], [17476, -17476], [0, -461258], [480000, -140000]], 'ap': [[-4, -4], [-23, 23], [-75, 100], [-247, -247], [1402, 0], [-2703, 2703], [2593, 2593], [0, 1720], [2137, -2137], [0, 30520], [-37838, 0], [37113, 37113], [-35438, 0], [39177, -39177], [95193, 95193], [36017, -36017], [0, -35960], [83322, 0], [60833, 60833], [-40318, 0], [-129023, 129023], [0, 524640], [-114423, 114423], [0, 187280], [532833, 532833], [-1705078, 0], [-665063, 665063], [309073, 309073], [0, -362440], [722657, -722657], [-1946407, -1946407], [3756202, 0], [1042833, 1042833], [0, -3247000], [0, 5764200], [1032802, 0], [2300553, 2300553], [-4021783, 4021783], [-710167, -710167], [3776497, -3776497], [0, 5463800], [9024362, 0], [-4021198, 0], [-1054143, 1054143], [-7294887, -7294887], [0, -14117040], [-12318838, 0], [328857, -328857], [-7950847, -7950847], [0, 22869480], [8590497, -8590497], [0, 9665760], [18592642, 0], [11935002, 0], [15430433, 15430433], [12710777, -12710777], [0, 2541880], [6133842, 0], [-3005127, -3005127], [-6493518, 0], [-27160663, 27160663], [-4787343, 4787343], [9723393, 9723393], [7033442, 0], [29889537, -29889537], [21126633, 21126633], [-42327878, 0], [-14621727, -14621727], [45979153, 45979153], [0, -50335880], [-15913983, 15913983], [0, -44702320], [-27062407, -27062407], [-38235503, 38235503], [0, 2506120], [47209497, -47209497], [0, 100158600], [-72628247, -72628247], [52629282, 0], [0, 110687280], [0, -9924840], [34695722, 0], [-27297518, 0], [45001697, -45001697], [0, 47998640], [-33663063, 33663063], [0, 86478880], [-3725007, -3725007], [40711162, 0], [-26911303, 26911303], [138966433, 138966433], [0, -31994240], [-79644087, -79644087], [153964922, 0], [0, -102698440], [84362457, -84362457], [0, 40377400], [-36816078, 0], [-160053783, 160053783], [13002202, 0], [72831873, 72831873], [-45540087, -45540087], [-185011863, 185011863], [0, -71721040], [309477722, 0], [-21586847, -21586847], [-230927247, -230927247], [-26643263, 26643263], [0, -314489360], [-250382158, 0], [94032633, 94032633], [-172962543, 172962543], [131974353, 131974353], [0, -422583960], [295144162, 0], [385292642, 0], [175997577, -175997577], [-100834807, -100834807], [192563217, -192563217], [0, 131171960], [-197154358, 0], [-193252703, 193252703], [-207906407, -207906407], [-357631863, 357631863], [-176747958, 0], [-312897158, 0], [0, 107924200], [0, 183233440], [298719273, 298719273], [434597617, -434597617], [0, -577645480], [97169657, -97169657], [696309522, 0], [-226996167, -226996167], [-336900398, 0], [0, -253257280], [92202897, -92202897], [188154433, 188154433], [-44216727, -44216727], [0, -1046074000], [-648376198, 0], [-219206198, 0], [540312857, -540312857], [-2571567, -2571567], [0, -466596520], [0, 523913360], [-157695023, 157695023], [-371032527, -371032527], [0, 920945480], [-354269063, 354269063], [540230313, 540230313], [518142082, 0], [434467177, -434467177], [-833859927, -833859927], [-428686127, -428686127], [1253135762, 0], [0, 535804400], [0, 66393760], [538038673, 538038673], [1178286522, 0], [934402433, 934402433], [-518004543, 518004543], [-261561047, -261561047], [-459359878, 0], [-86052927, -86052927], [-900900103, 900900103], [-271537358, 0], [-363499847, -363499847]], 'char_orbit_index': 3, 'field_poly': [1, 0, 1], 'hecke_orbit_code': 137556393994, 'hecke_ring_character_values': [[7, [0, 1]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '10.7.c.a', 'level': 10, 'maxp': 997, 'weight': 7}
• mf_newspaces •

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

  
  {'Nk2': 490, 'analytic_conductor': 2.30054083619851, 'char_conductor': 5, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 4, 'char_parity': -1, 'char_values': [10, 4, [7], [3]], 'conrey_index': 3, 'cusp_dim': 14, 'dim': 6, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 137556393994, 'hecke_orbit_dims': [2, 4], 'label': '10.7.c', 'level': 10, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 22, 'mf_new_dim': 6, 'num_forms': 2, 'prim_orbit_index': 3, 'relative_dim': 3, 'sturm_bound': 10, 'trace_bound': 1, 'trace_display': [8, -64, 180, -696], 'traces': [6, 8, -64, 0, 180, 224, -696, -256, 0, 2280, 472, -2048, -4614, 0, 3320, -6144, 17554, 12152, 0, -9920, -46408, -20544, 39616, 0, -10350, 49584, 43160, 22272, 0, -65280, -94608, -8192, -137848, 0, 217240, 139328, 6414, 57760, 0, -49920, 39352, -367424, -215184, 0, -6710, 248544, 385824, 65536, 0, -86600, -53168, -147648, -49954, 0, -318840, -74752, 189680, 473280, 0, -186880, -76728, 226976, 289376, 0, -35130, -70912, -651936, -561728, 0, 500640, -1126768, 388864, 664326, 0, 1258600, 241920, 347528, -971616, 0, -184320, 1686226, 724416, -1466904, 0, -820710, -2975136, -2642560, 657408, 0, 1096040, 2448672, 1267712, 4076792, 0, -699400, -229376, -871866, -1286072, 0, 998400, -2163388, 1695776, -463824, 0, -7401240, -1552176, 1269184, -1381120, 0, 2791360, 5942112, 712704, 1085426, 0, 4516920, -120320, 1162866, 1030560, 0, -3527680, -3158502, -1640064, -7179928, 0, 364500, 4915424, -9636456, 262144, 0, -2772480, 12020392, -4411136, 2706480, 0, 10166200, -1838592, 10469094, 1603904, 0, 3376640, -22068648, -3861984, -8208648, 0, -39600, 9443344, 5478824, -205248, 0, -10066400, -6635088, 1848320, 10463926, 0, 1862760, 8142336, 10089354, 7065600, 0, -2334720, -11427848, -3863752, -7049184, 0, -12687160, -8073696, -3502336, 11757568, 0, -2132560, -12979640, -6885888, 20198206, 0, 22087200, -483328, 19816880, 63360, 0, 10035840, 21790092, -11569824, -32259288, 0, -34211610, 4765568, -3796872, -12346368, 0, 3429600, 8933552, 2097152, -1031214, 0, 28683480, -10847808, -22093746, -6271936, 0, -4601600, 37337432, 18627696, -4276160, 0, 22723560, 17571424, -29360104, 4724736, 0, 800960, -12404328, -1598528, 7678072, 0, -31407480, -20469760, -5113512, -30863920, 0, 1128960, -22544388, 51083616, 24684696, 0, -36520800, -14441616, -8891416, -6069760, 0, 23800320, 72330704, 15144960, 39259026, 0, 535440, 12847360, -3465600, 7803936, 0, -3399680, -43572648, -15738696, 1373776, 0, -31453690, -83521792, -11037720, -7263232, 0, -3273000, 34338312, 9260032, -21404088, 0, 14577960, 6291456, 23334674, 20675904, 0, 30841920, -5909360, -12017664, 58507256, 0, 19419570, 8056960, 2154880, 20861952, 0, -6900800, -31680768, -17975296, -75124008, 0, 16335800, 248576, -31948086, -50247520, 0, 4669440, 16385592, -18212544, -80568264, 0, 68052400, 55598208, 103394408, -12443648, 0, 43278400, -89374848, 21258432, 57168186, 0, -33784200, 36361728, -38543680, 68977200, 0, -95046400, 2789112, -43065184, 23454832, 0, -3054840, 56412304, -27078336, -11120896, 0, -93155040, -58884928, -31091712, -14921454, 0, -14048680, -10629120, 83700714, 141795424, 0, 10158080, 50181592, -28820544, 15004280, 0, 104896350, 72303584, 13250440, -23181312, 0, -75087360, 2647992, -46940928, -116953734, 0, -135782960, 47521792, 93560454, -154156088, 0, -57178560, -153587696, -60972640, 15777960, 0, 149873680, 40737744, 154961464, 84561920, 0, 183667200, 120287760, 21037056, -112901754, 0, -81374040, -23464960, -155129512, 50235360, 0, 70480640, 231196086, -57229424, 104802768, 0, 116888170, -196749312, -181950696, -40566784, 0, -30654960, -364675408, 130457344, -113116194, 0, -117242000, -1293312, -179325360, -17100160, 0, 44313600, 208554872, 100073376, 141980376, 0, 78743880, 25482864, 235756296, 27899712, 0, -12575520, 264752592, -41154304, -10723288, 0, -137529600, 8865536, -47995986, -134091840, 0, 10598400, -164735988, 194122816, 205305792, 0, -134702220, -275439360, 29898648, -54264832, 0, 107661760, -387698688, -14842368, 149069680, 0, -99563280, -50774016, -256519760, 16446720, 0, -11261440, 189826632, 147484096, 347189256, 0, -60365050, 31750528, 295867368, -40613888, 0, -142414080, 144839392, -44195840, -266323674, 0, 335353600, -200519040, -72075920, 6827744, 0, 63272960, 179044246, 134106576, 89420856, 0, -84472800, 186954144, -596987400, -22806528, 0, 15104200, 52534224, 34733632, -509875528, 0, -203898840, -89067520, -126616686, -53914560, 0, 4830720, 430663972, 34450432, -60645264, 0, 249713240, 39176304, 235978264, -37211712, 0, 247935840, 16782192, 32977920, 294987912, 0, -48192000, 226392064, 368354326, -119616960, 0, 66846720, -410626908, -471772864, -562777048, 0, -177471810, 284370784, -205316136, 52482048, 0, -201766440, 306686552, -229757696, 87667440, 0, -56401520, 96878592, 60472408, 171839424, 0, 108152000, -376604968, -53606784, 282345456, 0, 407988360, -267107072, 359674496, 308366592, 0, -423935840, -206347248, 8388608, 261464800, 0, 108125320, -65266944, 303156168, 210766176, 0, -148922880, -60921468, -184294720, -823028664, 0, -69636200, 61313184, -151217312, 141156352, 0, -161441280, -628409720, 86607360, 196774872, 0, -241319760, 229188608, 866321680, 191619120, 0, -145004800, -71232348, -224864544, 292016992, 0, -203881700, 381775488, 644388744, -335011008, 0, 140020800, -160753600, 51324928, 414806400, 0, 1176696360, 13635840, -538409106, -132458656, 0, -222453760, -926351216, 169438656, -726524304, 0, -119258130, 224595104, -1060266976, 123583488, 0, 114102400, 200013432, -262676736, 596803192, 0, -78813400, -142671872, -461717166, -59848712, 0, 249830400, -227692968, 34665696, -231375528, 0, -367250790, 610540464, 132086424, -175322368, 0, 4376800, 2321830752, -6567936, 85208806, 0, 1083374520, -186000000, 760440480, 152582304, 0, -188006400, -526559688, 320811456, -998524984, 0, -419469060, -1067298752, -602575776, -59146240, 0, 535455360, -974937168, 334845632, -59410374, 0, -675785560, -443572224, 382030194, -91589056, 0, 42722560, 864988960, -348074784, 246855680, 0, -684596250, -1075836816, -11391040, -322859328, 0, 439518720, 1472030592, 226099200, 339756232, 0, 409756840, 922295296, 56103774, 53109760, 0, 51118080, 1068652952, 428204096, 1147445016, 0, -1722847920, 262752960, -665454376, 123640064, 0, -208772400, -537131056, -225573888, -3749154, 0, -373869240, -40296448, -570468994, -805531584, 0, 424413440, -1666696728, 687838016, 718740192, 0, 52526800, -1326355536, -496863360, 112074752, 0, -164134560, 1143083664, 376242176, 278193606, 0, 483721000, 19309248, 275262094, -184319456, 0, -322805760, 601698872, 234431232, -1192230864, 0, 528711390, 1021588800, -1334110080, 220348416, 0, 546687680, -283061448, 646342592, 284711432, 0, 1618262200, -42311680, -225402792, 177027520, 0, -185932800, 406312, -314612160, -611522520, 0, -808444440, -393966576, 1322398048, -634140160, 0, -304447840, -631340160, 2027520, -146658248, 0, -299443560, -297483520, -384682080, -713097600, 0, 6871040, 62647992, 219384648, -532776088, 0, 1556832000, 981237792, 367049064, 370234368, 0, 366424320, -1458444048, -1032297216, 1770864606, 0, -588529160, -254509056, 153954248, 1099287104, 0, -100560960, 494745120, -1174023264, -801094264, 0, 77014500, 318606544, 1600354176, 121499904, 0, -189792000, -304278288, -395083776, -599632728, 0, -371207640, -718535680, -84523926, 1145526880, 0, 112665600, 125383372, -598336064, 482424840, 0, 921174970, -374860896, 162506280, -67108864, 0, -1380888320, -2947039408, -32998848, -429161094, 0, -404191200, 768818688, 2006604408, 498188880, 0, -620593920, 467831184, 881690656, 1030100800, 0, -1058994510, 2678778368, 820792944, 706999872, 0, 280934400, 596199872, -200701952, -557669688, 0, -456757720, 734246400, -599960406, -602356480, 0, 88678400, 231775520, -1501012464, -1183942568, 0, 43003560, -1630389312, -1052743240, -596086272, 0, -31838120, -784127928, -136837120, -1679854248, 0, -195003880, 54444032, 905375280, 740986800, 0, 927951360, -1933233368, -783269664, 2202528096, 0, 1135568200, 1476785280, -151317096, 939523328, 0, -1123802880, 4955471472, 151191552, -1373442886, 0, 1055405040, -177090560, -216434080, -1441864800, 0, 1047746560, 191419926, 204174976, 222091752, 0, 1450832390, 1775322144, -992214648, 51152896, 0, -1114828800, -172621728, 245698304, -1683031014, 0, -1611343200, -8420352, -2266186266, -1534816512, 0, -886471680, -2693735536, 1016117856, -914729504, 0, 1881529170, -3570643696, 2355427904, 163632384, 0, 96121600, -892129488, -987645440, -919547454, 0, 1645466000, 814309376, 3476874, 1433275520, 0, 326492160, 4426883992, 693178568, 948229296, 0, 2072537200, 1792584864, -876887496, -1634675712, 0, -219452800, -39703688, 789910272, 602756880, 0, -4378848600, 76546048, -681162168, 507088080, 0, 473579200, 1046914932, 1005082112, 5964552552, 0, -1768965240, -3318861952, 1368168384, 284525312, 0, 2055771360, 286385072, -194232320, -149529528, 0, -3349475160, -3358609920, -4089044632, -1576880960, 0, -340014080, -5018528808, 1071277296, 13056672, 0, -2571854550, 375999584, 51915656, -484638720, 0, 2789399040, 405890040, 1256288832, 2311838872, 0, -498096520, 612936192, 690385554, 1029805376, 0, -470588160, 4929212652, 1760335776, 149019432, 0, 1729573600, 602266368, 1452226784, 110899200, 0, -393892000, -3721732368, 249725952, 1576128306, 0, 1515475560, -2194152960, -220515520, -243900480, 0, 191365120, -800755542, 1567618416, 44648296, 0, 1614480270, -5279195392, 466082544, 503638272, 0, 1972293840, 783409832, 43960832, -5461929360, 0, -3195489600, 78569472, -2561637786, -1929000896, 0, -621594240, 5716604180, -1236692544, 439205576, 0, -1025838810, 3233767040, -1203037272, 353207040, 0, -725331520, -1180098048, -232423424, -2529750328, 0, 2273394000, 2048438016, 932691114, -325039840, 0, 1673952000], 'weight': 7, '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: 6610
