Embedded newform data - 144.14.a.h.1.1

Formats: - HTML - YAML - JSON - 2024-06-14T19:02:20.069590

• 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': 28224, 'analytic_conductor': 154.41253769075428, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, 1]], 'atkin_lehner_string': '-+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [144, 1, [127, 37, 65], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[5, [-15936, 1]]], 'hecke_orbit': 8, 'hecke_orbit_code': 31525197626474640, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '144.14.a.h', 'level': 144, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '18.14.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+15936q^{5}-98252q^{7}+1630464q^{11}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '13.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '144.14.a', 'trace_display': [0, 0, 15936, -98252], 'trace_hash': 728920703887790935, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.975', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.908', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.688', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [1, 0, 0, 0, 15936, 0, -98252, 0, 0, 0, 1630464, 0, 22316306, 0, 0, 0, 122937984, 0, 74272984, 0, 0, 0, -1069509120, 0, -966747029, 0, 0, 0, 5607090624, 0, -2162031116, 0, 0, 0, -1565743872, 0, -5959452922, 0, 0, 0, -21676851840, 0, 61101030232, 0, 0, 0, 136471948800, 0, -87235554903, 0, 0, 0, -557015616, 0, 25983074304, 0, 0, 0, -302211949056, 0, -190535454658, 0, 0, 0, 355632652416, 0, 918343123024, 0, 0, 0, -1086593292288, 0, -77275903210, 0, 0, 0, -160196348928, 0, -2624363498636, 0, 0, 0, 3269608182528, 0, 1959139713024, 0, 0, 0, -5922230600448, 0, -2192621697112, 0, 0, 0, 1183614273024, 0, 5340133325582, 0, 0, 0, 7400024266944, 0, 9138097659388, 0, 0, 0, -6613812905472, 0, 14623620765842, 0, 0, 0, 29761210864896, 0, -17043697336320, 0, 0, 0, -12078902803968, 0, -31864299288635, 0, 0, 0, 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• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
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-0.2882986010689378, -0.2944217346359301, -0.21519199337233927, -0.31061412328838434, -0.32483774047000646, -0.15943196728423265, -0.21840911084626255, -0.25692112979896026, -0.335524034705661, -0.348016260458156, -0.13825746798483976, -0.3799139620348384, -0.16894440093842283, -0.1740476577656171, -0.3644070515200403, -0.454008407109822, -0.09444713907409988, -0.3139590761671837, -0.07582756910177471, -0.26872629784662705, -0.3173325993482481, -0.2804218695399744, -0.3184664285933289, -0.1463196828702318, -0.18017681025760385, -0.21269546352278332, -0.2591606493605478, -0.22107737815459588, -0.23968911847062596, -0.29100694553008544, -0.12905141009432572, -0.24475364215971615, -0.14278695581196849, -0.18705331189331822, -0.2247985903550111, -0.3341694346390051, -0.16025834846300527, -0.1320233101615065, -0.2539382838588118, -0.28047363027986005, -0.26744894543561654, -0.17029203210599203], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': 0.0, 'hecke_orbit': 8, 'hecke_orbit_code': 31525197626474640, 'label': '144.14.a.h.1.1', 'level': 144, 'weight': 14}
• mf_newspaces •

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

  
  {'ALdims': [6, 10, 7, 9], 'Nk2': 28224, 'analytic_conductor': 154.41253769075428, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [144, 1, [127, 37, 65], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 300, 'dim': 32, 'eis_dim': 24, 'eis_new_dim': 1, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 234881168, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 3, 3], 'label': '144.14.a', 'level': 144, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 324, 'mf_new_dim': 33, 'num_forms': 21, 'plus_dim': 15, 'prim_orbit_index': 1, 'relative_dim': 32, 'sturm_bound': 336, 'trace_bound': 7, 'trace_display': [0, 0, 16902, 170068], 'traces': [32, 0, 0, 0, 16902, 0, 170068, 0, 0, 0, 2952684, 0, 8510580, 0, 0, 0, 52444602, 0, -547588252, 0, 0, 0, -678198456, 0, 8336604204, 0, 0, 0, -219214674, 0, 5197237628, 0, 0, 0, 21729468384, 0, -12181051216, 0, 0, 0, -2558333646, 0, 10257973068, 0, 0, 0, 15344864352, 0, 486318581360, 0, 0, 0, 54937343142, 0, -587406016936, 0, 0, 0, -402535353780, 0, -13177074672, 0, 0, 0, -493806381228, 0, 782693463068, 0, 0, 0, -1045304331912, 0, -1172190446340, 0, 0, 0, -790348739904, 0, 1166028593772, 0, 0, 0, 1182440308500, 0, 1561774631348, 0, 0, 0, -231398888238, 0, 1271398615592, 0, 0, 0, 3975180336216, 0, 1675561670428, 0, 0, 0, -10057487769450, 0, 19351571079276, 0, 0, 0, -11979693766692, 0, -47628248780364, 0, 0, 0, 45966099656106, 0, 30688793542544, 0, 0, 0, 43955375906592, 0, 112463414421456, 0, 0, 0, 61761288250908, 0, -51571970456652, 0, 0, 0, 40882680423540, 0, 100856866014496, 0, 0, 0, -122113794105486, 0, -275786835727628, 0, 0, 0, -106936777429272, 0, -82344853779684, 0, 0, 0, -12799540633194, 0, 259464436970372, 0, 0, 0, 139256593547184, 0, -9576149112240, 0, 0, 0, 215985901995648, 0, 895207348829044, 0, 0, 0, 406296239071752, 0, 528181468584288, 0, 0, 0, 211450801083534, 0, 260886448871644, 0, 0, 0, -323319560570460, 0, 410386687248452, 0, 0, 0, 361246890440196, 0, 789674768170408, 0, 0, 0, 14906751152256, 0, 1385179127450560, 0, 0, 0, 865484273287638, 0, 3508116065394012, 0, 0, 0, 1565252087222880, 0, 1061758874488740, 0, 0, 0, -529481796337872, 0, -414919149035316, 0, 0, 0, 692931502427688, 0, -926793815715632, 0, 0, 0, 220037606979372, 0, -2880443376408156, 0, 0, 0, 771870265880580, 0, 5444941277824068, 0, 0, 0, 424159145779554, 0, -5032546005778752, 0, 0, 0, 2392760247426576, 0, 7230412646368460, 0, 0, 0, 10574245108540566, 0, -911467203433128, 0, 0, 0, 265179914384796, 0, -146435827572704, 0, 0, 0, -3036207586476582, 0, 24276009653526776, 0, 0, 0, 5075618267946024, 0, -1275252923790836, 0, 0, 0, -1108833616959714, 0, 28796291500382708, 0, 0, 0, 4621008835661652, 0, -16516155681863964, 0, 0, 0, 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0, 0, -12221971602390817632, 0, 4381550051702409756, 