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '10.7.c.a', 'source_level': 10, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '10.7.c.a', 'target_level': 10, 'twist_class_label': '10.7.c.a', 'twist_class_level': 10, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 7}
  • id: 6611
    {'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '10.7.c.a', 'source_level': 10, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '10.7.c.a', 'target_level': 10, 'twist_class_label': '10.7.c.a', 'twist_class_level': 10, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 7}
  • id: 6612
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '10.7.c.a', 'source_level': 10, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '50.7.c.c', 'target_level': 50, 'twist_class_label': '10.7.c.a', 'twist_class_level': 10, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 7}
  • id: 6613
    {'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '10.7.c.a', 'source_level': 10, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '50.7.c.c', 'target_level': 50, 'twist_class_label': '10.7.c.a', 'twist_class_level': 10, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 7}
  • id: 6614
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '10.7.c.a', 'source_level': 10, 'target_char_orbit': 16, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '80.7.p.a', 'target_level': 80, 'twist_class_label': '10.7.c.a', 'twist_class_level': 10, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 7}
  • id: 6615
    {'conductor': 20, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '10.7.c.a', 'source_level': 10, 'target_char_orbit': 16, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '80.7.p.a', 'target_level': 80, 'twist_class_label': '10.7.c.a', 'twist_class_level': 10, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 7}
  • id: 6616
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '10.7.c.a', 'source_level': 10, 'target_char_orbit': 7, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '90.7.g.a', 'target_level': 90, 'twist_class_label': '10.7.c.a', 'twist_class_level': 10, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 7}
  • id: 6617
    {'conductor': 15, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '10.7.c.a', 'source_level': 10, 'target_char_orbit': 7, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '90.7.g.a', 'target_level': 90, 'twist_class_label': '10.7.c.a', 'twist_class_level': 10, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 7}
  • id: 6618
    {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '10.7.c.a', 'source_level': 10, 'target_char_orbit': 7, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '450.7.g.b', 'target_level': 450, 'twist_class_label': '10.7.c.a', 'twist_class_level': 10, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 7}
  • id: 6619
    {'conductor': 15, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '10.7.c.a', 'source_level': 10, 'target_char_orbit': 7, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '450.7.g.b', 'target_level': 450, 'twist_class_label': '10.7.c.a', 'twist_class_level': 10, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 7}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 43825
    {'charpoly_factorization': [[[32, 8, 1], 1]], 'hecke_orbit_code': 137556393994, 'p': 2}
  • id: 43826
    {'charpoly_factorization': [[[1058, 46, 1], 1]], 'hecke_orbit_code': 137556393994, 'p': 3}
  • id: 43827
    {'charpoly_factorization': [[[15625, 150, 1], 1]], 'hecke_orbit_code': 137556393994, 'p': 5}
  • id: 43828
    {'charpoly_factorization': [[[122018, 494, 1], 1]], 'hecke_orbit_code': 137556393994, 'p': 7}
  • id: 43829
    {'charpoly_factorization': [[[-1402, 1], 2]], 'hecke_orbit_code': 137556393994, 'p': 11}
  • id: 43830
    {'charpoly_factorization': [[[14612418, 5406, 1], 1]], 'hecke_orbit_code': 137556393994, 'p': 13}
  • id: 43831
    {'charpoly_factorization': [[[13447298, -5186, 1], 1]], 'hecke_orbit_code': 137556393994, 'p': 17}
  • id: 43832
    {'charpoly_factorization': [[[2958400, 0, 1], 1]], 'hecke_orbit_code': 137556393994, 'p': 19}
  • id: 43833
    {'charpoly_factorization': [[[9133538, -4274, 1], 1]], 'hecke_orbit_code': 137556393994, 'p': 23}
  • id: 43834
    {'charpoly_factorization': [[[931470400, 0, 1], 1]], 'hecke_orbit_code': 137556393994, 'p': 29}
  • id: 43835
    {'charpoly_factorization': [[[37838, 1], 2]], 'hecke_orbit_code': 137556393994, 'p': 31}
  • id: 43836
    {'charpoly_factorization': [[[2754749538, -74226, 1], 1]], 'hecke_orbit_code': 137556393994, 'p': 37}
  • id: 43837
    {'charpoly_factorization': [[[35438, 1], 2]], 'hecke_orbit_code': 137556393994, 'p': 41}
  • id: 43838
    {'charpoly_factorization': [[[3069674658, -78354, 1], 1]], 'hecke_orbit_code': 137556393994, 'p': 43}
  • id: 43839
    {'charpoly_factorization': [[[18123414498, -190386, 1], 1]], 'hecke_orbit_code': 137556393994, 'p': 47}
  • id: 43840
    {'charpoly_factorization': [[[2594448578, -72034, 1], 1]], 'hecke_orbit_code': 137556393994, 'p': 53}
  • id: 43841
    {'charpoly_factorization': [[[1293121600, 0, 1], 1]], 'hecke_orbit_code': 137556393994, 'p': 59}
  • id: 43842
    {'charpoly_factorization': [[[-83322, 1], 2]], 'hecke_orbit_code': 137556393994, 'p': 61}
  • id: 43843
    {'charpoly_factorization': [[[7401307778, -121666, 1], 1]], 'hecke_orbit_code': 137556393994, 'p': 67}
  • id: 43844
    {'charpoly_factorization': [[[40318, 1], 2]], 'hecke_orbit_code': 137556393994, 'p': 71}
  • id: 43845
    {'charpoly_factorization': [[[33293869058, 258046, 1], 1]], 'hecke_orbit_code': 137556393994, 'p': 73}
  • id: 43846
    {'charpoly_factorization': [[[275247129600, 0, 1], 1]], 'hecke_orbit_code': 137556393994, 'p': 79}
  • id: 43847
    {'charpoly_factorization': [[[26185245858, 228846, 1], 1]], 'hecke_orbit_code': 137556393994, 'p': 83}
  • id: 43848
    {'charpoly_factorization': [[[35073798400, 0, 1], 1]], 'hecke_orbit_code': 137556393994, 'p': 89}
  • id: 43849
    {'charpoly_factorization': [[[567822011778, -1065666, 1], 1]], 'hecke_orbit_code': 137556393994, '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': 3, 'hecke_orbit': 1, 'label': '10.7.c.a', 'level': 10, 'portrait': 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W7GmQXNRN1jx4aULWs71KoRQlriWNDsVphv+kxUBZ70ODPnc+i04Ni5lBOLKUGly5tu7PDOmyGQ4+w/3uDErOJsDu4TC5ZD85Ybrpjnlz60zPqxCY6emeT0XJWzi5q5JUAaZhpw9HTGK8f6KF/z3W+tmzfccuWnJsdnfrIf9VvbL3vvtxsSf6nX32qAdzttPJ2RGfHrJ07svf3koU/Jb+6u3n707GH9cx/o0O/NcOR0g7klTbMjSVJod1OWmimLzZSzy3BoQTAzs8K/+oFFbtpV5eTsJGfmapxZ0MwuWs4tpJyaz5hrp4xP9rnjqg63XAq+rBCogNmlkLMLmnNLgm4EaWoIfUMtzJgYSzHA8XMprQ5sXetRq0RYK0D4dHqGLesiFlc0WCdFVjoQpWCxLDVjNq7xaPcUQlmEiWiEHlvW91npCo6f0WRGM9WQ1ENB4EGaCrqR5NyS5OyiZXY5JQj64KXcenmH268QzDQqLC43ODkbcGYBZhdSZpdSTi855r7h8gX+1Q8ss25sjBPnJjm3UGFu2WOhKWl3DUliaHczFpoph85BK+ny0++OkHJ7+vxxHv+5H/kus2PrrseTlF+shoLG2Ni3Gyqv+fpbq8Hv/dIXuOLKq/nH//PP/9q54/f9Lx/71IMXnV44s+2mXU15ch6uumiRNeOaJPWQUqKVQAqwSBACgUUJSyDhzFLIUwcVV+1c4tLNfaoheFriewrf19Qqkqon6XY89h8LeeA5n+NzEa00Yf/JiLVTS7zrjmWuuqjNDZc2ObaQstAVVIM+R85Ymq0aV+6QrPQz9h5T1KuaV4/Drg2WfpzRz3y0Tpiow76TAUpneDJFe9CLJDdd2qXXlVx1UUarl3H8TJ3t6xS1asxKZFkz3mW50+JTD8ELRzNeOtpn64ZFrr6kxcRkzDtubfPdr7PsXFcnS8Y5enqMw6c8Tp4znJpLODWXcXhOcGIl4ZqL5/lXP9Bm3dg4J85NMrtUYWHFY7ElaXYyWp2UlVbKYitjvgmHFyWNxgrXbBf8+aNGXrJlfltv5fT25w9GN9901ebK2Pjk17/y5c/ziT/8k283ZC74+lvJ4J/7wudpTK5VzbkT/+LlA2f/j6dePqxWliLaJmPz+hU2TrZ5xy1dXn9NjVPnplhYqbHUClhpa1baipU2LLczllspy62U+SacXBboSp/brljie14Xs31NjZVOg7mlCvNLPgtNwVLTsNg0LLcNrZ6hFVm6/ZSpRsKWtQYQBJ7l1JyHkAFb1yi2b7BsWNNldjnixYN1rt9lqVaWeeXQJPVaTBx7TE0Yen24bEufP3ponEs2p0SRZXpMkmQ96mHAq8f6VLwa116c8tKRmNlFn41TAdvXw5Z1MUolnFoA37MIYdm6NmWiLmn3Ajpdj1bXY6mlWFqBxaZhqZmx0Mw414TFfsaWjR2+5+4FbrtUE3oNzs43WFgJWVjRLDYFKy1Ds5PQ7BhaXcNSx3K2pTi1mPGWG0/x1pu7rJ3w2DzdoN2t008V2r8sS8WGX7vq0ulfOXZqJXvzW9//7YbOea+/VQA/fPgVxurVyhMvHtiyePbQBzorK796+OhZTs5aFpoZcy042RSs9GKu2r7Av/2pJa7aVmN2aYLFlQor7YDltsdKS7PchmbbsNJOWW6nLLUss03BmY4F0eGeO5u84ybDjvUhcVxluRmy0vFpthXLHUG7K+hHlji1ZBkoaQk8qASW8YZlzWSC9vocPhvz8qEAk9Z4280x2lvh2b1jbFsPX3k65c4rA+aaPUKtSLOEyQlIEw/tpSwuVrnjuhZfeaLO9vWw+2CER5W33mRIRY+XD2ccPRWipc/aCc1ETVAJBL4vUAJSA3Fi6cfQ7lpWOoZ217DSNSx2LL0sY+umLu+4pck9t8dg6iyujDG3VGGx6bHU0iw3YaWd0eykNDsZzY5luQuzbcm5puG6XbN8+KfmuGyLz0p7nLmlMeaXq8wuehw+mdKYmGbb1ol/fvONF/1pIq48YbNO79JLrvx2Q2nw+lsD8Gee34cfbPSj7ks/fODIc789d/oJcfnGutx/fIzjZw1n5mPml1Pm24KzbcmpVsoNF83x4R9d4tqLQuaXx1lcqbHcDmh2vJzNBc22pdnJWGmnNDuG5Y5lri042zRMjHd58w1tbr00ZetaRaPi0WqHBJ4EFHEqMUZgLHT7gDBM1PscPG0xNub+3TWiboWLNvrcdlWXxKzwyHPjXLvL4+C5Ds3lBrdc1eXrzwasnbTsPW75h+9tsfdYwNpJyQPPKW67TLHUbXHk5CTXXhzzyMs90qjKrZf77Nzcp5d2uO9ZBZng8ClNo6rRAro9ibGCzFiSFJAG7RuaHUutnrB5fcTtl3V58/UpU7WQ2aUxFlcqLLd8ltua5Zag2YFmO6XVcdem2TMsdwTnOpL5VsZNl87xqz+6wFXb3fVdWKkxv1xhdjHg9JzgxLmUfSdjbrm2ae6+/Wa7betNP3P1VVd/tLl4Oh6fvuTbDSngb4lNeG4xkZ1u911fuPezF9U98+GvP/moumhTm8YlKTs2evSiCv1Yk2YGYw1YgxAezx5Yyz/7qODXf2yB63amBF6K59UI/JDA8wl8TegrwlBTDRX1akqjmjFVN2wYE8x36tz7aJ3PPxxx9a4e6yYzOt0+b78lYts6Q5pJtLTEKXzz1ZATcyHrJwyvHA7BTHLpJsV11xqCsM1je7rML4xxxbYqqVjm7JzHjbvg2LmE6VrIzCQE5zTdfsDsksbTHts2NNlzdJLrLgs4eqbFiTPjvPOWjLnmIk/vGefVYzVuuKTC993dB9nhxaOGNZMdZucTHnnRo58otARtLNvWx7z5lph2R7FhwnDdLojjGkvNKq+cDVjpeLS6imZH0upAq5vR6mS0uxmtrqHZsyx1JadbboW87eJ5/tUPL3PNjgpnFyZYblVZaoYsNX0WViTzSylHz6Y0kxjksjxx+GEC2fi/ss4L1atvfP8ha/tfEiI0325sfdsBbu0cWbbwA0cPvPKbRw4dnuw1V9hzYIZHXhxjvrnMe25pMzUWsLii6FYUSWoxxoLIUELx7MG1/OLve7z3tiU++IZFtm+ImF1qEPoVKoFPNfCoVTTtiqTe8xirabr9jE4vY21k6EWWdj9gaT7k1ElLnBpOn0sJAgsIfGXRUtDtuQq/tKu5Zptg5wbLlo1doqzNV59R7Ds0wVuuD7jusmU+/lWLL6ps29jlpScUG8cV040uoaoQJx5zbaiFmk1rBS/si7nu4gqvu3aBj93bw/fqvOlmixd0efDpmK88VWPP0Qo7NlTZtj5jZiJm+3TCldsylDJoZQFLNQiYGQ+IE4921+eVgx6dvqbbU3T6kk4POn1Lp+vOvd3L6PQsrZ6h2RPMdxXnli3VsSb/8G3zfOetMVdvr3JmYYzlVpVmK6DZ0bS6ik4PFlsZqezzfW9f5J7bfBaXp9i99yWvvc7/zeX+80vrtt/4T/Yeb33ssq2N/3EB3mx1aXXEjz21++u/Pn/sgcmpIGM51Fy7w3LknMcju8eoKcv2tRalJKEnqYUSkxnAooRBC8krh2Z44WCVg2fmeO/tHW6/vM94vcFSs0qtFdLo+XS6mnZ+s3t9TTfS9CNLPzbEiSVJLGnmjjj1sQakEnhaEPqC8bpgog7rpg2b1naZnmjytWfhm897SDPGW673uObSNo/tSYj7DW67RtDs9ZhbrHHrxYbp8S4VHdBPFfOtBGUE11ysqdYjntsfctd1Y9xydZvn9iuwY1x/uc+PvnOJr78Q88AzNfaeCNkyo1g3WWGiXmWsDpUAPG1REoyFvUcFWSZIUkGcQpTgzjHK6EWGfmTo9g3dyNDpQSuC+Y5ivgN90+eN1y7xrtubfN+bDHEyxtmFGiudkFYnoNV1dmY/drKoEkjefIPhzdf4HD8zyZHTNZpty6ETbVaSr0z+0Afj//OOW16vk7jzEc+v/Y8H8KXlFkqKH/3Mlx/+9WeffnjNLZctcPXFkxw+qfE8ia8TltohS0uKUEmMBc+ThIHEGEAYpLQomRFqyXy3wp88tIkHn29x55UrfOiNK1y5vcPUeJXFlSrtXkC35+XAVu6IBVEiSVJBmkJmLK52ywWVWkPoQ7VimKwnbFzTJaXDwdMJn3ok5MjJGuNBhRsv19x6VYunDzS5/8kGN+8K2bK+yx89JFAioFFPWOlEGAtKwEyjS6vtY9IK77pzjk9+pcrO2ZB33NwlThZ55OUpkizkpsvX8I4bW+za3OTB57q8dLLKi0d9Nk1KJhuCaiDwPfcQSgFCWIwFYyxJmj+siSVK3IPcj6EXQ7svWI4ES20Qus81F6/woTevcMflGdP1CsvNKsvtKp2eT7vr0+5p2l1Fr++6ioQQrJ3ymKqNs+/IGItN58TMLWUcPSPAa3LwlfvXbFmT/fqaTW+2zWbz98e+TV75/+sA//nf+ARXbK/wkU999Qdv3tX6cH/20PTmiQ7rJkLiOGN6IgOhqAQ+U+PWedpCur5ET2KNs+6FACndEu0pQ6gFy33FYnOCTz9c46lXOtx29QofetMK1+5sMpVVSNOAbj+k0/PoRZo4USSpJM0kmREY6/xzKSyBb6iGKYEf43sRpxcj7t0tOXTK5+ipCZQJ2Lne57LtiusvbaGCeV4+XGfjeJUrdsC6mWWWWg2u3ChJjeVrzwREXcl4LeWtN/X50iMJJ87VueQij7MrfV494rF57QRXb5/nsZfaPPGqIIp9Lt0+yaWbAy7d1Obw2SUOnYZn9lU5eKRGVQsCLakFltADKZ1rYK17WNMM4hTiTNCJBK2+oJVAbFKM7XPDrhYfenOLO6/MWD8Z0OuPsdis0Or4dPs+nb6m01N0+opuX9KLBFHiHiCAc4se5xYhjg2tbsJSMyWKM/o9n90v99l//Ik1Oy9e/PDbb5fpnhf/+OO+WOGiq/+nv78A/+xn/4zv/onH+Ff//Ibve3bvkf94+vhL499xo2VsZw0hJB2ZMdlIEQIqgaIfiRx4kBnQUqKkkw5KZmgt8LXB15bQs1SDjPFQ0Io8VloTfPabDR56sc/aiS4fuLvJpZv79Hsdrthu2bxOESUeWabIjMQW4JYGT2ccn7UcPSdY6Rm++FiV0wsT2NhjIlRsmNJsXafZsRGu2NnCyAV+90s1lpbGuPlSzRU7mzz4okCkHmsmJLVqSjfxkVaClSjt0+wLZpcEl9sqd1/f5vHnKmyY9rn5ikl+5J0LfPQrbZ7ZX6PT91hcqbN9Q4VL1ne56eI233VXmzNLS3zxsYDFbsDxsx6nT/t4SiClRCAw1pIZSIwlSw0TUwlXXd4lihIu3Rzxvrsj1owpJusBSRJydj6k0/Pp9t3D3+1rupGi1xf0IndEMUSJy3QWq11mLFFs6PQNzY5bJdqR4LG9imr1LLXagenW4vb/aPWlyWU3feWPP/+5z/Lee7777x/AbfZhkP9BPLn+h97/3PNnf68Wna1+9dEJXjnS4l/84Dk2TVVYXGnkILMEnqUfS+LEaco0g0QLtJYoJdBK4GmDrzN8bQh8SxhbKr6lEWZMVATdWNKOaxw9VeNf//EkmBSRplx/VZft62LSFIw1WOuSOFIIpBJoz2f/CZ+9h0JqoabuS6argpkpyZpJzYYZxdb1GZdsXSETi/ynzzU4fmKcmy/2uHRbRi9t8+TLAeMVj6kxy3g9plpxUsgYSbOvWOpYFpsZzU6FO65YYffeLvtOKMYbITddPs6Pv2uR3/o8PHeoRqdnWWlrZpcarJuusmaiz9apPv/b+7s0qk1eOgr7T0o8z6KURQgXo2Adm6cpbFuXcduVKVnikaQB1lbpxx7nFnx6kQN1P1YD+daLHWP3I0E/hn5siWNDnDqAF/FKklr6saUbGVpdWOpJzrZh09om/9v3Ndk63eCJ3fF41zR/78tPfCD9+Z9Vn77nZz9hP/efvv/vD8A/8l//mB/7xUvVj73bv2em9tLH1zW64RU7GnhKsvuw5lc+ZvjVH1tgzThI4QDua0M/VkSxHOjkOJH4HvhauDS7J93hZ4SxJUoMUWKIY0sjdWwTpRCngn4iibKAJAvZd6jGi/sgsxYHbaeNPQm+cjUf9QCuWA+NCozVJBN1xdS4Zs0kbFkXsX5mhcQu8Z8+N8bhI2Nct0OxY5Nk56ZlvvFqyuziGNdvl0w0DKHfI5ABVgnSTCKsJc1iljshs4se111a4ZqL2zz2XMjaCUE1rHPdxYZ/dM8i//HzhldP11npGFbaivllzfR4jYlGhYnGGI1qwkwtYet1sbNJdYpSGVI4GWFxD1WSKObmNUmqSFJFnCiiJH/Pr3EUS/qxJIoF/SRn7NgxdJy4I0nzoDyFODXEiQN/Nxas9ARnO5KZqSV+5YcW2TK1jmf3TrLvGDx/8EC1tqb58X/3OxvMP/mJSz73+Pf8SXbH67737z7AH7zvT5meCNR4+Or7Pnd/92NLKyfD99+tuf5Sn8AL6KfwwAsNXjk6x3fe3iHLFAjQyuBHmsjTRIkkTiRRYokTF1j5sSDwBJGviGNJ7LsLH6dZfgNKRwZpZskyQ2ZwsscwALcQoCRoCZ4HgRaEgaAaSGpVxVhVMjEmWDOZsnVdl3pthc89HvPIy5OsLDS4aoti63qPXZv7ZGKFrz1TpeZpZiYU9Wqflw/DniOaKzdbupHi6l0JV+20nDubMb/s0+tXeduNbR59qcfB04paRRL4Da7cYfiVH1zk4Vd7fOnhaRZblq1rMpabmvGGYqzmUa961CqWMDAEviHQGVo5qSXzlnJrcQkrI0iNJM0EaSpIUkmcCpJEEiXOeYkT4QLT2A5AHScmB7O7nnECSWqJEogSSy8RdGLBQl/S7Ke89aIVbrlMcP8TddcTeiwlkglvveyl8NI13ie++MXpn3jT2953JM7sY77Kn8S/qwA/Pd+S88uLH6ypM/95/uxC+OjeaWam5vlH7znFmokpdm5NCMaaNGoRlWpCkmrAolWA73lEceaYJi5Yx8mW2JNEqchviMgDRogTOXAQ0uI9M2SZC44ymzsl+WUVQiAlKClyTS8IfOfW1CqCRtUyXjesnYyYmWiT2hU+/ajko1+ZYk0YctUWwZb1Hts2GLauX+ZzT1qWlkIuXaeYaEC9mjB7TDK3HOBvhygRzIxJxsfh4FHLcstwbiFk17aQN1zf5t5vhkzVIfB9lBznyp2Cn3jHHJ6c488fm2DP6ZC1rYQ14yljNUW9oqhWJJVAE/gQeKC1dSAXIEUJ5LgHOzOQZbnsyx2kJHMJrSTJHCkkhnjwbkgSiFObPwTu6yhfGTuJYCUWLEUWG/XodhP+/DHBF75hOD6XcnIx4qe/e4l33BDy0DNnw9ko/K8XX3pgXyX0rwaSv7MAtysfI0ntD37y87P/dq55tHHZ1nGOnvV45MVxxhsLvP36k7zx5ojdhyRPvOJx17VdJhpNAi9jpZPhez59zyNINLGviWJFkEjiVJEkkjiVQ4CnTqsnqcxvGGSZcxKMcQGXMbbo4czB7QA+1PQOIGEA1dBQr6SM11NmxntMT6zw+L6YT9xfYf/RcbaNeexcB5vW+WxaC5dsadFNWzy9t0FFecxMKMbrMF6PmBhL8X2NEO7h6kU+S62Ela6l2UmZW/bZsq7OLZfOcf8zXfafblANEjzlI8QYOzcqvv9NC9xwyRyfuL/O06+Ms9jRrGmkjFdTqqGkEioCTxB4Es8TaCVRitw+dCi3uB5WYxgA3T38Qz2dpoY0y8GdMlwFkxzcGUSps1f7KbQTSSuFdi8ji3usqTa5/coeZ5ckD760zKYN8A/e2ubuKxVn5yY4ekax0NnHpz/bW7PCFR/6X3/98x/9t7/4N1db/jcG8BOnW5zqqR87vOf3fz2OD06dW9a8cMCAtZw5W+X//KTHV59psqYR8+CzHklqOHmmxbvu6nD3NS3WzkS0WhW6/YA48YlzkMeJIs41ZJLKAdAdE0mSnJmc9UfO3M5HH4DbJSlz5gatXMLE9yyhb6iEKfUwZaIRsX66xWyzy29/0eNruydZWq5x0YxgyxrBxjU+m9YItm/oo/0VPvmI5sjJGhevlUzUJWO1DCkjTs9bAu2sTmsFcaLZuqbFM2S0uorllmV2qcLFm0K+6+4mn3nQ59hsgKcThPAwtkaSSq7fvszW723xtee6/NHXJnn2WI2NE4LpWkYtzAh9J9t8T+JpgVa4wFmKQdGRxT1kxuKclswB3km4YsVzjD4AeObimDh14O5n0E0l7QS6sSHuxGyaafG665Z5z10d3n5DShQrtq8/x2RDcfV2j26vwalZy+1Xt3n+YMLew4emXnfXmg//1A/+A/VvfqH5ESH+ZnzyvxGAW7sMiB956BuP//onPnNyzXJbECcZR04ZxiswWTHQ83h+7wzd2JJJQ5YZPvmNGg+/3Oa6S1p88I09vuPmJjMTPr1+SDfySRKPJNXEaR4sJXnAlErSNNeWmSTLnL040NpGMFAlNvfQBSjlXAdPGXzPEPgZlSClXomYHu/QS3o8+LLlU98Y4+lXxpnwPa7caFk/KVk75bNhRrJpbcyOjcu8dKzHFx+dYUxpZsYEjZqgUU1odjO+8mRI3bcI4YDVizTvui3iy08Zml1Ls2OYW9ZsWlPnvbd3eHpfm70HfWpBipLCgdxU6cdO63//G5pcvH6OTz7c4ok945xYrrCuIRgLLVXfEGqD74FWwtmqsmByKOrrTC7VjBmucKkZrnqJcfIlycTAS+9ngl4q6GTQjw1JlFCpdHj/W5b44JvaXH9xxtpJTb/fAE/zzlsU/din2QlpdgJ8z7BrS4ryely+Q1PzD6155JGnfn37pXeaI6faf7BjU/1vN8DbrTbPH1zhyEn9A/sPPPRvFo8/NLVhLGVlaZx+J2X9uEAIi5eDqh4Iuomgl0q6qaIbaE61Qs48Veepl9t89qoW73tDj7fetsLUhE8c+USJT5x4pOnQEUgz5QBuJFkJ4MbmzG2GRZNC2DyodEkirQ2+lxH4CZUgpl7pkdHj689J/vihcV45OoZIArZNWNaPW6bHFTOTPuumJRtmErasa3Fyvs1/+VKNNKqwaZNgvK5p1KBRTRBeTKtXY7xuEUJgLSSpZDJQpCalnfi0uxnLLcXp+QqX76jzk+9e4cN/EnB8voZWSf5gaNI0pB9L1k0FXH9Ri6t2dHj1+Gk+9Y0K9z87zplmhVqgqPtQ8yy+tngKtHTpfCFGy0cNYA15nkGQWUiNIMtwwM4csHuZY+1+BkmaYpKYyaDL2964wgfe2OaOK1PGQo8kqbO0HBDFniOhxKOfaPqRRz/SJJmkF9WoeDWivsdTz0csPPmVNT/yofa/ue2m16XWHv6vzeYM4+N/fWz+1wrwLO1y6xVj73nq6Wd/66N//GhD6xY3XVTnolQyvyzoRU7bRYnFj8HXLgPZT6CWCrqpoKM03bTOXBzw50/XeOTVLjd9vc3Pfleby7ZErBnXjNWUky3pEOhppnJwSzIjMVZirZMEdhBQghQGpSxaGbROCfwUT8W0egnzrYT/8LmQo3MTPLd3HGt8piqCNdOW6THBVEMxNe6xdkqybipl40yXqfFlvva84dk941y1STBRl9SrkkbVUKvECC8iCDRaud9vLWSZpBdpev2E1AjaPUO7Y1lqeZxbbHDrJR1uuXyFTz4QUllSaOniMGM1aeYTJ5Je5DE9HnLDzg43XNThmded4fi85BP3jzO3UuXUYoCvJDVP4BcyTLrAc0DkhVTBMXlqBamBxAiiHNBxZiFLIU1QKmb9RJertnb52e9qceNlhkZFk6R1VtoBUZxLycQjTjRRrOnHeWlErAZWZDdSzC3BcqfPtbvOsXDkG1OPxWO/teuSG5bjqPfFv05M/rUB/Njhg4xNrFEvPfPRizrzhxs37ugyt9Kg31c0agIQdPrpoOinry1e7Njc1xAmEKaWapovg9qjm3ksxVXu3z3G43t61II+P/S2FpunErZu6HHrFW20cC1ioEpZSVcrbW2JubEIaVEiI0oslhRkyqtHJbv3ae59us6rJ+rEaZW6VsxULJM1y0TVOh+8oZkc00yNC9ZNpmyY6bF+ZplHXon43XvXsH5cM9OARs2db72aUgkiHj+g6Mcar+ZAZa0gTiWhVlx7cY+nXh53hU+9jJWWx8JKwOzCBD/5jllOLSzy1AszeBIQCQZIUwegKJZ0epqJesh4o8YtF3d53VVdvvf18+w7afjy0yFP76tw4EiNVGiiSNFNFEpIhBCrAs88J2ANqbFYY/BExpgfE5Jwy3Udtq/vs2k65UNv7VPxFbXQI4p9Vto+UeKRlIGdKPceKXqxA3evL+lGkl5f0ulDs5MR+orF5Wle3BcTqwcbV1xx6qL/7af/gTp08Gh20a7tf3sA/vAzz3Oir/3TTz35w6/us/82aR/lzmt9jpyeoBsZ+pF0A2w8D09naJWhZIaS0rFpbPGkRStXnhooqGhLPxN0U0Xfq9AzIZ12yr/55AQ2TVg70+fyLX2mxlLe94YeW9bEJInI9baEEnMjhrUrQgo++3CFlw7XEFpz/EyV07NVwopiLBCM1yyN0NAIoV4RjFUVjbpioq6ZGofp8ZS1U302rmmR2RU++2iDXqfGrk2WRlVRr0rqFUM9TPG8mK89FRJ1Jd4aN+m0kCi1iuJtN/X45vOGTiTp9DJaXc1KW3Nuscpl2+u8784Wz71a5fhSHSUNkOR62SPJHCP2Y0mnr2l2fOqVKrVKxGWb+tx8SZ+Tc02OnV1BexkvHtF85htVhFIO3GLV3FVrAGcCJEnG1jUpH3hDj+lGxiVbLWunIEs9orhBkrpuoCTRJGlxqJy9XQIpyoHdj+UA3J2eoNOzdHoZ3X5KFFtOz1n2nzNcvusUV27b/m/3vvpk97Irwo8uzz8RT8zc9rcD4IePnMAP5i6eO3vyt7/wtcflG2/qcPHWFhbNUjOg2fXwPYVWEi01UjrvWcqs5GRYdGrxUvBTCDKoZJZ6JoiyfMk0HpHvkVqY7zT4xksGS8YXnk4QInM3ybqbBLlZ4rxAhFCuaEsp0kQjjcbTknoA22csNc9QDQzVAKqBoFaR1CuKRlUzVpdMNGBqLGVmImLDTJuMZf7Dn4U89vIadk7BRDVn76qkXkmpVmJq1R6VSpVASZTMNThODiSJR78n6EUZ7UjR6RvaPeNa5mo+p2bHuOPyiH/0/ll+8zOaEysBQhisTTCZJUk94kTSjzw6PUW9p6mFPtVKSDWoEgYJ9UrM9btifC/hxl0pH3pjF63SPAlkEMKOivJc0plMIqQk8DQQ0Is0i8uKLFWkmXYxT6ZI8xgoSWUe7Ks8aZRnR2NJL5J0+4JO30mxTjel1c2cLOta5juCg2cNb7ypSbR0v2yOJ799+ujGR/v9/it/Hdj87wb4sT2fYN0aU3nmhf33zLb3ijuvmWXj2hZKCzbOBPhencAP8bWPlBohVM6wKnc0DFJYlDQDoCfK4ueBTppZKsaSGkGS2YFGTAJJYiSZ0SQmILNDC6x4DbKUArQQLlOpIKxYQm0JVUbgQaAh9C2VQFDxJdWKpBpqB/CaYLxumGykTI1HrJnssGHNIr97r+GP7l/L5nHFdN3QqCnqVUWtCtVKRr2ScHbRcPhsQOi78lsoKv0E/VizfZ1h3XSfVt+n17c5i0tW2pp6JaReHedDb5zjyNlz/N4XN6KlxmLITEZqLEnqcgO9WDkghZJqX1MJPCpBRrPtYgzfy/B0hudlaOkaJaR06XyRH650xUlJm1dWNk0ez+TvRYxTBPPOllX5uxzYtkUyrp/Xs3QiQadnaOd9nyudjGYHFrqC0y1BYiMWlls8dSAgffVVMTkj7vEbOw//xm99tvcL//C/rzDrvxvgp+cb/uFTy79w+syxXxhrLMv6hOHrTzc4fCzmh9+1wM5NEecWxvB0DSFCly7Obb3M2NySNkjpWE5nDoRpZkmNa/h1FpYdZOCyvFLOebliECiBGAG4y+S5wEpL49q7lHMWPCXwtHW+sRaEgST0JZVAUQkV9YqkXrWM1TLG6ymTjYjpiS5b1i7y9IGITz68gYkwYG3d0KgKB+6KpBYaamFKvRrx9H54cV+Vi2ZsrnuHafNepLjxEsuuLT2eeWWcbmTp9TM6PZ2D3KMaVqiE43zPXUu8eGCOp/auA6swJnPlsKklTeygnqQXaap9SyVUhL4h8D0CPyPQBq0zPG3QyqCUcVuwSFcajLCIIjmQP4Q2j2FMfmSZ60919qsc2LFpVtizeR4iT/87gOdHZN1K1ctYaWfMt+B0U3J6xTA9tsLPf/cc29dG3PdkSJI2pQ6P/ovL1oV+Y+3YrwHxtw3gSdyTvW7vl//g4x//Jw8+ueDPtissdqscP6PRXsQrZ5b5nrvb3LQr5qJNETBFL9dinifwsrx5oWByCTqDVDqWKwPcWOfRGpsX9ecebsHaJbm9CuDDhI6SecZSgaddo4CfZ/8CXxEGikogqFYE9YqlUc0Yq6WM1yOmxnpsmFnmqf09fvljazlxapwd04bxKjQqilpFUQuhFmZUwgTf69PsW5RUeMoi5fCTZcYBI0l9GpWEbmroRm5/nm4/o92VNCuKajsgDOpsW5fwKz/c5F9+XPLk3rVYFMa63EGapXmdSB7MBZJKpAh9SeBbAl8RaIPnOWtWK+sAruygsE0KcpAPXy74FMM6FisG9SyDHEMmSI0ogV3kySE3hCmKBUletxInlm7fMNcU7J8FXenw9psdPt50I3iqzrVbFUvtmNOzZ33Prv3519/1Tq/d7vzzer32V+7t/CsDPI2bWBv92tLZB/5xyKlw3cQEcZRgpCVYByv9Kg88U+HZ/T2uu7jJd93e5YadMLcc5o0FoKTE0xaQDoSZJUstqbLDLGReC26MHXS4F5m4InEzAnAxlCaiALdw4FbK2WU6b0XztCTw3QCgMHAjGSqBpRYa6tWMRjVhrB4z2eixYWaFp/Z1+ZcfnWb/iUm2TjqHpV6R1KrSsXfFUg0zqmFCksX84QN1pFJ40qLE0CY0tmA+j+9/yzL3PRvTjgO6OcA7PUW7o2gGmtAPCLwGl2xO+dUfXeSXPip44pW1GCvJjEurJ6khSVzVXxS6ctcgEISeIPBdZtPXdpCx1coglftMUlqEBInLD5RSnoPrW+QSBqtlKYnmHta8kCtjwOZJSv69O2cpXB3OQq/PG25a5r23d7hhF0zUaqysVGl1nc3Y6fgsrWj2vnQyPNt5+H/+/ve9SSwstn5xeuqv1tv5Vwb4g0/sB2tu2ffy/ZWdG9tUgmmeftWjvhDT7hkmIpiuSJr9KrtfCTl4JOZ1V7pkj1LuorlsogQMQkqktBhl0SZPIVsxyLQZK/KkxJCxy8AuXgXApQAhRX4Th+ytdVF3IvE86eo3fEEYuJkn1SCjVnHgbtRixhs9ZsabPL2vyy//wSSvHp9m04RgqlaSJqGmFrr6lUqYUgliPC/i9OIEnhIoaXJbbhhkOg2rWD9hSdOEVhLSiyz9yNDrZ7T7kkpXEfoevhfi6TEu3ZTyqz8yzz/7fXhqz5pcKpg8rZ7lTG6IAkMYS/q+GkgwzwNP58G8yt0rmQO8ADqjyaDi2g6Y3A4fUGNKhVslsGfZENhZHu9LKQgDzRU7BW++rc0dV1vGKg3iNODEOZ9Oz6Pb91jpeJyZUzyzt8+plTYbNt9X0dmGW6QVfylM/rUB/KVnv8pF20X1X/yf9/mvHvKoVENuv6yHkj5jNYWnBZXA0KhYphNXy2Ctz5mzATKD8YZBSVeboVXekmYduIdsbbFm2GM4BLWrnSjfgAG4GTJ3USUopRiAW0k3a3soTyD0IPANldBSCZx+rlYSGtWY8VqP6Ykmzx7s80sfmeDl4zNsGFfM1AxjFUE9lFRDRbUiqITu4XCp/pin9go6fZ9QkafLnQYvVpzMCJJUUwsVt17R5ulXG3QTJ1N6UUa3p2gHisBX+J6f6+dxLtts+I0fn+Of/g48sXcNiZEkxuTN0sMezMiXBL4Z1MwX56xVcbhShSKNL6XL8srXwFKhywuQF4DPjGP3oYwcSkqTvysp8EPBxJhg4+QYSysVlpYhyeQgfuhGik7PSZ11MynvvjtlvBrw9Qe+7tN4c/Uzf/bl7vu+6zv+5gG+snCAsYnN43te+Ox/ueXy/l1VFTC35HPoJFQDqFc1vpcRxiIvW3WgVNIFcp52TEzeeiYBZVyLlckZelgnkQPbrnovrngZ2YhRcOdFRmoAcFB5xaCncY0TniH08wKrIKOSy4t6JWKs3mOi3uKFQxG/9JEJXjy2hnXjmpmqYawCtVBQqyiqFUV1wN4ZYZBSr/Z55EWflWbIxMQwTV48lMbk3e+ZYs2U4o3XdHhkt6EXC/qxKYHcTRIIPY2nfbSuIKXhss2WX//xOf7p71ie2L+GxGiSogIwswMmDxI5qC70tUTrvAhLCpQurg2Dzzd4CDk/rT9YMVcdZSDb0tdO1rh7JKS7J0kimF3yaXY1SubdRpkLSJ2n7/79jvU1FharvHIgY6nbu+vyq4/9/k//6Ad+as/BEyuX79ryNwvw5/adRsj5f7p8+oUPbpo+Ru3KdRw/F9DquqJ5F1BI4sSQpnbglEjhnAvfU3haojSDtLFV5WVQDMDsLlIpkCxLkhzgRUZuoL1lUUE31N1FxaBWuPoMbfE811gc+obQz6iEKdUwoRZG1Kt9JseaPHcg4hd+Z5oXjqxlzbjHmmrGWNXm4M7ZO5RUAsf+YZBSDWJSE9GOA4SSeAWDDzR40WOa22yJR83vu3KBOGSiAHk/o+s7Bg98iac1ni42oLVcuc3y4Z+a5X//z4Yn9q0lMZooE8SZyVlcECaGwLOuQUSbfPVyg0pVvqK56yMGkk6K4SpYXNcyn7w20PN7ZEYlpBBQdND1Ilcf1Om7+8NgJctrzBNDklrOLVra3YyT8yknl88wtVF98NzJxw5rk/yzv1EGP3X6LBs3rNv6v/7//u+rnnphhTffkPHOm+fx/UnOLYa0Oopu5Fqe4kS6Esw8Giwkg7u4JdYQpWBx5OKJEqhFiblLnCLEKlkyXG5l3qGjlGNQrfMir7wIqageDL0s180JlTBiotFlrNbmqb0pv/i70zx/ZC0zY5qZSsZYaKnn4K6Ezk4swF0JMkI/pVGL2XvM8vBzNXwp8ZTJl/8hHxZLe5IpUqO5+/qEi3Z0OHyiwkzVtYD1YzfPpNvPWVgrtPZQ0uZJI8sVW+E3fmKBf/Y7hkdfnaGfVIgySZxaqqmTLIGHA7kuVi+TSxSJVNlghVNSlAAuRkBe1K2IAuDF/SpWVUpfF0m2Uv2PEEP3JU7F4N4XTctZ6ladKDb044x21zC7DItRzHfc2eRd1++nNde4auPF/8vWc2dOHV+3YdNfP8CtPQ4E2xbPPfbvb9zWe8+xfRU+/9BaNkyd43VXrmCMREkfz7P0Izc/I82r+kaLnYYAHLDuhS5cmTVK7FG8igrn88AtLFIVtqADg1Y5a2vX6+l5hsAzBH5K6KeEQUw1jJgc67Lc7vLNV+A3/ngdLx2aZjoH93jFUq8IaqEYeOXOeTGOvX0H8EoQEWcZ/V5IqNxDJgvADK5lfsMzSZpqp+V1RBS79q8hwA2+n+F7blaMVgolvQHAEXD1dsFv/NQy/+ZPUp7YN8WZZoN+TTKeWeqpmzYQ5Ic3kGg2twspAXzI4IPPm3/ogblSxBDFfSoSRCXZWL5vg/uDIzf33x9eiyK+SlPH3P3E0O1bltuWE0uW26/r8IE7K+w7PMbZl8R7dp55Mrvuuqv/52dfOXPshis3/PUC/PCBI2ivevP82efuCeSzfM9bxnngGc3soiDwI6phQpxIhHC+75DBh0w8BKQdArP8EJWYfPA+8ueriqcKtsEOHhiXwMjBrXJw52Wxrgu/KI914A78HNyTHeaXe/z6H1b54pMzLHQmmBmTzIQ5uEOnu6t5YFkJJNXA5gzutHcYxEDMQy/4LCc+UwEj9diI8pLudHicaBqB5g3XdXlqf0w7CRhLDFHshvX4katV97UDuFYWJT2EdAkaLFy6WfKbP9viy0/1+LU/WMuphQl645pxX1BPDdUUgsSNXvaVG2jkFYGmFIMguHgfypTSg7nqXpUJp2gBLAokzgN4vtJSuucWJz/d/BYXO0RxnguIoJ8aNk5lPPXqBPfvFqx0X+Ktwdg9O7eFf9jq9I79ZXH7lwJ4mrRRurbrsccf/bmPffIISy3NjZe02DBdZaxSp9VxHzzwM6x1VpSv7YDBjR19qssnXxDDyAUrf3OhSzridRcJi2FHvsqliZYO2Fo5cHs6w/cyfC8l9BMCP6Fe6aF1l0dezPj9rzS497E1xKbBmoZgOnSyxFmAhU+u8kPkzF1m7wStIx7fM0431qyv2vyBW83ghZfsajhCT3HLZT1S4wDeSwT9wg2JXfWlpwuLU+VAdNlHkT/40+OCD76+Qz04wx98pcc390xxLqnQDSWN1FLT1oFc53GIsnlcYnOQ58SQS8miHkvmF1tcAOAXAvsA8CP32I7c58E1KCRK3kEU503MFsFERdJqhZwhY8eWLtfsTNB6D569/Ofuvu2O51utzsFG4y8eCfcXAtxEhzl59DM06o0NKjn1uskgodOcZs+hhHVTmp21KsutyHXBa4MQoFNLqk1ePO+yldaK85avMiuch+cLPRDFvxFF+WshTYYZuaKmpRhMqXWGp8ygFiPwEnw/IfRiqtU+vt/lj+/X/Ov/uobD85N4Qci6umAyyGgElloAtbzDvhK4bGeYJ4Rc/UqWrwROniy0Mjqxj68Ufv6wycEan7soRaCZp7rj1KPi9Vk33mOlW6eXiHzcmosVPC/LbT6V251q4F8PA1dX+fieOzvcePk8v/GJPn/0tRmW0hrdwKPmSRra1eAEGnzFoBlC53HKYOXLH0hZXm0HYB2y8QURfYFbd54bM3jIGXQSFa1yaeru7VQVlpfqbJzQ7NgSIFLB3sMRZ1qvvO65g+0N7Xbr4LMvn+CGq761q/IXA9xkbNn19m2zJ/b+7pmTj3HZds3W9a6QvV61jNdcx4lWjim1kfi6yNS5bFuRgTRmWOtw3gV5jasyiHMGUb0duCWFbztkble0JcvMrYo6jBTfc5Ik8CMCr8ex2ZTf+3KNzz86xZHZCRpVj8kQJoKMemDz1HsBbpmDWw6SQmGuvQPfPTiNWsTnHtccPF4hVMJlDAsHZahkR9LfWSZJUs2lW+GdN7b5/a9O0alqGomln1iCOI8blBkMPXLauQC5V7qQblXYMi35xX/Q5artp/ideyc5cm6MpbRC19PUlKCqLRWdyxUl8HKXSQ0eyJI/PgC3GKyY5fvxrV4XIq1BLqMEcNf8nHcT5TkOpSytDhw+aTi3oIgSS7MN3sIhLrnkqt+97Yab3t5stf5CqfItAR5HKcpX7N/7xKYTx5/fKdVRrrm4QacXECcKpexAy7p6ZWd/FRZYmnfXZKaoUBsyefns7YUyVeXaiMFFtoMLWxQKDdl7WGPh2tFyYKvUde54KUEQ4euIdhbz25/2+YMvr+P04jhGVZgcU0z6ljHfUM2ZuzpI38u8TiWXJrl3PgC377KXURJz8FRAJw6YCHIXZ+DLM0j0lJM9aSZJEk2jptm+KUYFfdpxnZ4vqOTzSfxcXnm5RNGF6yHUawSvipmxLj/5ni733H2OP/hyi9/77BQLvRo9HRJqRVULKsoSFsVnOXNrWY4bhqMnZB7Urs52riai1wJ42TAoJ4kcg4vzAN7P5cpy1/UORKmgHcHE+DlOn35h57YN3qYbr73pWJqmaP3aMP6WAO91z6BkbUapyqf/4NNHvVPLVX7i3XPcdplCS4/MyMFTnxlIUkVmSj2SmcrrFOQgvTuUKsNLsprRh+xgS7LEDqSJFHn9RAngSuZVcsrkcwtdY4XvJYR+jO/FNPsxj78k+eP7G3z20Sn6WR3f95nyBeO+oeZbqoGl6g/BHQaSIJAEuTRxiaHcmcgB7nsu83n0rOWbz1aJE4+gZs8LMIvXaD2Hy+Z5nuaNN7b55Nc77D9VoxcKokQQeRY/BS8xeLFBKel8aymQQg6H+xQALzx2I6kGmrXjPf737+ly2ZaIP7q/zu69Y8z3avSVj+dpQi2oSAiUxZcufa9zqSJFXupQcqnKJDOQLSUb8TyAl7K3hTwZpPkLu9S4/s8oE8Q52I0ZrsqpAU/H3HbFMj/xzoSlpVc8qe769Jm55jVRvzP/rTD8LQHuBevkwcOv3rx7931jlUqbva9W+en/pLnnzmXuuLxHGgt2bU64dGtKoyrRysvZ3XPF8JkmzVw9cVGJZmyxTA9bpnhNgA+XRDlwXpxFNmDwvHjf2YEZKj987eSI1gnNTsJjrwg+9tUG9z83xlKzjqyE1CuKcc/S8A1Vz1L1LRWfnLUdc1cC6XaJ8AWhT16hZ3JwG7cy+ClKRxw4BaeboUus5Pp2deJkcJMZgjw1kjjWrG0Idm3u8fKJlG7iEeUzvv2YvFE7yyVKkagBuaozp3h4ChsyyVx9+Afe2OOtNy3z4PNtPv61Brv3NlhsV2lKn46v8ZXAl4JAgi8do2sxjCGktEichVgw+Uh/J9+CxW0RexQAzwvOSv2fvUzQTSGKMkIdM13ts2NbxMWbEuIY7rgi4jtvT+j1Ar50ZJFHH/va2J23v+Xmi3de+lWKaun/VoAnvROBr+x/fuCxhdpjLynqShMEAfc+WuczD6akccbWzV2u3Nrh9ivbvO3mLpdsjOj2K0Sxh041WaYHMsUYOUzaWDEA9rASuUB1UZbECKgLzS1KwHZNxCZvgcvwCzdDJsy3Ux55VvOVx+p88ZtjzLVqiDDEq3s0NIx5rpOn4pHLDqj4Ij9kXnKa625fuAGfZYDrFN9PCf0YaxMeei7g+NkK05MCT5ocGGIIhNJdt+XS00zRizy2rhW88boun38yppN49BJB6Fn81LF4lBQyLHMaPNfFCDkiU9xRalQwzm+vBBEfeH2PN9+4yBcebfPlx6o88lKduWaVnvDp+RrtKbQQeFIOGV2ALsc7wrXflfMY5Xu2iq6GQSXD4DK1gthAZATdDKLUYKI+12xp8uabm9x+RcqlW2HnRkm/F9KN6qy0fDIDr7vesu/EmVq/b/7z/sOnLgN6fyWAnzz+Mt1uj0s3RJh+heV2Ri/K6CXQjRXdRLPQCvnqk5Pc+0yXex+d55d/bJFbL8tQMiROfNIsG3SFOJkih+xthxdhxEoqLtaIZ25cSae0SDEKbq0zfJ0Qhgn9KGP/aTh2RvGpB8b46u4Gc8s18EJ0w6OqJHXPUteGimepeBB6Dtyh52YSujJTWTpE/uc2B7kZgNz3XHva4TOGl48G4HkuaCs5KKJM4ZRchNxJcW6KG+d85faIyzd12He6Si8UVFNBkFgiRW7tmZy9CzelsCCHWmXgs+dWpDEqnz7g0Y89KpWIH3xbxLtuXeG+Zzv86derHDsTsu90lXglIA00fa2RSrp0PvnoagFKWBSUpItjdpGzkTjvjg7libGQWUFqIckBHhtLlqaQdLnrykV+5UdXuHaHRlJnsVnlwNGAfuTRizX9SNPtKxZbHi8dyGiag1SrlW8F4dcG+Kv7T4l+v/9zf/bVP5n2rMfMpKUSSvpRlu8WYOlFlukqLNUEJ5s1vvGy5Lc+nXL5/7rARM0xrsqyXKIUoxwKhhlN3JShLgZdJg7YA4ALmzdGGLTMCAI3STXNMs4twgPf0Bw+VeHhpyucXq5w+EwNggBV1YRaUdOWmjZU83nigXaD4wOPHMTFIfND5QAn19w5uL2MwHPs7R6smKPzsPdYFU+O2oMDicIwPT0oPS2cFJPHK6nH5Vt77FrT5ZUjKd3Uo54IIg1+PuxSlQAupXBlxiUmB0YaQgYyKJODXsok84g8n0Yl5vvfEnHnVS1OL7d46BmfIycD7nuuypnFkKznYaQm8RVCqtxJkcNiNobuioTzA9AyuIvPhdPergTagEkgiljTaPJz71/mtis85hemmFuqs9IO6fQ9en3XkucarAWdnqBehTG1f/o9b//gz8Xdkx/2q5svmDl5TYC/9PxjZFn2wW57pTYzAdOhpFGT9CNNPzaDBES3b6i2DZk1tPs+D71Q594nW/zId/TJMotSGmMUdgBwWfLDRxe1AbjJJQlDve3sP6evvSAjzixHTwpePqJ44Okqrxz12XM0pBWFRHEAno9qaAIlqSqoakOl5AMHuqjTKMpmXV14kMsS31f4vswfADvU3l7mMoue0/mhn2BNzOySJLIBWudLuyiVI4wS+ADkWb6iFf2Oceoh0MxMxkjVp5N4dLUgSC1+MiwY08qMZCBluVOhGHaEyK95IYOKNjOJl6nB+Ilu32fdRMyWtQnX74joxT1+6GiTV475PPBUyMtHQ46cCElShQ1UflLFe3EMCidGpmcNVpRhjjNfvooG8dQBPIl5521tXn9NRq87xsJKjbMLdRZXfNq9fE55jDsiVymplODsueXaE0/u/qBU8sP/TQz+mc/djxIrqiqeF3de28ZaPx8D4Lqko1jlh0snj9UzIptwaiVifsFy5JyCSkZg+2SJwmQqB7a74FhxAfYuHBMXPGptXDpaGtLY0u075+TYKcmfPBDQiRUv7gk5dDJgoeMTZT5oH5SHaigCKagocisMN85M5YVHyrG27wmX9CiD25P4uSwJfAh8ctfEpcw9bfC9NM+IJlTCmLnljAeeqNNsB0yMCXTuxZdrbla/bF4pOWwDk0SRYnpK8dZb+9y3u8eJZo2eJ51M0eClFi8pPGszmEwghEJQnnUiB7/DWD3aapZJ/EyRaUXqqXzkg5dbqQlVP+HOK1NuuSziva/rc+Ck5MW9Hr1Y8UcPVDl6zgMh6fY1WawdmKXEardcWUoP26r761itmHxgwGSINMP2MnauT1g7k3D6bMq5RY/Dp0KW266fM0oy4mL+e2xygoWDpy2vzB0Q3/eOq9SeFx9IL7/mzX85gCsJlvHf/uiX0qsv2TzP97zBZ36pQbvn0YtUXkzlBl1mRuIpy3e/ucnZ5bN89mGBAj79lSqT9Yxrr0yohakbn2bFYDaIEO57clAXik1KaHYFLz7vNjaqhIqn93l86dGQfqLoJ5qzsz4GRWI9jPBAa0Sg0VLiK0FFOn83VLn9payrAdcO3G6KrCgN0y+DW+U9mmLA3r5n8P2iQCsbsLfvu2lP33he8fkn6yhfE0ibe8qMOCgXYvDCC3c63HWo9/se77qtxxcfb/FHD43RSUNquQ73Ch2eFDU3dtAtJIq07qAMTZa0/ijA00ySasfknnajIHSakSQeWmV0lRukPxGm3HpJyi2XJCAi3vf6Lv3EjXP780cDntnjUwkFCy3Fi6/6tLpqlMFX19qWgG6tpRZmXHNdzGQ9I0XwZ98I+JMHQ86e0+yYitFyWKsy3EwL2n0407K8742LvOE6/+p1043fzgw/+Zdi8P0nlqk2xhsHn/vcJbdfhtqxQbJmconAS+n03D4u/cQNvszyzGStkrBhOub2a1K+4+4OH/5Ig+//p1PMrDPcfHVCvZLvbWkvKJNGLoaUgpWOYvfLPq2mQmpJZCWR0Y6ZhAapQSqE0kgp8YRwYJaWQBp8WQKzHM7ocyAXw4YH7RoBisbjMrgdw+dltV7B4FnpSAl0grUxpxd84igkGJP4edpb5VV5I1nMUjVekV4fglySGUWceEzUFZunY3zRp5cG9FJBRbshmEUNSZHQUrKcZZSD3+V+h8yTP6Y0BN8Mgs9sMP4hy5NiKi9xSEnSDJUUYybcsXHaOVVCZFy2pU9su0gNzaZg98uala6TTReszFq1fBkLtdByyzUJM2sz/tMf1fjJX5lmKZtk3YQm7aXUArceZCYf/pm4HeKWIkGnn/HMnjokWr0uWLnkPe+6p2HtuZYQ6741wOfmFtGLzQ9/+sE9r6+YE7SihAOn4bLty1y9QzIzGdKPAqLYedwISzWMGa91qFYSHn/B49PfqBIpj1PLkrPfqPKtzxaG2QJHdVYITFHQjcR1C8ucpZxzoISbuRdIl6AomNPLS1T9HAhezt6DTnpFvvUeA3C7ti63JUrgC3zNoMTUMXjO4vmeQJ5O8byEIEg4uWD4xH010D6eFMMAcyBPxHkMXq59L4aEOrC58XNx4vGht/b4wiM99szW6WQe1dRN/XJVgHbYiaOKwLtctVeULhZSSJYKvIrDOPcmlWit8LKMRBm0ytBKo5RLlEmZ25KFcyUzJ4+EcauHMUxXDd9xu3GdDcWcleJEv2WK0yKMm6Tw/tf3ue/hmPuey5jvWKxxQ5kEbtZ7L4VOYghkzJW72ly+vUuoPMKgyUzDe32WXPthkyU//Rcy+Eu7H0Ip4Z863mL33jorvQZZalm3rst7bm/xtptabJxss25S4muF0pY0zbD0eeh5+Ni9DY4vVB1FSkU2uLtlA+k1wE3p75Yi9iJqd34s+NLiiRzQuSWnJXlNRQFs93OvVBrqaqHzJty8u2UIcDmQLYFvBy1tvm9Kg3NSvJy9fZ0gZczxc4L5VojQmkAyIk/kqlMvZepHupdG5YMiTj2mGhFb1/XYdy6il2n6GQSZwMvc9C+tQKVFyYIp1eqokU6FItHiJu0WPa9iYE9m2qCNIcskSpt8+phBKeVyC0V2WFg3LEiZkk1b5CfMyHyVsgu2ehxF6VMN/l5mMjZPJnz/u1ukUvLcIcNSv8psSyM1+F7Khqk+l0x1ecdNHd5zW8rmNZIkyVhcCTk53+O+rz3iiwvke84D+FTlIFIKbtzRRcU+8y3BSh9mWyEfuXeC3/lyl1svWeGmi7rcdV2fjetS7nvC5+SZCp99rMbZpSooH5R20fYIOxcnWKrrLhU1FAw0rH9wH1CLvPRVFF87P7acVtY5c+sSyIsREVq5zaW0Hs5DceCW7t0vgF4Enzm4i+4fbQYSxdNOn/p+QkrClx+vMDtfwRtT+IU0kXbUQVn9WI+0eq2aN5Ip+pGbYPuO2zs8/lKfVhrS1ZpKaoiVe6hVniUdFkXZ3FItflMRaA474p11mM9UKaSREWgjSJVAZzLvuM8HBEk1KIEYOllmkEEuSpWFcIaApAzynKEHyqyc4i/qWlxew0kkzfe+KeFNNyzyuUc7HDsX8PXHK6xfl3HXdRE3XJRy/S6Byap0epPsP1ql1QmYXfLYc1zTTI9fUByMAPzxxx6mUqne8c1H779xqdVmzaRHver2P5wIDfMdwWynwTdfrvHgMzGfebTHVCPhxUMecV+T+2+5Zzr0Z0fSugz3jRlAv+Sjqjxx4JIKw8yZykGtBl8Pq9+UdPvJF0t3GdiDOSgK1494IYAXAWehu3UhS2yut0dryX0vwfdizjUNzx2qgPbRuTwp0vOjlXijCHfZ3GH3S5G6HmQdM0WSeFx3UcTUeI/mcpVuqqgq8FJ3Liqz7kjKAM/zBoNfJEdb/qzIJxXkpRPK6XHPCDIlyZRxQM+/VnkJhMwnYakC1NIxupBFdrnIVZRGwTGs/Byc9WBhGT4EBfsnqSFWGZO1hJ9+b0q/3+F9d0ZM1AUXbRK0OxWWWjWWWzUWmyFLrYDllqbbc8OWNkxWbrzu6rvvuOctdz/2xje94cIA37JmEa2b33H5tuRaLzP04oDlFiwsZ/g6RkmDJy1VT9KMQ04thhydBekZdCAQ5Bm2XEooymndwrwaTQasThIMblT+ICjBSIq40J5yBOBlFi8N+JECNZAoQ2AXzbeOvXPNrRno7cISdIw9BLeX62+tEwQJ9z4a8PgrdWSg8aVw87cHFYTlAqXifFdnM4ej0YwpPHFXsNbre9x6RY933tnm9+6tE2cBnUwSZpYoHa5WgxVDuNkyRWJs+Ktei8nBaDc+z+RSpQzuVMrBiLcByAclEkXBmx3IlKLaUBZj4MQqgF/g69ESDHcOkQxod11MccU2iFPFqVmfXuTT7oYsNivMLQWcW1TMLxuabcNyK2ZyTXptOLnyHWmSPHZBBu82T1GpNd769Ye//A8WO/u5eEeMFg0WluscPOFjjEecJsSp2zjVk4KalsSGQfJmwMCiKMwpNSeUQU1JsZQAPizisQPgjy7D7mYWLD4cyTYEtmt2ELlUyVk874bx1Ci43TiFVcyd92z6eXubp4uGg7R0JMQk/OlDDTIboAbZy3KAOexrLJyNEQ2OG5VhDYMSBpPbhS7Y1Ag8PvCGLn/45YgVk9DLQnqZwEsZsLiUFpmKkmyQLtgbecmSNSlKIBdk2jlcqRF4ypAp64AuratczLckVJl093bQRG1RwpRAOloQdx6Dl74u+kkHUqaQOrlkEfnK1mRYL9+LPDo9n2bbY25JcuJsysFTKQvtlEz22OEfYLq+/R/cdNN7Hj545Mx9u3ZsGAX4ydmEsXr/osefT3Z+5qsenqe56+out1/Z45JtE8wvV1DL7sIG2hWte9IMpheVX+dpTzG0/8+rPjuvYGe453p56T1/zmAxlq0E7GLOhyq691cNu8mBrZUYOikDO9B13LvGZJsz9zDA1CX2DryY5w5JDp4JscpDSYkvjVu1Rmqohye32kUpjuH0LlHyqx3Ik9Rj54aEy3d0ePJAhUT59FJBKMHLLDoVuWxzbXEyzfUwEoFh9FcKVo/mMKUBPTqPA5Sx6MwBXRmbP0RiyOSZHDK4KL5mBOhljT0ksmGt0epyaFdhYFdJmsJlUq7rKcl38jCCTg/2n4qRQZt339jlrqtSkliydXNvZ6PSu6iqo/vOY/DmSpM0iQlEzLpKiBWa3S/XOHYyYqwRE/c07Z6rzZXCjSFQZnTw5XkgL309ukCv+jslrTpYukorwAiLD96HGyzp4mtVZvLhmDadM7dWOXPnw3/cODM76DQvxkkUzcleDm63XXgeXOoES8JnHqqyuFhBBF7u6pQCv9U1KIMTZsQiNGaUVUe8aeMGyk9PCt7/xjbPHWoQZSFd5VPJnBbXpZjEgbtYK0zuidsSm0so6XH3MJXH4zm/WRvIpEIZgza2lFAqgufRJpOiLn+oqYetdOV6/uElsKMPO2XGL57+/G8W1yZ/+LQyNKopm9cl3DO9RKPhs2ZsgnbLp9PLqCxAdXKJNOmfL1GO7fs8SkrWVDq86eYKvchNCA28gImJNvc9v8yJhXHGQrcseXlgV/5II+dyAXuozNrlv7u6gH5Eu46wt6DYlbjQ43LA2qIkT4Z7X6oc2AWD+zofAOQVWwfmSSFt8bxCkuSHzkYOrVznzp7j8On760TSR0mZ24MXGIkhXvvhLlfajerwXIvnMoXM4/1v6fOxr3Z56UiFRHl0pcTPTG6PCmRWdlQsQopBTY/7JSb/XaP7FtkSkw/AbfJg3bhtGMtlB8ORy5RYnJIWHwVw2UkZxYctfbfqz8Wqa1QiUE9nbFoT0YmbPP70BJO1Or4nSRJBu5fBSwep1c9izFCiaYDF+Vkmp9dUf/Xff3j7pvoZ3nSTZLlVwWIZr0f44SK7j4fs3iOo+Y79lBw+ratZ+S96iVXfrJYoo7NOhu1ewxFjuTTJx7+VgV6e2qR1AfRce6tV4C7S9wWwlckZvQC3yeVJmh8Jyos5eFrTjp0VqgZ10xdIz5fOZcRFKelhu9oLz7txshLIa57gko19XjoYk5mAnvEJM4EnnVaWuVQZsPiAXPIZeYOvC2aUwzmDBrQVeZ+kQOeAVxKUgSyf2y7zlrYywEVpmsEIuMVrMfWF6HB0/b/gKl/Mt9GGsVrE7HLMQ6+k1GTCWNX9i/mW4Y7rWrz/9eH217/5l6r/+Gd+vLt503oH8OMnz9JsNt/ihTv+6ddfeJrNMz20F2IsRDbiv34t5POPTLK+mjf0KsdYQl64RPK1XvYCJ8AIe58/qWq1/i7GspXneAz0t8rnEaoha5d3MfYUuRfuwO0APBwKNGBwvYq9i75OP2apbfi//qzOYi/M5ckwuTNsURMjIH/N61HIFSPynVfKDO4clTTVNKqan/muNg8+12Ax8omlpicl/qCHsvxwWVd4NXAyTCFysZgc3AaLXOWsCHQ++HQw8s4UcY0dGbe8GuDD8R1DiXnBbP2qOKSoMVz9N4dkN5x86+WOTqenuOcuaEULfO4bCbH2sAgmZ3pcu6vFhjW3/9P9+w49Zk37C5Az+Et7XqEaBizPH+Ubzwc88nJII3Q3Susxzi5UWVuRjIeGiu9maxSgulAD6oWAXZzQa93w12ZwBk27rw3w0qDNEqgdyHPLcJCuLzS3GQSVA1lSAFtl+SyVIXt7KsH3Yz71kMerhysgPaSUBLmrM9LtIkp9mEJccFUbGQE9kCmMyJTUuJazNPW4cmeX99zZ4mNfDTE6oCd9AimGSR9ZOCnFyjrK5MKWmLzUF1uuiTEKlHWrgjGCbDD6TqCMICtVSEojSgbAcAeL4gH7VuUo5TbFIX+vjsKHGFDSkil3fYQIEGKC73ldh7uvaqJ0ipCG8UpCv285fOQEQe1ZrHE6XAO0IkkiJKkV1LyQlW6NZgyecPMzNtcNVd8MCpQGE5FEaUlatQSPPqUXGr82KraGT/2Q/SQM9GQxLXYU6MOAsmBuN1BSDGYgeiMAL4G7mFWozWBj2tXMrZVjb0+7qVXLTcOff6POQjOA0FslT15bopQ7XcoXYRBEUbLtyp04uURJUs1EQ/Hu13f54uN9FjsBsdL0Mpnbk4WbIkZcpxG9m7N28SMzYPNiMqxAWafDTRHPyPxzSchKrtXAOZFiFbgvLE2GJy1GsWDdtbGlcGGAjtw+FAwfsmKzq36kqYQB45U031TL4quMpX6fSr6vaZq5/6Des/cgM9MT2x585Jl/dPzwAlsnQqrryp+A3MAfzrAbLsNiIFNWs9NqUI+ODTjfdxH5MirOY/EhsIUoF/nn74P2Lfe1ziemuoq7IcA9XYwsK8uSsuYeHlqXkzopWrnM5dFjggPHQwwBQmq3weqgdIBVDoobZjmML4ZwO+965NMGTDFeo9RLaYwkzTRYzaVbY3au77O4r4LNfMfimRj0TaqBZZcDjXKhV9FX4/7EbQSWs7kt+eRSDEBtZJ5hLXXZZ4P7X8ZBeTiQGMiLVXd44OAMcbAaL6tFe9kiHk4sU1IjW/55GPJ0QhD2YN3kP9q+86YXzp4+fEx7ypAm8bqpBm/dNt1hx7oKaVpMGrIkqc3tJJszLYPkzAWXX1u+gaNjj8sz7M7zzvP/Gyxv5wWZYnhh1ej87wHI8wTPcKuSAug5uAu2LuvuMrjzCrrBXp7591qnKJXy5SdrHFyogD+UJ2X3RKxibzk4sQu/yluxmJJcGMqUUhltrNkxHfOOW7s8s6cKxifNnBb3snzIZzYqlQZSZcCe5YtegLs0r8YKjGTwbnIGlxJMsfWjsUOCGTgo58ccQgx/ny0qG0sYGHQd2QsTYoGKwUqen0sxj7GYLZ7k07AcXj36/S5vnbRvndnQW9ftp8f0RMMQBIYt6ww3XZHRT6AfCbctXSTo9iGK3T4wzre1pRM475at0pa2pDFXzfhe5Z+XAT5gg5GATZSWSLdyKJGDW8lhyl5RArkdaG835ep8YBcDgvTga5ODPHXyRCVUqhFP7pd84Rs1en0fqhotBZ4oBZfi/ACzHFNcEOADkI8GeyMJnzzgTFLNWF3z3rv7fPXxLk/v97E1TS8L8IUL+of1OyVWFWVwj77nOzliC2a3Aqtkvu2IA7XbocGBfWR2YeGeGHG+LBuUyZZWrVKj+XDue5ELEKMkeIHXoFvJinwGj8Nlr2/c7tmxG1i6sNzn8utStuywNFsGrUQbayWN6hJXXHSGzIzT7gY0Oz5LTZ/5FU2z47aZSDM78sRdAN65G2BXgbrYY8ddSmvEsE9v9FoM3ZSyRCku6oDFh5p7MAc8B/Vw4P1wuGShv/XqYzV7FwGmztlbp/h+TBJnfPWJKntOVMHzEFLloLKDgfSDEW2vUUU4EoyXbcKCFMwFvPBVdmEcay7bkvK22zu8eKxClPpk0qNnFH6WX4OsHPQNdr50AMnyAHAgVYafhUKWWOM0eNkrVyBNAfrh18NyhKGDUvzf6pDxvFIBM/xZkQ13jtKFE4cF5ord9qLY0OqkLLYyltqWZg+afWh2ExbaEVHUp9Pvoz//xXupBpq9J5qcWQp4/XWLKKvZuUEx3hgjzSZJUo0Qrn549XIyOIHBxbKlE7CD/XaMsRiZ+62yeKIvMGo3/6I8iL1orB18vdoiVIwyeAFuadG6DGibs7YtsXde5F/sIzlwUZz2DvyYV44L7nu8SrfnQ81DCjEyM2Qwz29Egw8f0OHNLuvwnE1zD3rUTSn0uBwpwIoTj3o95m23RXzxkT4vHglA+/SNxC9pcZmNfh6ycsLJ5gDMKUYN75+2OUlZiZXkO2+4zyQlKAsyl6kDkJfv0yDBY1cB88J7+xQZ1DJeztvJYwRr7s8dwDNa3YwjcymdNGHrpoi1IuLOyzP89Hm+8OXTKBmjJefcsgY88Ow0f3jfJGOVmLfd3GPjpGU8dP9p38U55z1e5Q9TaLnhBxdk+S4PQ6CLAbNfyOiHkiRZDXI5ZPCBNCiDu8Tc6jy2toPB7552A3S8Yjjn4HDAVsoldTwvIbUZ9z5W4ZuvVCB0rXK+FPjCnh9Ysuoof/MarDQao4hhP64tHJXyAB9F1Pd43ZVd3nFHl1ePh6Sph5WKntB4WSnYNSCyIYsnIyatzaE+dKKtdWBXOBodJKGUQFqBNGKgw5UEK9w9FmXnqDjnUu1kOai2phgZMQT4YO9TU+zJVMjc4Qq/Sia4Ty8EM5OaHdt7bJxZ5u0396mFihOzAZ97fJFjs31CP0N/5MseQkCSGqbCjM1bNUJ6HDpSZ3FOcMkWyfR43qBT2mpuNcBXLz/FPpepKrpHCqDnG02ZC1awDCsMi04eOQT7EOCMMHeRRi6ck4K5yyAv9od0LF1May3YewhuXXjfKsH3El44Jvn0Q3XAd963cI0NurAHxdC5WD04fnijRYm7xciNKuvwghRc943BZAKjhjLFzTXRWKv5wBt6PPBEn92H3SSBRCi6mXA1MYMHbihVhsxafBI7WEVGfGnrmFuVHj6p8mteihMGJcF29AG/kP/tZOnowM0sy7eKzLeMHJBgGeD2wggREnxPMjXucfn2OpONkAPH80I31ee9t3cJ/J4rInvztVWkFERRSrMVk+YyRCuohop6ddjGVaRsV2fohoGSHe6XaCBN8yhXQCoEIgMj3AlKUTwcowt44RuXt9JYXYOymrWLfXgKcJeBrYodHlQpqFRDkKuSRCkGdmqV4nkpSZby8NMVXj5UcZVZ0gWXfm4NjhSDDXzhC2vw8ldlSTcsgLKjmUUzWiduSr54FHtcsbPP6252LN7LPKxQRMKnZ9yudSrLcwf5u8AisuFDVn7gCjANiCp/V7nklNatntY6NrcWbHFvbM7mq8575FztUIa4bQbdtodp6t4LsGdmVex2Hrjz1Vu571udjFeP+FRDH+2WHuIkQCgPqTRYi7796iWUhG5fcGYuoNXxSHPN5inwfQi8bACWQZ9h6dcXEbJLVBSD3QWJsqhEEJXKBlMx/DerSXzUAxcjgduwuKpcMmtLTG4HEkW9RjA5/Fl5vHIpqBxob1c1ePCs4ONfrRMlHlRdj6lX9H6K0XnaI85Jye58TYmyisHLMsWY0S20h13whRbX1ALJD7yty73frLH/tHv4MqPoGYWXWRSlJMwguBxm4IYumB35PAXgC3NAIkps7sCurMTkyTdrBSb/PeUe1PIpF/rbgduSpq6DJ8n35klSM9xfM98bteh4Wk1+RS6k2BO03cvQSiKEWxWWOxl9i6szsBZ95Q0/ufbw4T3/x94jjzFWs0yNJW4L7bw2R5bKJFWRXSqdwDBTOToCIUkhStxmryP60gKFv3oBgMtSwFIAu1wHLkuSpNzNo0q6W5WDS5kDW9ohc+t8Em0xR1ya3PdOBwCPbcrnHqrxwsFcewuNEjJn7zxzuepzDgKtEaB/i9eIBh82ItiSTBnMdcwHmLrvNXHf57pdPb7rDR3+4x/79IwHRpMYSU+4UlppcgYvrYyDjHFm84RP8VGGUkWp4WdTFqwEVVphrHWTtaxwbCvzbLOlyDyPRldDC9SSZW778bTYlTl2QE0zV4pdSNgLKZShY1OUJdjBdoQW54UHvmDNZMaNN9z0f2zfdvFP6BMnDoy3Owtvn2wsce3Fbvprt++5sRCpJMuzXENJeQEdPrhZwzl4SSrRkYtcsmLA+eDG50tm6ZMPn9BV4D6Pve2oPBmA2wy3DVQlcOshsAuvW6lsoMWHzF0EmAmejjlwRvLJB6tuBotw7F107q8OLgfH6lWIIdAHPywnuyglvwZ+8DCOGWQ2i2DT5jJFOT1ujeJ73tjl8w9X2XvKB+mmiPWFxhNOpqjCcs0Ky1AM7uFI+rxAYulzqZzNVf4vFOUNeYfJtsI3t0IgTLFbshicbvEfLFjZmGLTKUs3MvRjSFMH8KxkW44w+AhZDB9LN34auomgFUkkGZenbS7rLr/93NzJce3rWeaXl/jMN1OePKJYM9bjnjtSNs6ErLQDotQjy4aVZ8WzOUhUrQo4B9tyJBKtPVeRGMuhprLFkjNcwot7P1IDXgK2KJIYatjzOPi6tMeMKunuoUVYgNrk4xCyAcgLYCud5uB2IM9Uypceq7H34FB7SyGd9z3ooBntah/qz+G45IFUWaVSRiywnEULWVAeyjnU4XmTcKbIZDGt12U3L7so4l13dDj8yYDYKJAeqVH0RD68PivtRjdYfYeBJ9jBZxzeoGHwqazIwckAyKqIGVwPRckedL/H5kwrbP79oHiqqHJ0pkMvtrR7lm4kSDIH1NfcsKx8EfPrlBhBLxUsdmBqrMu7X99kpi7YNN3H+ksstyrohZVxkiRDxNM8sVtxciXh2Ow8H3rTCpds8kmSkCjRg/HHhd4uF7OLwYVyH8Jax+KNyEeKKotNTZy6HW0H2dBcjsCFgT2QImIoSUbkyUB3D2VJ4YGrMnMXFqGyg3EIOgf5gLnlUJ74XsKRs4r/+3MN+tKBexBclndAGDD30G8W+cqzuvjsghK8zFTlxE8B6vMaknMtbh24M6NJM48gS/mf3tvhzx6ucviMBhkDilh49HBj9Nzq4vT0QJRko5p8lB9tXnxlR6RKfnPdz2RpFRJDoBf3cMBctkixk8+cdGTXlYKVjuXciqSTDME99OtHs8DFuy2Bu5tCZFKu3LbI97+xxTtvrnBmfoLDJyfR4Tj1Wojeur5HI+jTv9lw4HjIswcEn71vPadnLf/uH8+ztp7Qj3wyo/NNpPILUzylOAuumJNhrXtf6QiafQ+pGyy3PJqd4YDIgUa7AGur1QAfAXY5sLQDgKsSgw92Vyu/F8ytsxKjFyPJhrrb0zGt2PB7X2xwei4A5YH0ECIPLkved/Hgra5dH8qAsl342q+hVBkdJVEuwBpahyVPPFNk0tWLb1oT8ePvafMbH/dpJq7CzBhJJBTauOzm0C4UI3HU6LK/ep0pmHz4MAyAnSfqyGMqENi8dGHwZ4hV10cgNVR8hZWW3rk+Noxp9RUrHU2GK/wSSOdIqaH0K2SPweYzXSxpHLNzbJl/9r3z3H75GC8fXMvuvRVePNhly86UyakE/fALIYtLmoVzXTav15ya1RxrwH0vTPBf/qzFv/jBNuN1nzQfgQy5DlbFNCPD3LIgSQxRZnlpv+bcoubZI1UeeG6CtdUKu2YSxmuWMCgGy7jiqKJ4awTcI5p7dAyazllalkpUpSozeMkelHYgTRyQh0AfkSdlkAcJn7034Hc/0yAynmtdEtqNiROF/i620l6d4Dj/Zn5rDh8uxatrw8stZaNWocBkcuiN50we6pSffF+HA8d9/uBLHsgEUKRC0sNNBJNmaBdKM3wQ7SrBVN5aptDajsndA6hKBFcAfnCWpQKrwgUriLxwuzwFYWDZscnwnXd3mRqf4xsvGl48ojmzqNmzLyDJNFGmObdSzKMsAcMCGMgS6l6Pn3zfPK+/Gs4u1JldCjg5F7FjU4s7r02YmMjQldBjsqHJ2oL5lYxzTc1K1xI34RNfrvLT391k42QPYeVgLPShU5KjZ90GSCmSz3y9wtySJjYeLx2pMrtQJaj6zNQE0jf0IkvoGZQqTrxUTLnKSx4Bd5FgOM8OtAMG1yoH+QDgZtDepEaylMPv3RYg2UBzK+VmDS4tw589WGU58pz2Fh5Cyjy4tIO0/OqhRKu3JR8JMlfhuwzkAchXyxRbZHzP98OLOnEjjZtSZTRpphnzM+55U5fPP1Zlsa1cssAoEuHRM8LVqBQGQVYONEuyhUJ5O2vwfE1esLbAytFsqCO+4qHMHbfBDWaQx/Dy7WIqgUWLCqGa4ntf3+LH39Xl3FKHPUcEmbXMLks++/WQzAqQiqNnNYdPeYOHyArDurGIH/qODmNjIf2oz9qJiJlxy/yKYrklCUOBrnqCSCiWWwELbYn12+zY0GPnTBflx/z7P6zja+sUnBBIJXlqr89zB1xNtJUe7Y6PNR5CacJQsnbG7X8zGRoaoStWX52OxZbT8UOWliVwF0DXAza354N8FXsXzK2LLQUHAWZJd0sz0N7u5yleNebeb1R4+uUqpqS9pcibivPZHeVdx1YHxuel5stW4QVI3BaeM8VqX/RGkrsNo6MeBr64FciSL55mHtqk3HJFzDtv6vKJL/ugEhAKKyQRCi2Gq4wst7UNPugok7+WXFkNdrnqARk8MmL0QS6ulcoL07JM0O56KFUlShSVdoVaJeKuq93GYdiUd93ayTc9sDx/UPHMXoVU7iNY3LiPI2cVx+Yz0qhFjGJmcpw4DcmygF4coj3PUg0tayYMG9bAm25KWTfVolZrMbuQ8mO/PMlcs9CjbslG563pUqGlJKwJAgWhgop220ZXfXcEnutyP6+8tmQNlgNLdQFwF47JYHu7C4LblGRJHmjKEnvrsjxJB9JEKTfn5PAJxcfvrXGu7bnCG1libzFkbyntyIqzWpZcOIv5GkLlPPYue+Jly1C6lLaVqBFf3GlxKd32J2vrGT/4zg6PvRxweFbiZkMqMiHp5S1mxb6dgzT+wPYtB50XBnlerlJi7iHoy0wuBG7QrLjwtlTGulrufqzQPR9rBGnq9ihq94p4KCXwMpTIUKTcfnnG3dekSJm5ajKdMteS/Mi/XMPZ+TpeJWRdQ7NhXJFlGdv60EhBJ4nBZAZfJ2A9tJlg65qMTWsTFmdW8MckmAroEKSHkm4jUjcqmMHoYr8YNp9vEVJs7BR4brLUMHgcTostSkvVKpAXTa2j4B6VJq/F3A74rr5EyQvr7yG4Uzw/IcoM/+VTDb75XNU9vPmDLAbWYMl3H3zeVUBnlUxZhfDV4LalY1S6DKsLB5ahOb9GvAx0kylSqVGJ5nXXx/zEB1r88n/xidKiM1yS4g2sQ5EzL6IEzowSYF8D5GWfF4GwQ5ALXOudEDYHN84Tl6V+04GNDEkqiGKVyxo3EyZIFbGX4uVk1Bsk4zKkLGKmosozot9MeWZvyPzyFBumPDZe5Cas9dMIq4Xj4q3rDXMLlmdelqysKHxPs9T0WTsp+PRDVZrdGng1PO0TKkGobA5sN5fDK/RpHkD4eVNvkO+iEHjD6VJSiREpMtKJPlJT8i3Avco9OY+5c/dE5YGwyjesKgJLVbIElUzw/ZT7dnt8/ptVotiDinNOkHIwqrmYZnuhWS0DHbsq2CzgUjRwXECfDN6HteEwLBkdnUJVWIiD3YytyGeXSKSRKOMmYVWrGfe8rsf93+zxwG41lCpIYuH8cedKjO5BLwwX1OTnW4ilDy8FNiszOQPpU7g2Lnaw+YM63LY7TqX7aKJI47ueSz9VefmEGdw/VbJ0Vd6MYq2iHnZ5/xt7/P6XYLphmazDNRelnJrvMb8CkVXowOux0onZcyzkmq0ha6cSJhp9Ti/EfPqRMTpmjFrgM+ZBqIy74UXFXg5QL5cVw/7HYuZfMSJN5CxePkadk8IOHNR3/JXBXUxFHQ0uy4Gl21PTBZYrHcu9j1XYfzZ00kSU2Fvm7F0M/ryABh+AvWCvkWKMv8AjLMGiKHhye0mWi69sDmaRd9gMkz9ZJpHSgTvLDFK65M8l62LeeWeHp/cFNKNCqkisEURC5nUqxQM4KlUof54LgNyu+uRI4ai5SB5ZwAyTSiYHeWZcCW+a5VWhKRSb2BZ1N2lmSFKJp9XQICiIqliJlcHTKVmmqFfhnrt6fOnJFgudSWaXM5aWNVdslayQ0M9S1Dvf8/3TUTf7mfX1BX31roxLti0Rp0v80seqPPzyWhphwHRgafiWmpfvBJzvLel7BVOPMrabse32vCnGE7thlxKti3klq1rLBqWuo105rwXuQbbyQuAuJ3FKnTqqaCRWGZ6XYEXK7/95hQ9/YoLY5JtYSR+kxpOCqrQE+YNb7BwxmD8uy5+1PF2rdJS2+xsZb3HBRFb53Q7bwkbyAnYwyWCki6g0YUoIdy2uvThmdkXw/D7f5S+kACRWOC9FriqPOK8to9SoIUr/N/LIDlYqMfJvir8/jEvEcHUrSTlH3269GCa2hpsGu4ZrNz6j2AIxKx3GaLauzdi2ocPDrwbML3v0+zC3qNm2aWO2aU3t/9YT9YixsM326VPMNhVffDLl4VfG+OZLk8xUNZOhIcz3uCmkw+pMoy61junSsMvysPnBEExZbgYe+qMjAaay/83MXbC2KmUqVSklL4vgUma5NEk4dFbyhUdqdDoeVHP2lhoh5ajvfQHnpCiqWp3oKRda/WVedvUx0KqrM5zDSsOhL24H+48W496k0CRJRr2W8d67u3z10QqHzuY3ikKPa3qlBMqw0rCkwcUokxflBDBq8ZY1+Uhyx1iy/OEjc50RIhOla1NULRagtnkVqnEEWEy3LfIdsowBN96jF3vEic8brmrzGz8yxyOvtNh/rMZjBwQbd6So0KItAYdOe3z2fp+Fdp0Dx30qvmbHBNTyDZh04WqIUlNtkZAp3IVBR3t5mmsx8FIMmNuNUyv1Tw6G1he/51uDezCzWhUz84bgLn/tDgd0KYdbfSvpRkFEieH+p2s8+HzFLT9Cn6+9i/MTq6oHcxCXr0f5nv8lcjyDpbl4t6sAzUCiOCAMbEJZdlhy2zBTbm63UfkmU5qkn/HGa2PedEuPk1/RREaCSCDfTj3J9bjT3nZUO1s70OQCQbZKrugLhsxlkJdP3I2PGw7ml4O/VdThGLejIKkW6EwM6okG4C4F9cW+qTrPdXS6AZUg5LodEbdf3mfviT5nFmPChkV6Prpjtq+0+9lXJ4PN3xnYlPqWDCGGu5IpKQcZqfK5DJhMDjttdGlpLo8sVspNdB3ZdWFVY/BrMbdW+b6ZI7bgEOT6WzB3sYe9lukgwNQqRfkp39zt868/OkZmdck5UUPtXawoJSlQyITz3BNWMXnpe4ql+TXMCLs62Bx44cMGEmMYzisZyWwa9y4MJpNkwgWc0rj9L4Mg4xd+uMX+U5pHntEYP3HMlO/wMNDjA15eldAZeUpHQa7+UiAv/ZmAYggo5S0O80FDmc6HfyrXBTYgFGnz2Tt2WJ2Yv5QgL38OmFuqgoClFQmZYNemia9u3rp2Rfudj89ev5Vf21g33/ng02CNRy10230olZc8lpI0RTH6EOR5n14+F3AI8uGEqYK1C6dlpDE4B7e+AHPr8tI0kCWFD15Yf+UMZUmujKTih7agUgknFwS/84U6x04HTppIl7VEKjfNS9hB61dhDa4OKs/zvYVYrVC/JYGPwMWWGK0oWR04KGKQHSwsQyuH8iQzBimGboorxDJIqUkSw/YNET/5nR2OHPU5vizcfDacP2uMR99VfgyD5CJAvADIzw88V5/hazF57hta6b4ulSEUPahZbh+marW7NlxZin7fLO8aKwq8VG5P1yuG0wsdnj0c8KePvfRrWr4wqx95wRHYchMWVgTTEx4TdScrilpftxGnK1BPU+N2Ky4B3JW0loA9MieQgcTRI8BeJU8uAO4hYBlo7guBW62WJrl/OnBNVIqSDtxZkPHxL47xhW/UsKHKXROXtJJC5EVVhfYeDtAZHaizqg5lNYNfMNFzodTPEAzDbObq2pRRSTJo6i6kipEYaUcKsYRRyMwghSbrZtzz+h57jnh8+Pc18aBAxGnyFE2/WGUGcuW1mFuQlr8fFLT/BSAviq+UYWQ+uZVYRe4SQSqH8Zwq+m/zwUI2XwCSTBDFEMXD8WxSOkKebAimxjS3XmGIsrSoXpxEWMlYJeHKbQnV6nCGthSGzAr6kWC5rWh3KSog3SkMOtxFCeBDG7AcRBa+9jC4tCX3xAyALuVo4kYWX0tDsZ3G0C0ZLaoaYeyS5h68q4wHdgd89Cs1+lleTFVkZ0WuvQcdOxdubDi/yKoMaLfrwWi72uqbX/KUbRnMo+MjrClX7pUnFggnV4pdIWSpTkUo5EC2OCYXQhN4hh/+jg5PvOjzwPMyL2Aqgk5BYlUO7tGqFAfTUZDb875fdV7FCp/X0a7u3HdNzWZk2KjKhm5UZlYX3uVFW/m/j2JodQ3NdkoUZ4POfi0l5xYEVd9jfNzH9zWZseh33bHklqssoddL6EYV0kwixLAyr9uX7DkS0my7JaN4aty8EjkIMkd3XRi6IwPADOq1i9JWcg1druUeBpDDQONCbokdZLmKnxebluoR5s6QMkV7Kd0Ifu0jYxw5HWA9lQeVbhSE21i2JE1E0Vxhzwf3hRhbFOnunCAH/1vF23bk7byfDXQ4DGfMlGVKif1cfY/MvWZbKsCyZMIgMoUQmjQx7NgQ889/tMkTPx/Q7hcfWEK+1Me5qnbOSi52s2FBVvEhVel7S1EnPqwhH9aOl1P7Q3AXEtfI0kqkXK27lK60d8jeo3KlwF27m3HwVEIvsgPylDIjyWCpb9GeJPTc9dKPvLweX2vOLrYYqx3l3be1sJmPUhmImOOzluW+4vG9G5kKpSt51XnZ62Cq62gdtxrRUbb0/Wgtd+GavKZjMpAlQ0CvBrcsae6Cud3fz+tNpNs0KskMv/XZBs/vc9uzMDg8xIC9hw9juea7GPJe7g+Vq/V3icm/5WtoIZxnD46CgMFyXgSdF2yEkMPEj2Nxt4+OESoHfg76THHdpQk/890t/v2nxomz3GjPrUNrBZEpVp+ckaUD+YWkFEW8IMsnl5fbDlalYbLKSoFV1nXhW/IpWcZNrjVyQI7ZSN5guHNHsZFvo2q57eoup1stlhZ9jp8LkFajlSCzGW+5qccdV02g9QTGpOi77v5u6vUazz7/Kif2n6Xid+jGK3zxSY+DZ3z+/LFxKvr/ae+9wyy7qjPv394n3li3cldndbfUyjmgCAjJZNAANsLGMwZsjHEe29gejD8bj23MNx5jkk0UOZgkkBBCEhJCQhGhLIQ6qXOsrnjTCXt/f+x9wq1uEcZggec7z3OfunWrqvvWqfess9a73vWuKiuHFA1PEFreu+hOLm1SkEe+XO5qp/GznLuchhwN1AWYB6O3FCWglyJ3LqKya6bLkdtxEtxKws33BFz1hTrzXSumEpl4zJxcr0QLujn3rQugL+1gLoniOX6XcuIZNkqdzSOidzmql0fEsjTF2t4ZewYLbCHQQuaOYTmzIlWRj0tpVYcuIlU0wpjXvbzNdx/zueluB6oJZdJeS4++yu48ltO2IM+K4IwR0ZhIm4E+u0gdK6OV+UWrBy5cx7plSYWpHaRAytQUyjkjl+Xh0uiqXHPuzHYOzWjT5S2vVgThfq65y2HzXo+v3jVEt1dFJj7nnHYuq445mV63jduoOYSBy6pJTdjrc9P9kg9/fZhHt7RwpM9EAybqmuGasItTHbv6uqD8yqAeiHj58EIxqFDIX9Wg9LUEbFkuKEsRW1r9izwKuPPILTOgG3pQejHf3+7yL59vsOWwb86WMGmJeZjoHSyJ3uXVhUctIMtpNqUUpQTsI8vKI1veZXAUUV0cBRyiiIZZHl5u/IjC7i21G9BElounukhVhhN+6xWLbN/vsnmPQHvCmJrYd6uka0BeGrrV5UhuteBL06ny3KZGW6sJMQhubSfrpaUBLU1oFKWqyLlFUWA6jrlw0eaC6keCw/M+jjPC6FDIlc9s47ltXnbhXq66vsWmXXX2znisXhcQpTGu64DvCxKVcsuDKXc8PsLOfTVWD2taFU2jAvWKoFFzqVUcKoEkDIzWxHVL2pHSbVwsAXhuO5FfBDovHo8G7sEoXjAn5W7lUnAXnyfITEgVJOxfEPzth5p8+Zs1tOeCUy4snQLcS6L3gMJx6dxlqdmVS09Ko3gDteVSRqVMQiwlJBBorfLCMyvEypPsyubig060lklRpiMohEZJSxkKZfj91CxadYXipc/sMt8T/Ok7HA7MCQgHQZ5Kh155PDHX1mSDxjZyDzS07NR99ruIQasJad+zo4yBvhIMeI0XNsxZn6GQPJhdniadMheeS5oK2l2XmYUKjVqDjcs7vPHFETfc28H1NFFiN7PFqU/gV/bvn6neuHn3hst19zCnrVRUQ0ElkFR8STV0qIaSMJRUfGF2SroZ62FAPsgR64HnRZpSeFmUgS3zdEQP5Nt5BM9BntrvSwcFVCVwl7uVEYqv3lnl5u9UTN7tZLRgNswgikl5WZIhHBXUg2364vc7co3LD83Dlxw6R0WR25bdVpUEaYEtc6rQGO4MRHIhisZPlo8LByk0SpgBCZG4OK7isnP6vPD8Dp/8ukOU2Cs8A7WAVBn6MM+9szSmlGu70jxXWWaFQGbvXWZRW1uAizwtkdrYMAuV0YCDaZ2gFCClwEkEnqusHYlDnAh6kctCV1Jb9KiGptHTrPZ57tlNhkecG30v3K+CLs673vnPLD/u3LlYMefo/qtU9xBTYwHDTYdW3WWo4dKsOzRqknoVahUzIFEJFIGv8w3BmbGlM9DAsYpDt1RE5lx4eaTMfq9bkrsOfK1s0KOOBLcsGjmuBXcqU679dsjffKDJk/tC046XvmVOCp+TUJo1Lb5jZb9yiU5mycOkXKI0WicGXpO285v7mAthXyt8RMqS4WzgUz2bswAATYdJREFUQ0iOSkUObHleEjwG9TBFkBmwcM6FWAaMRn+tGWmkHL8+ZtcBh807XdPbKI8fCaMaVxbkBZti0VyqGQZ07QNfG7xpDTJEZd2NkdSateKFjVuSWmP7JQsZ4kTTj6EXGR/7ds9hseOxsKgZHl9Fo1H973OHn7jnuBOfaXb01P0Yx4Xlo4rgGJ8w8HFd7CYy8DxtN/7q3GdbSttwLejP/JfL80+REfF6Saqi8+gsRTE8nBWWZY1JEcXT4meWRm6ZFHm4k+D5CbsPSa66usYTW0OolSK3lY5KYRo6nqUGsxRlafQup13ZrbMAkRhIR4pFrEUY/0Giq1yLgi0sS/l4vhUhB4K2bmClmU1pvALNc0sbZimL3f2ev64kopSPx33NxmNifu2KRb7zqM/2Q+Vq2X6UZtNwDyMVyE3rhVGYuBg5rFuiNbMBB+OIpfPcW2t7PrUZeh64+w2My2XnpbhssgFmVwpr4iTwXYHnWa2TZ9a0q1TjVFOCWkS/H4N9jxyzfiOOW6FV1TTkLuuVXW64lEfBiqWf2RVbuKKaR6FXKQlk8jxLD6QjSwGfgVrmYC847kJMVRSUBbhNt9J1EmYWBO/8VINvPVAxc3RlWtAyJ57ErCCxRbBc0q082uPo7XqKoYaBZDsr1H5wwjJYXC7tYhZRLje9VIZJkSJLXwTiCMpQkAphC01NapIHA3A0QtmV3x3FM0/v87u/ssD//LBktmsvTOPJNghybQ3yMeajCsszy2KOVIlBYCttWLbs646k8Bcv311K56OY/CF3pIVCIjzYOCyaiq4jkEIxMrack08+icXFbgHwWnOSdSdO3XTDp277h+Gm+NMVY7MIy0+iy5HXgK8AttXrppIkzcapRKGpobhNFsxK5nNYauhIdUTUlkIZjlsUzwtQZ8/L4DZpSl9q3vflOh/6Yp3F1M2tH7L5RGxjqjyKVqYCy9YVA7f9H0ITHu3xox7lgJXzyGWPlAE2QhtA22gtFWghBiK3EgKZN4Js0akd+9yOuQmXNNHU/IjfePkiB2Yk7/rkEN1sdE3aUA0gNQqHvp30T6UgwPw/yjZtHEsRuhbYUugCrBb4SmmOxk5lJ0FT2CsnqSBWGDs3VXRYZcZ22X9Do4mVQGnFCaur7D+48A/11ik31VvbC4Cfe9JybrrmjzurxuST93yvwzcf6/LLz15g1aRHkjqlSJrakyXMSo3Yo9f36McuUewQJw5JKlGZf4Uw7ety9M47lEIVEdx6rJSjthQq/1zkwE/t95WpQftwYvBSvrfZ5zM31ViIbY4lHLIJeaSDEMYnxMvZktIQgdRH5LzlnHjAGLRMBeZMyWDKMvB1G8zL0TnHtX7q6F2etFcahM4KuYJREZbWU9nDRnKRpSpS2SJUIoRp6RtZgSKJXepBzJXP6XDjnQEPbq7kuDYg1/kvoqVDnK89NF7kvjTpiiM0rl1e5WjjiZgZbip7Q3CkQOqigCyfO00xjByn0E+gmwgWI8liAonS+fmU0vwNXSlIlGLVeIdXXNKmH41w+8N7n7zrj9/S+eA//s8C4AArj/0lapWQR3bcyc6d9/LQlgU2rj5MogX3fc9ldtE4DQmhSRPBshHNsSslYVBloV0B4ecyncLirSRWytIT52j5tTLrmkugz1KSDNDZBSBlwXlLWUpNPMXDWz3e+A8tHtlsW/Gi/HAHOW8xOERcjgpl9icv2LLAVqIKB/PIrDkiB4DNErAfLT3J7oi5bTEF9y1tg8du/LPZg2VULHMiRaFTUVZpmNpJmsy4UwhNqiBztVJCGVYFRRopTl4f894/m+U3/k5YP/SkBHJhcgul0cIxq8YFxAJiLfC0xrNCNUdrXDvc7GgLelHUEE7GdVugF6mu+b1iBb1YMB8JZnoC1+lx/Jp5Vo72iRN73h2YWfB45HshiYYzj+2ydjhgfMVprDnuYuKoyxEAjxmnq2qMDjv85ksPc9HpPbbuT3jvl5p85c4Wc3MVhGvs11SiWDHZ4fKzZnn9izqM1M0WsEQqs4cnE8vnkfHI4jFr4JRzbEM3loBtn4tyRBcKkefgGbhTFpXgX79c48HvBaRO1sRxcp030hSWgTTDDMbj26ZKcinvfbQoLsoEw1EneQa48B8nRSl1fZYaAA2kKfnzLIIX6YrIzOnzSG3nIYUFd7aQSmTdTsdO3Zic3Ek1px8f8YaXtvmzd3gspvaKzNbdm9sHWF5dC7s82ILcFeArjZdHVwtubZ6X+fvsfGsprDLcnNhsA0SkYD4SLBud57devI/Lz4xZNSGJI9dopLyY6XnF1+6SvPvqJp+6aYzHtvT5q9+CE9e36HSKHZo5wKuhT6USbPG9ka1uOrKuE83z9n8b4+pvTFGtu6wYA9+22pUWzHZDPvTVGmNDu3nDiyMQtVy7TA7upXruTFiVFgVlSShlQGyBLZSdMVQDKYvMAC6UBXdCRwmu+nKNz99co29TkSMLS3vic48TXdB/R3DcS5mTwe5mWUQlSp+TR+1BNumpEu9Beq2UthytwMRo8otobSJhVmhKW3ymyhaXGfdtu5qGC9cmN1dOqfCUpDiIVOELzSsu7fD4Dperrq7TjgHPgjwHd/aQJaALYgSRFHjapH++stJjOzTtZmxLybzTtUm1SZeMBt2wmYJYpbzikmle91zJvulJNm8PbNFqxtUa1T6/fPk8odfmD97dYnhojFp1fKumtkWVOmg5wNevXcHt37rhxtGRkU/V1NRffPuRvdy/eZSpUZfJuqIWQOibahU0cQKb/BAlQpI0tbm4Yw06M2aCgTSksC0uOpGDLElqb1sWyNZNSlhjT/O6zbmFsRZYjARXXVfj7z7U4OCsZyYqymmJLSxdW1SW6UCnzJz8gOhdLKNdUiBJUYre5Fufyw2Lp0L5Up54MA8v5hUNa6JzIx2lsSyIkZqa+Ue7ZUEZrj1rCClti02rVxG2CWQkvY7dzGDOsVKGZ54cSXjza+dBw0e+WmcxthFc6CUgF/m5zURbqZakQhAJQV+ArzWBFvjanHsF1stQ42TnKcvNhUa65u+QKEXopJCGbN3V5Mm9daLEjLq5jiL0U2qVmJFOyEnHzHLGxgVGhzbgufVPfeOW22+8/PIXHglwgO0HJVqEXwvT5MVfuWPsNC8OWDOhGaoJqqFDGJhJedcqvNatTFjdqrJ1Z0CnHwJGY+C6CiEUDrawzFxeXasTcVVJ0pra6JzmRawBsjmh+dVdAr3IvjeAr9xc5e8/2GB/Bu48LSnALSy4/XL0zkG+JEoPyA3KYF7K3R7lYVFdcOHmIY4G7nJ6ojON1RJN+EC6Qj5ZJWwOa7IGnW9AEzaPFXmaYhkVK8oyPiXSvi0jyhLKIc3AqzRxpFnWSnnz6xY4vCD51HV1CPPLMMtXzBsWNo8pqRIRRv8SSUmiJbEyaWHoFBewuehtR9MKEjPFoJRQC6FWkew5MMqN91To9hyENAK/wINKoKlVzC7X8WHJlc/usWM2evC0jf7XDs8lA+faKX/yxX/7GOH41M7Hdzjn7N8rz1g9LFgx5jHa8hhruYy1HCZGBMvH4Pg1EetWzvPINo/9h4ZQeGhdEslkHoF22ZOXLXlyjS2X2SQc233wMZ4bl8bKSixJqakjbPR2pEL6sGWPy9uuMhJY/DJbUkpN7F6dUFLajpYtcR20isspwtL2trLGPe9c5iN6RSez3KUUWQdTZPs9ywXpIBMjsBcPgwXt0rw+63oiivGypZP+2crAgTQrY3tspC63wge6ndlrgFaa5lBKJYS7HvKYmRUGKXlVbOfMso86AVLQqXmuUswqQk2KIEEUU2CIgbtjNujiO8Z+pBYKRpqS41f7jAyn3Ppwwp4D0OulLHYVna7ZJ9XpSRY6Hu2uz+rJgGNXyut27dn0njPOf+MAwAciOMD5J29ACMHCsi0I3cb3HALrBlqrJDRrMRPDHbSc51+vDdi0dYiTV2s8zzEcpV2yahodxfxk5kjk2W0K2aq+zN3VkSnCVRSLe+xWsFJumu2XkR5s3evyl+9t8s3vhiZEyOx2OfhR2LTE5N6DkzqFS+zROpilCP4U0Xtg+EGS/wGP3vg5eh5um5j5VJfWdmOZNtPtZTWhsBE7owtVljFYcx3xFFFcZjy5NpyeEmbEzUzPK5ujG/2KwDH/Xk/z7DP7vPWN87zlvU227fXMptgsepeCusht38yJ0K4o7qTSI3U8utoj1VYTLjIxFfkMqpTgeYJqKGk1PJaPOZy8IWV8ZIb3fWWIndMhU0MpjWpCLTBzCb5nMoYVMyOcc+YG9FFWUx4B8P/2SxchpBttfWwXe3ftJYorSAmVIKbV6NNqLLLYX+Q919T45n0N1o1KQBPFgjgxRY7WtnCQxWCC52YAj/C8GN+NcP2IXj+l3YGZRckHrqnT7pk/XDVQvOSiPmceFxNUNL40f3nhwvYDDv/Pvzb5/E1VImxbS5QfTh4Os9zbGXgU9OVTpyIFFXiEZFZmzlBlirAcdUuv5Wd2EOkZqI/gvZemKZhcWwpdSmNMlM38fAxzAlLZxVBPmYsXF4MBvwV31sq34BZaIpQgdBW/eFmXVAne8p4GOw445gQqM/3kVxRnbYx5yYV9qqGhITs9yfuvqTKz6NDre3R6Ptrz0W5KRADIXELtqRLNLgSOyPx0zN8uiQOec5pDqg7ynq8M8ci+BuNVGKmmhH6KFLAYKTrBWl567HOiJE5+OMAbw8PA8JsO9zacIN3dz1zemsd1NY1qj9l2m4/eJLjm7lFmZhqsbApGm0Ynngt/KDqWrtTWZ85M1fhehO/38bw+qYq593sO/3r1EHc8WiFKHQ4dzIpUk3N//PqElZMJr7qsw5WXdZmcUOzb7/Bn76zzxW9UiPIkOssBbXHJYPT2bPSWcjBi/6jRu6xByV+nFMkzXcoSyeyAHkUMgjv/fGmh+RRUYRa1hba7b3QWrSlF9uzrohTFTeqkbDNIWE7cgF/aC0UjhbQNJTMkoYWDSjWe0Fz53C6uA3/+zjr7DjlMTipeeVmXV13WZeV4QrNRWNalCn7xWR3iFO581OdfvlznwU1V+lGIcjWRG9AWDo4NPJ5jtx9rXdLfaPqR4NCcT7XS4gVna87ZeIhr753nS7eP8v2DFVohuCJl3aoKL3nWqlunVi5/08zhhR8OcCFG+Nat1y84TuOJjvIvitLDzqplXXZPd/irjw1x6/2jjA95rGpqJlqCZlVSCSWeRy7EytynMts034I79Pv4YZfHdmje/6UmX72tzq7DIcp1DSjd8n06pr+QMD2X8L3ve3z55pDXXNHlnkc8vnBjhdjNEszBAqd4bpoNvji6kMr5MaN3QRUercFTjvAlZiVLVZ4iOzkiigsG6MGctJClKI6lpkWmSzkKdTgQxQtwmwhfltua78m6opLiudASoSU6TXHRvOIXuiy0Bfc85vHaK7qcdXwfP9Vo5ZCkPmm+AUQw0TJd7zWXxTzzrMNce1uHD3ypycPbFUpreiLEEY7pR6TGr9C06K1iMDZLE+YWHfZPV9BaMDHi8ccvn+WsDbv566tG2XZwmA0TmkbNT1v1xhMP3f2NhYsvvuyHAzyLOL3e/BsPzgfn7D7gnu56Ef/zUyPc9eg4GyZgrK5p1QRDDYdm3aMWSiqBJvA1nqfw3RTPS/H9xERtL6JW6dGPe1x9k8vHb2xywz1N8AKo+AhruJP1bJVWoCJI++gU+qniOw/4XHpOxPhISq2imY04MncogTtjTtyjsCJHPn706C2WXAxHi96UU5anAnk5/6YEaorIXY7a2K9nV0QRuRnMxbWwNGKWmtiPFtB5Q6g0uCy0simMSVm0lrZItDk20O4KDs1I1i5POOe0CLcHaeKQJAFR4pOmnl05aWovxzJj4/WIN17RZ/2Kw3zshojr7kiZ60EnrOAJiScVvmMXu9pHN0rxu2Z6TAqXVFXo9R0WOyHnHTfHW351hn/4pMMp613WrfEfnltYeONQo3nUQHJUgF98yfP4whe/kNabZ+it09P83SdHeOj7LU6aMha1jYpDrSqpV12aVYd6VVMLFRU/JfQTAj8h8BICLyLwI2qVLrHq8q/XhLztY6PMd2tQDZGOhyft7ncLslQL+sqhn0jzB00ThIJLL+lx5fO7TIynbNvt8unrqyUOKAN3gUppI/fSqJ19fkT0Fj8495bl3FsMfpRLLoTs38jTkx8QwQVLIjcGtEt9woUmT9+kKBbpDkTxLBcXpU3JWcu+BG41APKCK5dSorUhCHSpghAuXHdTwDs+XmNyPOXsjQnPPa+HxiFOfaI4JIp9kjQDOHa8MCVOfKIo4tKzejzj5Fn+fjzhX74EC5FgUYZ4icBzNF4s8F1Nr28k2Z6TmplPLYlTl25fstB1Wej4nLHO549ftch9j49w7onHaVfE6SWXXHbU8+zyFMdZ55zL4mL3sx+8+qHj9u6drZ2xWjLclNQyPtyXVENBvaKpVxX1SkK1klAJE8IgJgwiQj+iUe2QqB7v/lKFf/jkGAtJA1EPCRyHiiOouorA0neWYaWfCmakZCF10Urzggs6vP135zjxmIRECV5+eZfr7gyZaztHieAiT08y48yn8jgZmDgquwLIQdAOgrpgVMrRu/jaUrerI1OVHNiU2BPIh4xViY3LybVs72TOkphNgFkak2Zpke1oZlbO5Vw8B7owRWYm2hp4WHBnzJV0jR3aF26sMNN2OLTo8UfvkKS/q3nBuSlaO3T7Ib1+QJw4RQR3MnIhwXfNHqFapcv/eHUbKTTv/qJmsSuYJ8QVEleo0kijQtiLPkkd+rHDYkcys+BzeM5jZt7n2Kl5zjy+1p5cf8ZnpVN9KhgP8uDl4x3/9E9ccPFzv7th5ejrVGfP0DHLfabGPEaGJPWqoFoRBthVRaOaUq8m1Kox9UpErRJRDXs062206PJPn6/yj58ZZz5u4oQhNc+h5WmGfE3d19R8TdWDqq+peJqKZ6LRYi/m+edN87Y3zHP8Gk0amZbv6GjKrn0uD34/sGNoJQ5cGMVgIA17mO+Wt7y3u4T3zg2KMvetnOcuOPCl/LeT5eKy7AUjBkCfRfwjLSWWUIh6SZQvPc+GmPNUh0F2prwWptDE2Ngrl16QpY9gZBAUKkohtdmlmcsjrGrTU3z6pipXXV1nMTGOBIdmQh7aHLByMuGYZQ6H51vMLlTo9n36sUuSWItj5dgNzQ5am89DT3DeiV3QEfc95tBLPFLpmmZPfo4KDY5SZoKn01XMLyhmF01uPrvgM778wn3d9uKvrll/bvxUOH7KCA5w/rkn0u3MEyYP0qzOM9KMiBPJ7oNV+pFDJVDUKqZtWqvEVMOIWqVPNewyVF9E0eF/f67KO/5tnLm4SVAJqLvQcDVVTxO62hjlW3vmzDdcAPWK5vyT+vzuyxPWT1XotjVSJqAjJqoJF57c56NfqRd/3VKaIoX5xZZG68Jbu5S6yKMAYKkGRQw2dUQJ3EUU50hwsxTcg1E8A7Sybk4KCnFTVk1mFg6laJ0D3a7NHmBcbJqichrRFpNLmZWs4IQiVyfTEpXMTiTc8XDAgY4HrgeOD67Ho7ua/NVHa8xckbBqpEG751OYRSk8V+F7Kb5rfb2zDXFKUq8J/vAXuwhxkP/9b9DutoAgPy+5zFYp0lSTpGbd947DRk47WtMcs6LBRc85lmbr6Ln3jwTwlVPL+49tWniDbA59brT5WO2Lt1cRqsHqUcFIUxvS3UbtaiWiGvSpVno0Goto0eUfP13jnZ834A5DnyEPGp4y4PYgsAAPvMGNEIEvadUdzjmpxkhtlEOzPQJLMQJ4ruKM42POOjHivu/75MIGC3QHqxTEghg9AN4j2JEljZwjtN9yKdgHv68A/2AUzyPrkshcnqbPjiNAbsGVUYKoTIxk2u8ZuFVOF+qcOpS64LqVTBGlCR8pMufaovjUckmaYusB11fc+6jHA497oB2ziMwNcRyfuiuZm/G49lbB2RtDWg1BGGgCT+F7isBXBIkk9sxATGof2dRXvSr5vZd1gIP846c13cUWh2oBiZYkSpEqUKmlM4VkZMjlxI09pDPL577p88ITp9phkLyhNby8/38M8P0zB9Tq1avvFc6l8+94/6ba45s8jl8ZsLwlqIYJzXpEs9ajVo2oBj2qlR6h3+bxJxM+eH2Dz90yzmzUpBa6tDyTjuTgth99VxB6At832yEqgUO96jI2LHBkyPRcaoqraladpyRaMjWRcuyKlPseo0CQBWVWXA44w3L03LucO5cLxoFcWywBsMjsxQbBnS3Wyj3DRZZYLIneGLBmQMovAlViPm2kLoajzO+fZmC3BXkhvFpKEWZRsKwXt0Y7mda8NPWjpSqB21YODmze47B3v2fSQMdHyICaJxkLFOM1UAnsOaiIEpd6VVINJKGviBNF7JlaLU1lPu2llEQrw9Q0aoI3vrTLxPABPnhdxENPjnAoqdBLHbqJJko1qTb9lFEpmGxU2Lg2ZmQo4dJnXza/csUx93Y6+9QPwvAPBPiqqUnAP/Tgo+IVJx974Tdb8n5v7XKXqbGUsVaPsVabZq1DGHQJgx79OOL6eyX/7ydGuW/zMCqs0ai4tHxF3a4WrHgQ2PWCoWeiduhJgkAQ+g7V0Ezw10IFQhMnkihxiRMHzzMnSmc2vGShUUJeztluJeTTRE/lUlWYFA2CuojK5e8pv1YCd6Y5kUVkzy6CI4BdHkUrSa6ENj+j7f+f/VqihPCcaydLTywtaNOgbKggi/jZpI+Z7smie8mOuTS0rMvMSulcDnSqbIfYkYKqowkdk1ZqNJ1ewvyiQGnHTuRIEiXsGOPgQyk5YGRUCSWveVGbM088xNs/EXHrA0NEnSrTXsBiLOnEdrGsE5OmHvsO1bn0mafEjUC/olodPqRF4wdB+AcDXIiAfXt2cMYJ63evaEVbvzf66MaaP8PESMpQrQ1yke9sSnlws8SRDo/uGOLq2xrE1KBSoeFLA27PRO6KpwnsasHQF/lOn4yVqQTGf6UWasLA0EUGGGZNh84fS0fDCnrQFYPTOkf3Nzn6xrRBQJdAXY7iUgykK5kvep7SSHFEzn1U9eCSrwttDd4txZc5yzqO+QaTf1t2JNOFW5mstJRgSvH75I2h8tSPEIPUoS6GxQ3wZb6yUNvxoSyqZw21sikSGDuHXqRp91KEFGjt2JXj2MhtmjgqB3iZgy8aUaeu6vLJN8/w5W+3eexJHxyH+55o8uD3m8wdDDjUhv1zHdb0GlzinrC11tywe/v2Haxdu+b/HOAAruvQm7t6+9TY8G8cWDbxrUN7H+OEIcUj2+GTt1T51gMNDh4M6KcaJRTad3CdgIYvTFriaSq+Jsyit2dSksA3aUnoS0LfIfAdqqGgGkIl1IS+KVSkzGSzpWACHJh22HHQUh+2iylK9OBgtP7Beu+nyr2LyD3odiqltYt2SsVmnnsXTEXRuBqUiqpSJC8cCLLIr61PfIkhKWIp2Xq+VImcBUlFQSMqy4tnFKFaEtGNUZClCJVE5+ZBhgPXyGLeM5WsGk+ZGE3Zu1iqiu1oXartSsBY0Y8Erkzt+7T/BqW7hcpcusRRJpfMxRV4Li+7OOZlFyviVLD7wDy3PrTAJ25p8vCTTSbG2pxx5gls27/4Gw9+8cbtV1x24Q+D7w8H+NjECvq9Dn5Q2VvZedttye7HLv7Uzft47zUTtNtNppqC4RWweUax2FdIx6XuSYY9Rd034K7YpbDlqB14ksBG7tB3CANBJYBKoAh9ReAZgLtONqamyDQqUige+L7Ltx8KzIBlBnAoIrgoWUEMFJZHvlaO3gNNnbIhjxxMRcrb00wkL3c2S4Vl3qSxgn9rz5Zty8hQnwFXS5NKILNVInZHqz3SUk2hyqlKxpjkU0DFmJjM05GsKM0AnQ1V2FE3WYBNa0ncl1x8ap9Tj4948EkjgVXo0uQ7xAn0Y3D7KtcjZXfdYjuFLBpZSgykKBngzUkwT9rdGrsOjOJIeP7Zi1xy6izvuLpHu7uaS84987Zzzrpob6fbpVat8sOOHwpwgCCs8ugjd22u14ffuWr1ORdf8+1bCalx4lrBREsy0oSz0zk+dwd04xbNrKD0s+hNHrUDy5KYh2MjuCDMwB2Y6O37qTUbUgMTQI5UpEox3ylN7lCe2tE4S1rvYmnEHnB+WsKIlD5mCrcyuMUAyOVAY8gpXRBlgCsNCYbiwxZ1qS2gBt0HrI+fMMKUYo6cPCc3TZ0sitvXslQjKzhF1uyxaYnAtur1YDEqBr1UjAVzyYpZOaAEzYrR6KcqJVWaSAtiJYhTTZSAl2jc2NjzZcumdAnkJnrLQa9zVRTZYDqflSBioZ/ypduqdBcbjDQdJkZrrJ3yOXFqkTQ8hXql+c57vnPX5vPOOf9Hge6PBnCADcesxa8O37tFHr564zGzV3QX9rBizGNq3GHjmj6TY21uedhj/4ym4dld9YHZq2lYEmlBLs0OTQvyMBCEfhncKYGfmgjulQYl7OCD58XsnYOv3VWhGGqwPoPSGsKU8sTBSK2PAPvSC6FITwbXjRcpSrHJYqkXetk+Ol+aZNMEgDS17qqpJk6M8KgAuDGllNpePJTzdFFq+GDTEix7YhmTLIpnmxO0LrEllk3JwWwtl7N2vizYlFQ5ONZTPFUOSju84Pw+194asX0uRquUnvLop5owFQbgcTY8ovLaKEu/tM21jVLQ3jXsYq08ZbEAb1T7TC8IPnh9lVV1xbErJTMLATNzw0wtO5GJVSdcPTR6wr1uZfZHhe2PDvCgtoy77t+7fXLikt933S3OcWsWX7x8NGLVsj7Hr53m+vtiZhaGGa9CI9TUA00lEAQ+hNZuuQC3Q+ALE7l9CEuRO3tkehY/H5IwUz9KJHz9zoBvftfulbfLo8qy2Kzle7Qicyk1WIC3KCTLQqrM5TSP2tlyV2EdlUogL2+zyBx2wVB7QgjixHC7/VhZgJf4CqlxtMjHuErD5jZy2yKSUo4tCs+RbAAij+KyAHpqZzfL4qvBLRElPxUbuaVSSOUSRR7POqPP5ed3+NjXKkRpTJS6dKUgSIqFuKbzaWifpfqbnJnJXNCUJC0Vt7afxZyXMNrocvYJc9x0Z4DWisWOg6bGeRsmrnnmRRf8PuzdIcSKnzzAAZ5xxhRbn7h1xytfesIju7bseXG0eIDJsS63PLTI1Xc2qTohyxqKRkVT9YuUJPMT933H5N6+tDk5BtCBNiD3U8IgJQwSG8UTfD/G8+JcT77roObTN9XpxT6EBtwmelsrCHn06C2OAnRRyrsHRFZltmQpNSiKrRa5SefADqLStL5jfT+0JnYFSSI4nCg63ZQ4NfdnkbX6hUDZC0UPhu88BxeIIgfPUgxhPFBkBnYhrAir9HmJEy9LZDOGxYDbDicLZTe2OTipWUdYrca86vI237ivwraDHonjsih9/ETk69wzYyfTvVXF29fGVQvtlNIVayFhXauS1BS0WoPnKa54xiJRfJC7Hhzj0FxEZWiSS4ZOfuTWb9+541kX/fDCsnw4P9Z3A+9455/QGl77naR/8Ji59t6Tr7lrhvd8aZyoU2PVMIzUoVGVxm45LyKzqG1eq2TgDgbBXQkswP2Eih8b0ZZvdORB0CMSff7kXUPccFeT1AvBCRGOR+gIqg4Ejs51J242b1lOHwZmL8WgHiUvHDkiYkvH5NvZ2hYn3yFqN8e54FpjUi+THnjGeTcMFNVA0WokIGIe2ZZyYEYZt9T8Np3lopq8NZSlJHlaIvJUJlMWUyqWIdO+HEl/Hm1L3MADXUp/dMG5i0IKsGp5xORwzDfuCOhrSSpctPVXH2gkZ5fi0dq1toFULjLNdmNJnEj6sUOv77Ns2OHS0xfopR0iMckpx5/w2fPOv+TPFjqqf9X73/Vj4fXHiuDmBJzEk49fO7fuxHWvfdN7Nq/49v3pRctrHqtHBUN1Yefkig5ftgzWc6WN6EXkDnyTlhiZrY3gFthBEJv2vGfA7QY9brrb5xsP1OlLA24cD08KQqmt5JbcyGcwr15SdLKUFxclUAjKXc2BRo59LV89ni+1tVoaa1ia2Ul7rmlZh37C+HAPJ2jz5GyD6YMVJoeU7eRaB183A7qyt/TSOQfrCmsKxqy4zPhvZZWDWmmrRiwiZOYtnjvS5umNZVayln6mIVeOuUukIISbC7gqjuLS0yOedfY819/lEOHQFRXmhTQmyzZ6Fx65wjqHZ1P4mc4kWz0OaWrw0e0bqa4jXWbmPWYXfFZNeLzxxYfYO6tuv3fnxtfecvPNndf88ot+XLj++AAHWHv8i7jp9gc6v/mql0Td+S8yHs6zYtwnDEw7Nk4gSTTaMgOuY6xuw6zJEyhCC24Tse0jiAmDxIDcjwiCiErYw/O7fO1Ojz941xgHZmvghQjHx5PSdtUyb+9iqDjzZcnXb8vi42ArvsSFD4x2LulWHiXqD65GLMBtPNMVgb0b1Soxw802c705epHPoXaNio9dEKVzH5SMdjFMhMzBnUVhlVLovWXBeRsQkxeNZn7TfE+eqkhhdea2eUbR9MGOsQlRSoeERqSurRE0PTRjQ/CO35vnD6XgujuN2c+CCM17FWCy6czCLqM5i92Yhlkx/7/ZT28bVggS6/utFISBy6GZBmd6TY496ZXRcSerztjUjw/u/2OAA5xx4jqUUvf8xivOOf/wntsqy0YXENpher7C/sMeC21BYqOO5zIQuTO2ZBDgGbgjwiCiEvSo1bq4Xpdr7/D44/eMsuNAA4IKwvHxHUnN0dYOQudpSZaaPCVDQpkGJFf8DdKE5c/FEt0JAzl2tpLcc7SNxjpX0pm0K6ES9KkEPVwnBhWzGGsWIkNB5kR5DozCMzt/z5brTmXWzcQ6WQ0ayJuoXHJ1zVmUzO6tWAWe6cVTJY0/oc17ivrWLbQpZGZEgpXjPf7xt+eRAq69HWIFC2EI+Q56OzChNQNb1rTKmZU8ldHmZ+JU0+4mHJxJmF5MUVqzdlmF40+5pNsaPf4eIeSPB86fBMBHR5pEUffNl156kf7ylx/9w/3TO8PJMcnkaMJit8ViV0JqpasOeB7mdh1oKkGapyVBkBD6SZ6ahH6fStinGnboxF2u/7bPWz88ypP7mxBUkK7JuWtS5zm3J4vBBlcu5cD1QLTmKaJ4oTQsc91FZM9Xlh8F5I6j8y0WBcANxel7hg3y3AQpUoRK6aeabiIJrTzYSTLuXhy1GE5LLXolSjsmM867BHZt99ofaSBUdCBzFaEAbdWFpnMqiy4jBY2n7dY2pY1QatV4l7//zXmqnuK6e1JmIs0CodkIobPh5axbq3NjUeMunhXsmS+8ea/trmL/XIQMUlp1xemnruiddNoF7+jF3l806j+8ofNUx49dZJaPv/mbv9Xdxrm3LfQCx0Wcv2lH31F4dDo+07OG73Ucw6ZUQrP6pBqmVANTUFbChEpgJoAqYUwl7FMJ+rQabbbui/hfH6/xri+OsmO6hQiq+J5HzYWGAxVXEzh20FkWC2YzFWGuJswAWepYOqJs5lMMLOQUoDSbA8xrMq8lsqLSKUVt1y7j8qwfjG/BHXiGzw998/vVaz0Ozkd89dtV9hyu4fuSwK4uHOTqy5Lbksa8dLGJJd9TlgFnuqjBDq0e+L7Mr53SXaIkBihpUGQB8NLzVDmMD8EzTu0xtazHtp2CA4dcYukan0ORNyUHjEWL9yBsTSbz7nYvgkoYc8LqlJPWr4iuuGzsH6aGN/1N0Dgv+bGB+ZOI4Nnx1v86HTUnqm977MGh6PpbF95696OpXFjok8SaiZaL53q4jiDwNNUgpVZJqAaJoQI9M78Z+jGBb27j9VqXrfsi/upDTa6+dYTYq+OEAaErqVsVm19mSco5NkeyB4WV2mBKQuk1hECUHoUepbyLp3ThlOhBJ3fxKj+so5drnQWcBCmti5Fx16avILIm714KiaPtll+QynDXMjUNHWm1J1JqBpdPlafws03Ig7OcZf0H+XKrkgmmlREghZWxZiadwrrPStJU4ThG9pqkdlondRhtSl7/oi4TzUO8+f2KLfuGWaSCwjHtfKtXySbms/zb+Aua2mWorpkc6XPM8pjpuZg9s3W1e27irR+4fuX/TqOF6N+Lz383wIdW/iaP3H9Ntz607OqNGyf++tDh21g92eam+2oIUaPVNLftapBSqyY0qjHVMCbwYnwvwfMSQi8i8Hs0ah12TSf8+ftaXHvHCHFYxw986q6g5igq2eRPGdh5Lm1BK8pgLoO4+Hr+fUcIq8oRsGQLIQY5caesZ8nSlDxdUcWSW7vy0MwYqlJYUyQaYm02GCR2o4Er7V1PCtLUXDypAkfZCR2FFWMVYM7Tk9I8Z+44WwJxeeqnSEOKHDvbV6ltXWBYlIyBMnOSruPgpKkdRzPS5Wro8JILOrjiEH/0Xs32Ay3a1Ei0S6I1sTKT8nFqQY4JApXQNITGhyNGhg9z430prgo55ZSztF9ffXWadLtXXvEr/154/vsBDjA8uorlqyY2bdlXeePa9b1/2b3zLunIlF6s8D1BraIYqieMNHs0az3CIDJruKXCdRMCt0+t0mXnoYQ/ee8w194xRuLXqPouTRdqnjLjbc5g5yyvVcofB+ybB268g+CmdHGULoY8TSjNYZYfTmkNYnnfULGZOVuFWLjnSuviat6MQWCqIFGCVGljfGMFTFnEc7IoLs1rUhuwmyheNEmkKLh0VbKbyNkSXRSOA+cpd7AtDz4Ly+jJAUlvYYOtcBOXxE3zSK6UQ1VJnv+MDjDNH79X8+RBTS+okiqPTiqNC1YEjchIFKTQVHxFHGvCICFVPTxZ4dkXn6XWb1j9xk2Hzto0HG7/SUDzJwPwFatP5+u3PRDtGr/wQ6fqbdWhYPyfHtq8n6rn0WrAaDNmYqTD+PA8ijZSxtQqIIUDQhEGPfbNxvz3d49w/T1jpEGduu/Q8iy4PZtvu9mWZEqziOTSTWO7oI86EpYdooz4AfCX05QlXc1y0TcA9uxhHHTLW+QcUaxlEVKRb5mxbzi1vtlmEADSjLdWJQYk+9wCWsuMLdF2q7G2CsDBhlGxqq8oNI96LgZPg+ls2kifWfBlF4gUmVGpwnNLY2iqaP0//9w2Uh7m9/5ZsmtWEANx6hDICKcaM5e6zM8FxMqkcfVayuy8x3zHp5tMsWlX848uvfySD61Zc3cqnGf87AAc4LkXn87hw3vSxvoXbZnuLVuYHL65sWq0z5plEaun5qlXZ7nloYjP3lpjetbhTVfO8ryzUxAK5UT87ScafP2uUZKgTiNwGPY0dV8ZDbmr8a07ctZEskEHpYzoXqTmVl9eCZI1jGW5W6gHU5cjOnulAYesM7h0j6XMb9vFapYc2PY1ke8aMob+iHIMNbLTRAuSEpBTLQzwVbYOMFv9IQqgy4KCy1+Xlj3Jng8wJ7B0wsL87iVr6jLItciXiiWJzBdAGfZDW3NVhzhJzdfTUgGK4BfOW+AvXj3DH/5zQFf6gOa5Z83wp6+c5+Cc4DO31rn9oVGSQx5CxviuwzmnruLXX/WshdFl527Zu29PunzqJwPunyjAARy3wq7dvWvOO+vc3x6uOe/YtfW6kWNX7qFeX+SDX/P44LUrGK76jFQlj2+tc9aGGZaPzXLf9xy+ef8QsVej7juM+gbcVT+b3zSjbZ5jbYttSpFqsyRU2GiequzPKaz3iBjop1GCWBG9BIhyi1sckZ8XeboejOIZ2OWRwC+2P+v8UUIRaKzgSJeKwdJHhdkJb7fWFfm1tjRgFqHFAO89YN5JdlGL/DcfeE+yYFXKw8ZpKohixxqqGjVgdlFk7sGBJ0l8OymvM8NV8GTKJad3OP2EDnc+PsT4iMcJy0dIomHWTfZ4++tmeN91+/nQV8fo7ZQsG6+zbM1lh9cfe+4fdDu9a6ph5ScJyZ8swIeawwAcODT38RNPOd/txLP/0Ofq8c9cH/DpGyfYMOayalSwepnH+mUO3V6ffjzL575ZZ9fBIWqBx2igaQYG3JUAKl4m2ALPFbiuYTnQmkRpotj84ZJU2zV05paf3Va15ZaVGLxVF/llOScf9PFearh5xKBEDvgimueio3zgIvOIKmfAWZrCkqbM0R/aqgIzjruwVRDmIijv74GBgnJAmFh+X6W6QUiTiKdCGImsEkSxpNN36EdGL2LOZ8bzSyJf5bOXmYAKjOx1+WjCK57V4TtbU5qeYPvOkNsDn2OW11g5WeHVz5qB9DAPblrO61593sFzzj7vT5Mk+vjQ8PhPFNw/cYBnx8TYEHG/c9VzLnqh/NBnFv7+1nvvGV89JFgzIZka81i1TDLc7NOs9bl/E1x7xzCJEzIRaIYCRT3QVAOoWEVixTd6ct9ul3Adc8KTRNPtGyF+NzKrn6PEpioU7XTTpBm0JF5aXB7V+/tondBSRBZlkJd2Eglx5OPI4XpNSjmKm/REq6cAty7n2hnYMwuIkp+IjfYDuXfW4IL8PWcLCszuJPONaWoGHjTQjyWLHUmnZ6QXYO6enqsJPIjiIoXJ5iyzi8j3El58wSKfu73Ntu1VZhYTduwVKO3RjxvEseTZp3V59oWnHVy/4SV/Pj2TXjU2NvLTgOJPB+AAXlDl3R++9kPoVvrKy8b/8TsPTI+smfKZHBWsmoxYNblIJZznM98K2bfQZLwiGQ5T6qGmFkAlMMCuWLPz0KoRA98AXFjR0UJb0ovM4OtsV9JNTeRyhWm+BFay6mT5aZ5RFn/8stBqsNAs59+aIxspJa/DUsTOI7dduVLk3+Xuh01NKHHYqmBCypvUBlvmupSKcNSHmQHV5f/Kgq9IqRzL1ftukq+cQUt8TxHFLlEkODwPC20zxSMEeE6m6zd/l1RpO1BcvB8TWBStesyrnjnLX3y4wbZDAZ6TgMD827FP5K89/LwNY2+a33/DR4458SU/LRj+9AAO8DuvfRH33/X+j0XRZDQx7P/r7l0HGseuSlm3YgbPm+WjN8J194zRDHwma4qm1ZGHNnpXAsOzVkIzbV8JoBJiB5INqOLYgHXzwZQFFXNwzti4VQNBw/52UmpctSSqUQbx4KR8noNnFwCDhagEuwHuSCnAEZE75zSWHLoAqwF56ePSfHxJRC8Ll4olsWIwD1flFnnpes45bQPuwI/xvZhqJcJzEg7MeOBo9hwO2LxTkSSxBXcxalgJzcJfE72ztr5dIa4kWhmQP/esWZ7YvY9/u3WSh3f79OIEIRRuffVCLZz63a/cE33mj173Sz9NCP50AQ4w2vLUULPy2dD3Et+XH53rPRze/HCbG+72uPWRFugGa4cVozUTtbNFQ6FvwF2ruMbJtqKt0WdKvRrTrMYMNzts3QdKuJx7ap8wnOfzt8JNDzTYP9tCVTykUHhSoxwTDYs/tAV/BmhZHk8TA4VkUXTqp0hhBtMWMZC22ItkIE2xsfhowF0C7uJR1pYIdDmyq1Jqkqc49vfNmjsU79ekJ6kVhEUM1TscnO/xjQcDPntzncD1GW30ObQQ8+Q+j7GaoFlR1ENFNRTEiSJNXTPIYMU9mba7H0v6sSk+p8YVf3rlLBed+iRfu3OEfQerjE+d1HcrU78+065/wSVSPzqSfkYBvvr413D3bZ9JTz926gubdst0+94TPvH9JzeFj+7R9JIKxwzDsiFo1SW+axofUoJvI0WtImlUNUN1xVAtYageMTbcQbPAF+/Q3PbQEOtG6zzvvCoblgn++temef739vEnHxDsmx0mdCQV21ApR3DBYLQufFDEkdz3kjSkALoeBL1k4GvZMHHmLVgGd5ZE2Dnk/GMG2MFIveRBkb4M0ogmDVNL8/jsora0YC4tcBOqlT7757r82Qea3PnoBBUn5JRVkguO06xaMc+tj6R85fYRptsey5qKZmKLeKstcYST63OSRDLfdvA9lziWeG7K8ok+65dFnLLG4Zlnre9fcPF/WRhqLb8jjrrpmuXDP234LVHW/5SO8y6+kvdefSB97T9d/MUTNiz/ryevP75z5YWKF53TplXRLB91Wbci4IRjHEJfk6bguWYSqG7BPdyIGW11WT4+TzWc5iM3przr6jEW52pIHPYdDtl9sIlKh3jeOYLfv+Igca9PN4U4a2Dkf+jBvHtgTE0efSfmEalK+XkpgmdeiIMFph6ccCnrQMoMSPacIwFN6XWWRnulSyNghS5clZ7nw832/WZLwRrVDu+92uf6u8eRusKaEc1kS6BUwHClye9f0eO/PX8Pc0nEjsMOhxdgdlGx0Elpd1O6fU2cCFwHoiTle9tStuwS7DoQMN8O+epdNT5z4yRDQyd1/GDlrx6/fvUpU6PB3uVTrf8I6P3HABzgD9/wy3z9bXfo4fTA55599tSvT4yvm5udDVgxIlm1zOPk9QlnnrifbtqhF5tCshIKC/CEVqPPWKuN487xvq/CVTeMM1nzWd6Camjyv17fYaETEMcVpkZTKtVezqocQQtmo2l582jQMbY8HJGBe4AJKQN/QNxlAZ1ZyGeNlCNYFHN3TilZKTAYdbNWer5prtwMpQC3LoE7VWZ6P3OTKvuQ5FSevRA9N2Gxm7JrOkQ5AUOhMWeSQtDuSvZPVzk8M8ZrLkt5w0v20CVi77xktg0LbcViN6HbT4kTCDxFJZzn/m1zPLatz/Z9mh37QiaaIWtXrZ6b7R3z67fcPvO5933ks/uEEKknjjghP98ABzj/ov9GfXKCD3xt5NMdddrvPfeSS6ZPO36EY1f1OGn9Ae7ZEvPQ1tDObJq8e6iW0Kr3GRtqMzo0y1XXK97zlQlGwpDlQ5pGzUR6o9kQxLFDqlwuOCXhstO7JD0LJV2K2BkLYsHtWOrRccSAxHagq18mXkqphyhH6xJ4hCwVmQNdzOzQRZGZFZjqaOnIUX5SDH4tm6ZPlbn7JdnDgj2L5IOT+mYrx7cedLn34SqOdPDtpuFUQTfSzLVd9h+uMr84zO+8uM+vv2gP+9sJ+xcEs23NQlvR6Sb0IkUvEpy8LuWU4xd5cGfE4092OTg/xKo1l02//PKTfu9PflN+euPGMd7wmn+/gOrHOX7qOfjS4/TzXwvAzMzcx6R03e1b7njboT1fGr9v6yLX3z3OWF3SqDkM1QWtRkqrETE61GFydJbv7+3y6duWUwuqTNYVjSrUQuOQ5bl20SnmVu8IcJxMoiryKJylHWV/E9eR9iHyfDKjB4vpk6P8MuJoacpSvvxoP5yFZQPstBy1y6AuR+3yf5v3jCy1uPRtZcMZiSB1yLnqTDeS6VWEsIPPSuaWm8a3RdHvaxY7kvlFn+m5GpVgmFdeOMMN357moZ3jOFLiOGZyqRKmzC+6TM/WedE5bbbvPYxSKzn2hAsOnnjmhX8Wx/HHRDD0Hw014GkAeHYMDw+h9cyHTznjbHFP2vn7m264fnz6oOL0tYLRIZfRIcXEcJ8VEwusGJ/hke1t/uLD48zOD7G2qWlVNXVLIYa+wPdSXCcTNxlkSFG+JZcGHrJhaEfgORLPFbZLWlq5af/g5WiaSzqKa6YUxTmC/y6vJc9b9QMJtiLR0qYpZebE0nzOYN2QPSlTlmAbQak12rQG9sIOdcSJ6QAbp9dM91Jw1kqZ9r/SWEdYI2/tRYp2z2Gh41BdDAj9OpOjMW993Qxv/jA8tHWMOHUQQhF4CbWKw95pn+PXBPzq81waY886eMqp5//5wbn0wysnnx5ww9MIcAAhhpmfjz507PrLklc8z/mnmrx3uOG2WTaqWTXZY8XEDL14jo/emPDpb47xyJYxlg8Jhqop9YqkVjH8eDWze3PNmJgUKU886fDwkwGuJwoToGxY2ClN+3vWjMgzk+3SMdPheVdwgIe2wGNQf76UKszWgBzZ6CnfDgqqMNEWfCU/wXJGobMLKtOpy0JSAIXaUKCRFrDg5POkcWL0JWlasmfTkl7kcOKalHVr+tyzWROnwnoNanp9RaenWOxKqh2XShAQ+A3O2JDw9tcf5rO39rnloRG2H64gUHhuRCXwGR/fwMmnnzWzbs2lf+JI76Ne6D2dEHt6AQ7QbPrsn44+ftqpFx2eObS4fvlY8na3/01v2Vibe56I+PiNDe7ZVKUbVVjeELRCRT0U1ELDk1dDkbvRZhveXCdm2y7JpidDmi277UFm0+82LXHN2JTpzJmBaN8zc5VKaduKNkCXygi3HFmegD8yPSlrUpyympAM6JnoKeMCzT73WAlSa/eQ2vV9A3cOBvXqjjTv31hFQJIqoljbTWmC1LMXoXBMez2BODVRPEkFiZKo1BTlx69RrFvZ565NKZ3EpZ8IepGRQHR6Du2ey2LXoRp6hEGA7zY4dR0cv7rLizYd5GM3DHH3ww3meinnnnd2XGkEb9qw/sItnie+KsTTC274GQA4wOSor3bt2HzNi17wEn/+8EOd9mzvvd/6zt3iC99M5OJiA88VVF0YClJr6ClNl7PiUK9ALUypZtvd/BhExPSiA46L72D3/2SpCTYlkQSemQmsBFANjWWc72mSVDA959KLTGR0HRMpHVkUa1k8FiKTxpYGH0SKFKrYGCZL0zxgkZuCTtFaEWmHSIGvwLOaFHVUcGcXp7nzuI7Rh/cixUInyd9rmmYmnuA6Dp5rrTzSso7bzFamqcdYPcalTzv26ESCal/R6WsqvZR2V1ILJZ2KQ7fv0ekFeIsJ4NP0h3j1pR0mh4SaWnmR3nDsht85/7QNH9my5WB0wgnHPd2wAv6DWZQfdKxcvYHZ2W2RDCY+3mitP/Fg56y/vPCUDbzuBbOctqpDw82Gi4101jSBhN3yllCvmj1BlaDL4YWYj9/YwPU8a8ipCxcqx+TbvietP7kBd71i3KfGh3scu3qGamWavYdiFjoJ3UgZgChQaVnEVLTp80keqZB2msexs5iZHrxgs5UBuEpAJaRK09fCTviUjSltmmIRntUPnmt81RtVwfIxQTfps2mv4sCcZq6tWOwqun1FL1L0I00UQxRDkpi7UmqBblb0ebz68i6TzTYLkWKuL1joCdpdRbuT0u4qOj1BP5LmZ5WkHwU8vt3jfVcLZtsn8CsvOOEvT9647sTj1i3/+Pb90z8z4IafkQieHRs2nATQffcHvvzEW97+mrftuPWD/gOPrXvzZacfdL5bidg7I4hSB88TVEPJUM2IelqNPs16j0a1QzXs8Ngu2D8XIh1pDYEycBtNhZtHcGNCVA0VjVpMq95nfHiRzfsW+exto1RVxLIRs5bQcyR+3jASJUbGzFwafYdxwfWcBMdJcGSCI2MzcJylKBqL4BREDEqihaSnPAIFvhIkdlxN6YIHzzuu0ryX0DcDu1OjEWtXzbB9zmX7ziGmmuYCylYeeq4ijgVxIoiSIk3JBofj2GOsKVg+1mbHdJ3pXg1Xmg3ExpkroV6VRIn5t+a6KY/vcHliZ4uTTppKnzi87G//62vPetv3H3giXbniJzeo8JM6/l22ET+t47prPsPi5hV67Jg3fnPq/V8MmrX43Koz7TpBm007HdaMeUyNuSwfT1gx3mViZIHh5gJD9QUe3JrwR+9qsWXfEJ4fMORDLVDUAkE1EFQrmcbFoVbRNKpmW9xQPWK42WVydIa3ftLjO98fYbRiTPs9r8jXzTY4615ljfqNO0CaC5fMwxgYeV6M6yQQwO5ph+tuDtlzwDFnPptAEgItHLSQZv24tLs9s4vSzTQ61lM9kNQqMFRTjA71OWHNImMjs3zm1iae4xY/mznfWgrUy967r4ylRZDguTHDzZgzjmtz/2bBjv0u7dQlTSVCmznY0JcM1SWrp+a483uKHQcnuyvXnLztV3/pVz744ssveEtUv1Bf+fIrn27YHPX4mYrg5aM+9Vt02h227ui/ednaF8rnTh53/oGrPydXLxPn18KOOzkSs3xskaHmDAfmO9y32WxBftfnW3zn8RrKMwWd0UtkJj0iz799D7NWJVDUKpm9WoeZdo9D8y0qjp0YSs2ku7JjZFDm03UuO/Vc0/r2vIgw6BMGXeZ7CfNdeODxEKUkMwuSU06OWLkmQSnJg48FLHRTZjoaHQj6IqQtBUEqiG3TRi9RQWZRPLOokEITJS7jDcVwc55D7TGqbraiUdkiWtllXlmKMjikIAScdXzKO3/nEP/8hYheGvLkvgYH5iuIGYnvxgw3FCmjyfCwuPvUM//LI3v3bvvtarWm5+YWGRqqP91wecrjZxbgANVa7mj05x/5xFdYvfySxsqJzvt9teuXjpnYJLftO8xHvyF4dHuLh7dWWOwBaMJan4lmm33zPgo3N8r0XNPU8T1hvBEDTRgYe7V6pU81aPORG10e2lxjslaMwuX66hxkBlhGsJQ5WJmoXa30iOMe922GL97cYOcBj6/eFRDNC845qc973jrLOSdG9OYk193ls/OAxxdvrvPA1pT5nqAjQgIpCB1B4kJiOeqSyjeXGgib10eJy6nrBL9y6Szv/lKT2b5HxU8JIrPRLooUUWxAHidm3tKMoWkCP2bvdMpI0+OMDS4feVOPdi/hwa09Ht4ecOM9NfbMj3Hm0BrlN1Z//rILqq/v9g4tPP85r+K1TzdAfoTjZxrg5ePXXv0Sdu7asYCo/q6TbN88ezA5+RuPjl9xy73bUKrCxsmQY9YscM8Wn5OmHJ537kHec+0inYUWrhT5JmUvM+P3DGtSCROqYUyj1qMX97jh3hES7RG41pY406Ew6KHiZAY/VrQUeBHNRodEd3nvNSEfvbbJll0mcuMr8FOQsRGf9ASOdrjiEgWqx/PPjbjquh7v/Zxivg2LMqTqCMLERPFyu12XRFsmnZfEsQME/MI5C7zvujYz3WGavqTiKXrW5DSKNXEMcYodFjbnYPsBzfuvmeB5ZzocsyLiwc0VNiyvs2xojtbGDsvG1nHPE5NXn33u+Y8ce8Lyf55b6C2cdOKapxsOP/LxcwNwgFUrVwMc+s5DO9/i1F635vKLv8/J6++/4r77H2f3npjnPiNloSM4b32Ns47tcdLqhLsfMp7drs1j/UxvnnkkBgmVMKJZb3P347D7YI3AkXiOyp2sBsyBBtysFL5rjEOrlS6PbY/5zDfrfPw664JbtXvJdQJJD4QRxqRJQLcfknYdBLB2Mub3XtanVT3Ip29JeXDXOAuORzUVRk+irKOV0qbrqHTekTQG8pIk8Vg5Kjhj7Ty3P9pgvuJQjaASmY0SUayIYmkLTkkUOzhS8/D2gHseG2MsrJAyzee/WecXznBI5QqmVh3HySeeevUrX3nsHxC1t4tg8umGwI99/FwBPDvOPnUVWh/aDif8yexB8fGTNp70+7ffveWSkda9tLyIih8wPSfo9j1GalDxi4HlIj1RVAITvZu1LkJ0+MLtdXbPVRmrlPftZJqVwtzTsamJ6yp8L6FW7ZHS5aPX1fmXr04i3SqNIQdHmKjbSz0iR4JYBOUQxz6dXo04MQ6uix1FGET89ss6hNUZ/vKDAYu9YZq+oJaYWdM01bkFWqoKfUk2RdOPXUYaLv/lojbffqzNTK9J3ZdUI0UYafqRMg5TNhfv9h1mF6pU/ZjxoZhuv8L0nIt2q6w79iQqrY3filX4z/XhtQ9tfjLZfuwxPz9Ru3z8XAIcQIgxgM1a682tcR7ZuU9PnX7isvftW9y1gc5jzqY9EXv3NTlhhWEPTAQ21GAlMKb7lSChWesR+Iu8/6seX7ptGI3hzgtRVqn7aZ1kjVWzwnNSqmEMdLnq+pBP3jpJ4DcYq2qqnsIRRt+xEAv29320dCF1iPoVFttVepFPoiSOMHRcq+Hziovm2bZ7mg9eH7LYrzEUWFWgMiA3SkFtOelCqJUkEq19rrh4gSf2HuCD1wcc7gY0AhPFezYPz2we5tsuj29vcsyKHmunehxaaHLJ8gvSV//i+s1rVsjfPOn0Z+wFnhD/QbLWn9bxcwvw7LB/gCe03v5EkqjnnnPm+Arhnv35D3zmxuZFJ8/W6sE8B2dhsQP1VFOtaIbqKdXQuNu6ToeP3CD5X/82wcH2EL4v83a5QFjmRdrdnsZRNktRPC+lEvTYcTDl6tvHiHoNVo9oWoGi4hnpaZJCrS/p9yRa+iSpz2Knysx8jcWuT5JKpNSEfkKv77F8HF56wTw3fneBrfsr9BNhpbBYIVRWMBo+G22s8qXUxIlDPazypl/qocQBPn/LFO3IodpXzEtFJUhxHUnox7Q7Cdv2pPSTlbzmilq7Mf6C+TgSr6gOT+wWwtn+8w7s7Pi5B3h2CLEGrdX2E05au3P3gdmTXvGC5z5jrKk/cNd3H0l279wycu/3ZhuJghVjHUZbHXr9KqGv2H045Uu3D6OTIVYMCVKnRy926CemunSkmSKvhsYw0nN13ll0nRQtIm55IOS7TwyzekQzWU9p1QTVQOI4gjjR1Dqa+a7CcRz6ccjsYpX9MzXmF12iROI6xlY6il2E0Jy2vs+lZ7TZdkNEnPq58CpONL2euXP0K4YNAXOhOU6PuU7KQqdJLWjysgsWuOvhDp35BgjBvrmURGlOWAe+16XjTyxc+qx1h2tDp7kTI/o3Vq5dfZdmdE4rrRznZ6bB/e8+/tMAHMBuAlCz0/tnTjlu1dc73Znj/vXDH+9/4gPv+eP0mnt/1Y+3x1PLdhx/96OVsO55VELJrhkXX1S4eKODdBOufO5B7nxCcu2tk2brlyuohoKRZsJ4q89826PTNzIBz1XsO6z5xM3DNCouyxqKiZZktOnSqDn4npkFnZlLWeilSN+l069yYLrGk3sCpudM6hF6kkZNEsUS0DRrfa589jQ3fqdHrxPgSjOQrRQcmFOkGqoVhzgxXtye2+cTNynufXyIX3l2DSlCWk3BmvGIPXHK1IjDqlUeD2z1en5l5PHTTp/yqqMXfvyaz77+fz3rhR8MZDDS27krVqtX/eeI2uXjPxXAs6M1OgmmT9jZtv1JfN99u5Ty7eeeucYJG8e/d816jquJrRftm93v3Pu4QMVVLr+4x85Dmvm55fzSJTu57g6zDMpzzVzoioku/XSWh7cNM9qo0aobL+2dh+DwfMhY1WyYmxg2XdYV44pGLaIfC6ZnHTqRYCbymG/X2Dfv8+jWhOn5mH4MjYrL1JhDolw8N2CkWWWkvsCq8YhNOzSuK5gYdhgdTvj2Yz12T4e06ilxYhrR/Tjl87cOcfrqIR7bFrF1d8rrXtzgolMinmg2WT61In3OBatvP/uC4Il+t/1Gx2mnQRDy8ld/WE8uW9d5uv9eP83jPyXAy8cxa9ZC0SdJup1Drz/tNH94fu6Mv3vkwZv8yYOb0kufMXHmqjXzZ23Zv5+Z+ZQde6DmmllH6cBQTTM1Ns8nb4H7HpdcfIr5x6RMuP4en5mZkDWrNK2Gy7JRl5PW9RlpzbN/ts+2gz7HLBOsW1nHdVLufzzAFRGHFiPWrozYvAs27a8w1/aRwqceuswOBZw86XL5eYt8b/swWjtUQ4ezNsbETo/P3eixetwlTRVaKTpdj/FmhC8TRkdcenqcQ+3gPunPfnfjxuOcK154eTQ+NvY/ev3+zPjI0zd88HQc/+kBvvSoVMcAZoDfAtjy+LdwpLxk277FXzj+pM4rNkz1Nu46dIgLTtzDjkMJrkxpVNtUghlcUSX0HNPmD1KmFyIe3V7JufVmzWHVZEpraIav36/ZvquKK12WDS0w3OiybqrHe7/is355glt1WL8i4MQ1KU/s7XHrfZrdBx3GW56pAWKHk1f3GB7q0YtrdhDBJY1SDs+32XsYjlstEA5s3TfJ639xJZ3eBOec7H1/rut//sDMyA3rhtW3XvrCS/jvT/dJfxqP/+sAvvRYf/wlAN+anZn51hmncJsj4/XB5lk1N/15NbRs5JhnnjbyZ2lvK3PJBIF7kEYY06ql6LTN+77i0wqbvPSiRbZsa9Kowmiry5fugCd3ttgw5dCsKWqBS9TXKG0cpZJY0u4GbN8Lw1XNmcf0GarNc8tdHnOLEkHK524NGWuEvP6Fs3zsyw57DiTsPSAZbY3xi89bTqvqctyJa2i1dr7tiT39bS97+eWyE4/LasXbsgq+3mq1nu5T+zNx/F8P8OxoDQ8DfD37vL1wCMcNW93FHXc+8JCiq1R8yqnn/uFZZ3qXr16Woumx5yv385zjO9QabQ4cqjA85FOrLrBjr8P6yZSNqw+z51AV12kDFZSK6Pf7dPuSTichiiTf3ZfS63usWC5ppw6aEKRi8x6Xg0HIyy/rUR+9lMDxWb3MoVpJb9y0c+GfHCm91atP4di1v/Ct9SdFs62xiaf7FP5MHv8/wJ/iqDXGAGaBrwBs27GPZZrHK346Wa8qtdCJabWeJAxilK5QqfikqYjXH3vWX11+QfKiRki8d2aR004OWT4xT224SqsRce6ZAa2aw4rFhBWjPr/wrHl272syOu56F108dC3TD/+VxvdqVQeUj+tVueS8U1A6oF4Vcqju7N+4kW31oamn+xT9XBz/+Xihp/GY2Xs9jhSTN3x7bsh3Uv3dzT2eearP+MgCswsV6tWY2x4MaFQks+2Y8SGfZ54xw3ceazE0HIon56fmhND7f+3FFz7dv8p/muP/A75M2nQyDUd4AAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTA3VDE2OjQzOjQ4KzAwOjAwkkGTLgAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0wN1QxNjo0Mzo0OCswMDowMOMcK5IAAAA5dEVYdFNvZnR3YXJlAG1hdHBsb3RsaWIgdmVyc2lvbiAyLjIuNSwgaHR0cDovL21hdHBsb3RsaWIub3JnL0jPKKMAAAAASUVORK5CYII=', 'weight': 7}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 6065869
    {'hecke_orbit_code': 137556393994, 'n': 1, 'trace_an': 2}
  • id: 6065870
    {'hecke_orbit_code': 137556393994, 'n': 2, 'trace_an': -8}
  • id: 6065871
    {'hecke_orbit_code': 137556393994, 'n': 3, 'trace_an': -46}
  • id: 6065872
    {'hecke_orbit_code': 137556393994, 'n': 4, 'trace_an': 0}
  • id: 6065873
    {'hecke_orbit_code': 137556393994, 'n': 5, 'trace_an': -150}
  • id: 6065874
    {'hecke_orbit_code': 137556393994, 'n': 6, 'trace_an': 368}
  • id: 6065875
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  • id: 6065876
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  • id: 6065877
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  • id: 6065878
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  • id: 6065879
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  • id: 6065880
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  • id: 6065881
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  • id: 6065882
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  • id: 6065883
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  • id: 6065884
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  • id: 6065885
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  • id: 6065886
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  • id: 6065887
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  • id: 6065888
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  • id: 6065889
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  • id: 6065890
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  • id: 6065891
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  • id: 6065892
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  • id: 6065893
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  • id: 6065894
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  • id: 6065895
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  • id: 6065896
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  • id: 6065897
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  • id: 6065898
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  • id: 6065899
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  • id: 6065900
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  • id: 6065901
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  • id: 6065902
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  • id: 6065903
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  • id: 6065904
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  • id: 6065905
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  • id: 6065906
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  • id: 6065907
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  • id: 6065908
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  • id: 6065909
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  • id: 6065910
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  • id: 6065911
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  • id: 6065912
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  • id: 6065913
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  • id: 6065914
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  • id: 6065915
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  • id: 6065916
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  • id: 6065917
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  • id: 6065918
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  • id: 6065919
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  • id: 6065920
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  • id: 6065921
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  • id: 6065922
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  • id: 6065923
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  • id: 6065924
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  • id: 6065925
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  • id: 6065926
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  • id: 6065927
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  • id: 6065928
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  • id: 6065929
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  • id: 6065930
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  • id: 6065931
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  • id: 6065932
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  • id: 6065933
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  • id: 6065934
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  • id: 6065935
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  • id: 6065936
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  • id: 6065937
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  • id: 6065938
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  • id: 6065939
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  • id: 6065940
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  • id: 6065941
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  • id: 6065942
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  • id: 6065943
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  • id: 6065944
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  • id: 6065945
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  • id: 6065946
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  • id: 6065947
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  • id: 6065948
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  • id: 6065949