0, 0, 0, 2475949194495690876, 0, 2672946733115510388, 0, 0, 0, 13851838420528147920, 0, -982652277471633676, 0, 0, 0, -1907205427935833814, 0, -9479960292197476892, 0, 0, 0, -14010170508371471112, 0, 78665556490869424, 0, 0, 0, 1069762528821516750, 0, 7996113941975423080, 0, 0, 0, 14171514339848364900, 0, -8506337313354300176, 0, 0, 0, -808260310668447360, 0, -12216528890342536368, 0, 0, 0, -19702432272900978072, 0, -4265282753057293296, 0, 0, 0, -1718715167954650170, 0, 16878262683346125656, 0, 0, 0, 24908522777266263084, 0, -6332807371705307100, 0, 0, 0, -922734702694682604, 0, -10269539539794505180, 0, 0, 0, -36745912192542448824, 0, -9398990352490900260, 0, 0, 0, -2080676651212672146, 0, 19413363263736238616, 0, 0, 0, 34304724084311405280, 0, 2628403151214914020, 0, 0, 0, -244616084323738560, 0, -30020826369366726448, 0, 0, 0, -35896660339350184704, 0, -1586385580547008400, 0, 0, 0, 4763547977272449138, 0, 5344858123270655764, 0, 0, 0, 40265048205247097304, 0, 3702788490474775828, 0, 0, 0, -1787854409166633552, 0, -29531331925904996644, 0, 0, 0, -49719659814081424152, 0, 5185432912357740524, 0, 0, 0, -4570665341507201088, 0, 15516859059335331388, 0, 0, 0, 62938775083189859136, 0, -676853551397249948, 0, 0, 0, -2571493763468855070, 0, -26822225057059076056, 0, 0, 0, -57962203306807392216, 0, 17131045728792546112, 0, 0, 0, 134639159290422102, 0, 68964274880829767220, 0, 0, 0, 62656238388125353608, 0, -2312877004862224672, 0, 0, 0, 1082712117892962708, 0, -27011272838979184236, 0, 0, 0, -74533128874961515488, 0, 5668296046708972664, 0, 0, 0, 5736530884505135454, 0, 24339759517736318784, 0, 0, 0, 77581209761203341240, 0, -14502293084411628288, 0, 0, 0, -3144917350239649902, 0, -59119871808180958692, 0, 0, 0, -94734837161612083080, 0, 245973481793841936, 0, 0, 0, -5866017424478211834, 0, 42128642118594848756, 0, 0, 0, 91679923490452257708, 0, -23689849513938691788, 0, 0, 0, 56907644430150954, 0, -52132296597133474032, 0, 0, 0, -111993557788297329192, 0, 4009222733496605324, 0, 0, 0, 2894089762881137322, 0, 88370169070463290276, 0, 0, 0, 119526085824711498288, 0, 39249187007055073168, 0, 0, 0, 5067153415494425826, 0, -56609591970635625332, 0, 0, 0, -130012460487093599712, 0, -45037328272541627172, 0, 0, 0, -537718054075867872, 0, 78128999931847321032, 0, 0, 0, 194716589431409913024, 0, 44410738640765608688, 0, 0, 0, 8643788486405755146, 0, -51156784308594640732, 0, 0, 0, -152378967538663089192, 0, -6757238369343184400, 0, 0, 0, 24653090717436117888, 0, 142193041199661608136, 0, 0, 0, 158368205149462972656, 0, 13587743352418200692, 0, 0, 0, 23129574750182981700, 0, -100462518656721516612, 0, 0, 0, -139984921288988915472, 0, 634287462211182800, 0, 0, 0, -13895804810584057536, 0, 16993430955013416084, 0, 0, 0, 181997045734968207504, 0, 33341623584361660952, 0, 0, 0, 17488854480359528874, 0, -85349113953170460604, 0, 0, 0, -204795587962055946672, 0, 67804289169362755184, 0, 0, 0, -42848167352935517298, 0, 107278654337558842800, 0, 0, 0, 179919196812534632868, 0, -6801744931091851456, 0, 0, 0, 6323165044292591874, 0, -61941535018830567168, 0, 0, 0, -203610291583627580256, 0, 74015412707470664496, 0, 0, 0, 50393919582749942028, 0, 96473719758876786764, 0, 0, 0, 216310434946018243596, 0, 3701498540375119744, 0, 0, 0, -23484179331238451238, 0, -186935787889968804600, 0, 0, 0, -230214761634337742088, 0, -99790476363887847828, 0, 0, 0, -20587101727525431840, 0, 80092840512682964652, 0, 0, 0, 254306897372347290432, 0, -113442411742740025200, 0, 0, 0], 'weight': 14, 'weight_parity': 1}
• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  
  • id: 46210454
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 31525197626474640, 'source_is_minimal': False, 'source_label': '144.14.a.h.1.1', 'source_level': 144, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525197626474640, 'target_is_minimal': False, 'target_label': '144.14.a.h.1.1', 'target_level': 144, 'twist_class_label': '18.14.a.b.1.1', 'twist_class_level': 18, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 14}
  • id: 46210455
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 31525197626474640, 'source_is_minimal': False, 'source_label': '144.14.a.h.1.1', 'source_level': 144, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199489622160, 'target_is_minimal': False, 'target_label': '144.14.a.c.1.1', 'target_level': 144, 'twist_class_label': '18.14.a.b.1.1', 'twist_class_level': 18, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 14}
  • id: 46210456
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 31525197626474640, 'source_is_minimal': False, 'source_label': '144.14.a.h.1.1', 'source_level': 144, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398744363026, 'target_is_minimal': True, 'target_label': '18.14.a.e.1.1', 'target_level': 18, 'twist_class_label': '18.14.a.b.1.1', 'twist_class_level': 18, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 14}
  • id: 46210457
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 31525197626474640, 'source_is_minimal': False, 'source_label': '144.14.a.h.1.1', 'source_level': 144, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599862251538, 'target_is_minimal': True, 'target_label': '18.14.a.b.1.1', 'target_level': 18, 'twist_class_label': '18.14.a.b.1.1', 'twist_class_level': 18, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 14}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 198400
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 31525197626474640, 'p': 2}
  • id: 198401
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 31525197626474640, 'p': 3}
  • id: 198402
    {'charpoly_factorization': [[[-15936, 1], 1]], 'hecke_orbit_code': 31525197626474640, 'p': 5}
  • id: 198403
    {'charpoly_factorization': [[[98252, 1], 1]], 'hecke_orbit_code': 31525197626474640, 'p': 7}
  • id: 198404
    {'charpoly_factorization': [[[-1630464, 1], 1]], 'hecke_orbit_code': 31525197626474640, 'p': 11}
  • id: 198405
    {'charpoly_factorization': [[[-22316306, 1], 1]], 'hecke_orbit_code': 31525197626474640, 'p': 13}