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  • id: 6065950
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  • id: 6065951
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  • id: 6065952
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  • id: 6065953
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  • id: 6065954
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  • id: 6065955
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  • id: 6065956
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  • id: 6065957
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  • id: 6065958
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  • id: 6065959
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  • id: 6065960
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  • id: 6065961
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  • id: 6065962
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  • id: 6065963
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  • id: 6065964
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  • id: 6065965
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  • id: 6065966
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  • id: 6065967
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  • id: 6065968
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  • id: 6065969
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  • id: 6065970
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  • id: 6065971
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  • id: 6065972
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  • id: 6065973
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  • id: 6065974
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  • id: 6065975
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  • id: 6065976
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  • id: 6065977
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  • id: 6065978
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  • id: 6065979
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  • id: 6065980
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  • id: 6065981
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  • id: 6065982
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  • id: 6065983
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  • id: 6065984
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  • id: 6065985
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  • id: 6065986
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  • id: 6065987
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  • id: 6065988
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  • id: 6065989
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  • id: 6065990
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  • id: 6065991
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  • id: 6065992
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  • id: 6065993
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  • id: 6065994
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  • id: 6065995
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  • id: 6065996
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  • id: 6065997
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  • id: 6065998
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  • id: 6065999
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  • id: 6066000
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  • id: 6066001
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  • id: 6066002
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  • id: 6066003
    {'hecke_orbit_code': 137556393994, 'n': 256, 'trace_an': 2097152}
  • id: 6066004
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  • id: 6066005
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  • id: 6066006
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  • id: 6066007
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  • id: 6066008
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  • id: 6066009
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  • id: 6066010
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  • id: 6066011
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  • id: 6066012
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  • id: 6066013
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  • id: 6066014
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  • id: 6066015
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  • id: 6066016
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  • id: 6066017
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  • id: 6066018
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  • id: 6066019
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  • id: 6066020
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  • id: 6066021
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  • id: 6066022
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  • id: 6066023
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  • id: 6066024
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  • id: 6066025
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  • id: 6066026
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  • id: 6066027
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  • id: 6066028
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  • id: 6066029
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  • id: 6066030
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  • id: 6066031
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  • id: 6066032
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  • id: 6066033
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  • id: 6066034
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  • id: 6066035
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  • id: 6066036
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  • id: 6066037
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  • id: 6066038
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  • id: 6066039
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  • id: 6066040
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  • id: 6066041
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  • id: 6066042
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  • id: 6066043
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  • id: 6066044
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  • id: 6066045
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  • id: 6066046
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  • id: 6066047
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  • id: 6066048
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  • id: 6066049
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  • id: 6066050
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  • id: 6066051
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  • id: 6066052
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  • id: 6066053
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  • id: 6066054
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  • id: 6066055
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  • id: 6066056
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  • id: 6066057
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  • id: 6066058
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  • id: 6066059
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  • id: 6066060
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  • id: 6066061
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  • id: 6066062
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  • id: 6066063
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  • id: 6066064
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  • id: 6066065
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  • id: 6066066
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  • id: 6066067
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  • id: 6066068
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  • id: 6066069
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  • id: 6066070
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  • id: 6066071
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  • id: 6066072
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  • id: 6066073
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  • id: 6066074
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  • id: 6066076
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  • id: 6066077
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  • id: 6066078
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  • id: 6066079
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  • id: 6066080
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  • id: 6066081
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  • id: 6066082
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  • id: 6066083
    {'hecke_orbit_code': 137556393994, 'n': 719, 'trace_an': 0}
  • id: 6066084
    {'hecke_orbit_code': 137556393994, 'n': 727, 'trace_an': 597438546}
  • id: 6066085
    {'hecke_orbit_code': 137556393994, 'n': 729, 'trace_an': 0}
  • id: 6066086
    {'hecke_orbit_code': 137556393994, 'n': 733, 'trace_an': 869195234}
  • id: 6066087
    {'hecke_orbit_code': 137556393994, 'n': 739, 'trace_an': 0}
  • id: 6066088
    {'hecke_orbit_code': 137556393994, 'n': 743, 'trace_an': 194339314}
  • id: 6066089
    {'hecke_orbit_code': 137556393994, 'n': 751, 'trace_an': 1392619044}
  • id: 6066090
    {'hecke_orbit_code': 137556393994, 'n': 757, 'trace_an': -453992334}
  • id: 6066091
    {'hecke_orbit_code': 137556393994, 'n': 761, 'trace_an': -673800796}
  • id: 6066092
    {'hecke_orbit_code': 137556393994, 'n': 769, 'trace_an': 0}
  • id: 6066093
    {'hecke_orbit_code': 137556393994, 'n': 773, 'trace_an': 184405794}
  • id: 6066094
    {'hecke_orbit_code': 137556393994, 'n': 787, 'trace_an': 376308866}
  • id: 6066095
    {'hecke_orbit_code': 137556393994, 'n': 797, 'trace_an': -88433454}
  • id: 6066096
    {'hecke_orbit_code': 137556393994, 'n': 809, 'trace_an': 0}
  • id: 6066097
    {'hecke_orbit_code': 137556393994, 'n': 811, 'trace_an': -1296752396}
  • id: 6066098
    {'hecke_orbit_code': 137556393994, 'n': 821, 'trace_an': -438412396}
  • id: 6066099
    {'hecke_orbit_code': 137556393994, 'n': 823, 'trace_an': 1080625714}
  • id: 6066100
    {'hecke_orbit_code': 137556393994, 'n': 827, 'trace_an': -5143134}
  • id: 6066101
    {'hecke_orbit_code': 137556393994, 'n': 829, 'trace_an': 0}
  • id: 6066102
    {'hecke_orbit_code': 137556393994, 'n': 839, 'trace_an': 0}
  • id: 6066103
    {'hecke_orbit_code': 137556393994, 'n': 841, 'trace_an': -673294158}
  • id: 6066104
    {'hecke_orbit_code': 137556393994, 'n': 853, 'trace_an': -315390046}
  • id: 6066105
    {'hecke_orbit_code': 137556393994, 'n': 857, 'trace_an': -742065054}
  • id: 6066106
    {'hecke_orbit_code': 137556393994, 'n': 859, 'trace_an': 0}
  • id: 6066107
    {'hecke_orbit_code': 137556393994, 'n': 863, 'trace_an': -708538126}
  • id: 6066108
    {'hecke_orbit_code': 137556393994, 'n': 877, 'trace_an': 1080460626}
  • id: 6066109
    {'hecke_orbit_code': 137556393994, 'n': 881, 'trace_an': 1036284164}
  • id: 6066110
    {'hecke_orbit_code': 137556393994, 'n': 883, 'trace_an': 868934354}
  • id: 6066111
    {'hecke_orbit_code': 137556393994, 'n': 887, 'trace_an': -1667719854}
  • id: 6066112
    {'hecke_orbit_code': 137556393994, 'n': 907, 'trace_an': -857372254}
  • id: 6066113
    {'hecke_orbit_code': 137556393994, 'n': 911, 'trace_an': 2506271524}
  • id: 6066114
    {'hecke_orbit_code': 137556393994, 'n': 919, 'trace_an': 0}
  • id: 6066115
    {'hecke_orbit_code': 137556393994, 'n': 929, 'trace_an': 0}
  • id: 6066116
    {'hecke_orbit_code': 137556393994, 'n': 937, 'trace_an': 1076077346}
  • id: 6066117
    {'hecke_orbit_code': 137556393994, 'n': 941, 'trace_an': 2356573044}
  • id: 6066118
    {'hecke_orbit_code': 137556393994, 'n': 947, 'trace_an': 1868804866}
  • id: 6066119
    {'hecke_orbit_code': 137556393994, 'n': 953, 'trace_an': -1036009086}
  • id: 6066120
    {'hecke_orbit_code': 137556393994, 'n': 961, 'trace_an': 1088421126}
  • id: 6066121
    {'hecke_orbit_code': 137556393994, 'n': 967, 'trace_an': -523122094}
  • id: 6066122
    {'hecke_orbit_code': 137556393994, 'n': 971, 'trace_an': -918719756}
  • id: 6066123
    {'hecke_orbit_code': 137556393994, 'n': 977, 'trace_an': -172105854}
  • id: 6066124
    {'hecke_orbit_code': 137556393994, 'n': 983, 'trace_an': -1801800206}
  • id: 6066125
    {'hecke_orbit_code': 137556393994, 'n': 991, 'trace_an': -543074716}
  • id: 6066126
    {'hecke_orbit_code': 137556393994, 'n': 997, 'trace_an': -726999694}