  • id: 198406
    {'charpoly_factorization': [[[-122937984, 1], 1]], 'hecke_orbit_code': 31525197626474640, 'p': 17}
  • id: 198407
    {'charpoly_factorization': [[[-74272984, 1], 1]], 'hecke_orbit_code': 31525197626474640, 'p': 19}
  • id: 198408
    {'charpoly_factorization': [[[1069509120, 1], 1]], 'hecke_orbit_code': 31525197626474640, 'p': 23}
  • id: 198409
    {'charpoly_factorization': [[[-5607090624, 1], 1]], 'hecke_orbit_code': 31525197626474640, 'p': 29}
  • id: 198410
    {'charpoly_factorization': [[[2162031116, 1], 1]], 'hecke_orbit_code': 31525197626474640, 'p': 31}
  • id: 198411
    {'charpoly_factorization': [[[5959452922, 1], 1]], 'hecke_orbit_code': 31525197626474640, 'p': 37}
  • id: 198412
    {'charpoly_factorization': [[[21676851840, 1], 1]], 'hecke_orbit_code': 31525197626474640, 'p': 41}
  • id: 198413
    {'charpoly_factorization': [[[-61101030232, 1], 1]], 'hecke_orbit_code': 31525197626474640, 'p': 43}
  • id: 198414
    {'charpoly_factorization': [[[-136471948800, 1], 1]], 'hecke_orbit_code': 31525197626474640, 'p': 47}
  • id: 198415
    {'charpoly_factorization': [[[557015616, 1], 1]], 'hecke_orbit_code': 31525197626474640, 'p': 53}
  • id: 198416
    {'charpoly_factorization': [[[302211949056, 1], 1]], 'hecke_orbit_code': 31525197626474640, 'p': 59}
  • id: 198417
    {'charpoly_factorization': [[[190535454658, 1], 1]], 'hecke_orbit_code': 31525197626474640, 'p': 61}
  • id: 198418
    {'charpoly_factorization': [[[-918343123024, 1], 1]], 'hecke_orbit_code': 31525197626474640, 'p': 67}
  • id: 198419
    {'charpoly_factorization': [[[1086593292288, 1], 1]], 'hecke_orbit_code': 31525197626474640, 'p': 71}
  • id: 198420
    {'charpoly_factorization': [[[77275903210, 1], 1]], 'hecke_orbit_code': 31525197626474640, 'p': 73}
  • id: 198421
    {'charpoly_factorization': [[[2624363498636, 1], 1]], 'hecke_orbit_code': 31525197626474640, 'p': 79}
  • id: 198422
    {'charpoly_factorization': [[[-3269608182528, 1], 1]], 'hecke_orbit_code': 31525197626474640, 'p': 83}
  • id: 198423
    {'charpoly_factorization': [[[5922230600448, 1], 1]], 'hecke_orbit_code': 31525197626474640, 'p': 89}
  • id: 198424
    {'charpoly_factorization': [[[-5340133325582, 1], 1]], 'hecke_orbit_code': 31525197626474640, 'p': 97}
• mf_newform_portraits •

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

  
  {'char_orbit_index': 1, 'hecke_orbit': 8, 'label': '144.14.a.h', 'level': 144, 'portrait': 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fOe28GTw5y8WOPSnGJmIWVuKQP3mUXLLdcu8HMfWWH9yDCXZ0aZWSyzWFcEoeHAiYh1kwFrhspcmG9x024PpXeY8vDWP/NL1R9P07j54Q9+4M2GxH/R65sa4Nau8OQrls1r+aWL58/f/eQTn5NhGty9c2xRP3+8hFfqcNsuh5WmpuRq5pZc5pZTVpoxS/WU2TqcXRJMjNf5hR9c4rbdZS7PjTI9X2F6UTO3ZJldTLiykDLfShge7XLP/jZ37AVXlvCUx9yyz8yiZnZZ0AkhSQy+a6j4KSNDCQa4OJvQbMOWNQ6VUoi1AoRLOzBsXhuyVNdgMypSb0OYgMWy3IjYMOnQChRCWYQJqfkOm9d1qXcEF6c1qdGM1SRVX+A5kCSCTiiZXZbMLFnmVhI8rwtOwp3XtLn7WsFErcTSSo3Lcx7TizC3mDC3nDC1DGeXLLdcs8i/+MEV1g7XuDQ7yuxSiYUVl6WGZH4pYb4eUvJhuWW5aW8XX3k8+1rCA7eVknJl5Nn3vOu9Zu3GLc9K2fnZC9Nr2Lah8mZD5Ru+vmmTzN/52KcRYoSgO/eLjzz22E/NXHzJM90mV+YCbtnZ5b79Ps8e0yCb7NwwytyKplqGOO2nFUKkCGE5tzTCL/yx4Bc/OsdN2yKqpVEqpSq1ske17DBcU8wtKWZXNF97zueLzyTs2tRh7/aE5ZWAfZtCvvedhjhRCCxfeN5nvuFTSkMuzCja7SrX70yZbyYcP+mwe5Pk9DTcuQcaLYiMxtMR4xU4NVWiXIrxVMJQVVBvwe37Wpy94rF7i+H8dMjRs9nf52zqcnbOMlQNWW5G/OXXylihSNOUB27scNdNltm6w007uuxY75DENTpBiePnfGYXBQsrKfMrCXPLhkvLgrl2xI27l/hn399mojbCxZlh5pZKLNQdlhqS5UZKK0hIEzh3BUbHWvja5bnDDm3TQYhEn7nI/b/2e5/hoXtvuGv3vneYIfH0LwSJtWlCXPW/+eLlN983An7x33+KIyvr1IPrz/+z+vLMP02Dk2rb+gbt9jhPvOKwHLX53rd1WDek8b0ErXwWlsssNxyWm5qVFqw0UlaaCcuthMUGXF4R6FKXu65d5rvvj9g2WaHerjG/XGJh2WWxIVhuGJYahpWWoRkYmqGl000Yq8VsXmMAgedYrsw7COmxZVKxbb1l/WSHuZWQQ6er3LzLUi6tcOTMKNVKRBQ5jI0Ygi7s29zlTx4fZs+mhDC0jA9J4jSg6nscvdCl5FS4cXfCa+ci5pZcNox5bFsHm9dGKBVzZRFcxyKEZcuahJGqpBV4tDsOzY7DclOxXIelhmG5kbLYSJltwFI3ZfOGNt/9wCJ37dX4To2ZxRqLKz6Ldc1yU7DSMNRbMfVWykrbMtcA4VhKDoyPdvnetya0myN8/RVYDANu3F7i1mvWdG645V2djVtu/KkkiT4+XPvmi+TfVAB/8dXjDFXLpVeOnN387KvHv6uqZ/9lUL9Eq13h8MWAt90WsWlsiM8/LViJVvgnH1ngll2axXqVpUaFlabPcjOjLCtNaLQM9VbCSithuWmZawim2xZEmw/e2+Ddtxm2r/OJojIrDZ9626XRUqy0Ba2OoBtaosSSpqCkxXOg5FmGa5bJ0RjtdDk7E3H4jIdJKrzz9gjt1Hnp+BBb18GXDiTce53HfCPA14okjRkdgSR20E7C0lKZe25q8qXnqmxbBy+eDnEo847bDIkIOHw25fwVHy1d1oxoRiqCkidwXYESkBiIYks3glbHUm8bWh1DvWNYaluCNGXLxg7vvqPBB++OwFRZqg8xv1xiqQgGDai3UhrthHorpd62LLdhtqVYaBtu3bPEz35fl2Z9HZ9/WrNp/SJvv1Xw2qkRlpoNdu3Yym3Xj//CxJr9fyy93ZdN2g7WrL/mzYZS7/VNA/BO/VVKQxPua6+d+btPPH/yN48ff0XMLcXyxt0Ru9dnhqJDF1rcd3PKqYslHj8s2LN1nl/56CI37fJYrA+zVK+w0vSot1xWWpp6S9BoWRrtlHorodE2rLQt8y3BTMMwMtzhbbe0uHNvwpY1ilrJodny8RwJKKJEYozAWOh0AWEYqXY5PWUxNuKRFyuEnRI7N7jctb9DbOo8+fIwN+5yOD3bprFS4479Hb72kseaUcvxi5a//4Emxy94rBmVPPqy4q59iuVOk3OXR7lxd8SThwOSsMyd17js2NQlSNp89SUFqeDsFU2trNECOoHEWEFqLHECSIN2DY22pVKN2bQu5O59Hd52c8JYxWdueYileomVZnZvVpqCRhsarYRGO6HRTml0LMsdyWxLsNhKuX3PPP/njyyxe8MwT786xLHLKW+9KeXVE2v46kHD7i119m8XdNOSueH6G62qXP8Ty+amP/S5Ej142+43G1LANwnArQ1l0O289/MPf2bncLnzK88997yzbszllZM+9Sjg3XclpOEIXzsoOXg2ohVCYjVzjZQ79s3xSz+6wM07XOrNIRZWqjTaPvWWS72tabQUjQ602pZmJ6HZTmkHhkbHstAWLLQhTkOu3xWwdjSl3bG8646QrWsNSSrR0hLF8MQhn0vzPutGEo6c9cGU2btRcdMeg+d3eOl0h4XFCtdurVAbXuG51xxu3eWz1KmzslJj7VrLgeOK739Lm4PHNRsnHRbbDVaWR7lpX4fnjqSMloa5dmeb+UaDA8eGKekKt+yx7N7cBdnm0HnB5GjM3ELMk4ccurFCSkiNZeu6iLfdEdFqK9aPGG7aBVFUZrlRZrnhUW87NDuKRlvSbEOzk9Jsp7Q6Kc2Ood6xLAeSqaagEYTctXuB//NHVrh5l8/8Sg2spRX4vHR8jEcOQkiD995labWGOXgiZs1om73X3RVvGOP/2H/Td5/RTvUvN65xzJuNrTc9yWw2Q5rN+Afnpp/61ZkrJ0cfPT3HHXtKONpnuOJwZlrxia+1ec8dHTZMVNnXkSw2LY3A4EjFwVNr+Nnf03zgrmW+5y3LbNsQMbtUw3NLlDyXsudQKWlaJUk1cBiqaDrdlHaQsiY0BKGl1fVYXvC5ctkSJYap2QTPs4DAVRYtBZ1AIXBIOpobtgp2rLds3tAhTFt8+aDixJkR3n6zx037VvjYly2uKLN1Q4fXnlNsGFaM1zr4qkQUO8y3oOJrNq4RvHoi4qbdJe6/cZE/ejjAdaq89XaL43V47EDEl16ocOx8ie3ry2xdlzIxErFtPOa6rSlKGbSygKXseUwMe0SxQ6vjcuS0Q7ur6QSKdlfSDqDdtbQ72e/eClLagaUZWOoBLHQUcyuW8lCDn3znAt9+V8j+7RVml7KA0ep4LKyUuDKvcMstvuPumLIc5sqUIo4sc4slti096RyZ3firnfS55W976P6fCrvhH3m+9z8uwMNuANgfOXjwmV869MrXRhfnWpw47yBVlw/dn+K7NaRwee0cPHcoouSklD1IUosSFkdZHCl57fQEr5yqcHp6ng/c3ebua7oMV2ssN8pUmj61wKXd0bTyhx10NZ1Q0w0t3cgQxZY4tiRpdkWJizUglcDRAt8VDFcFI1VYO27YuKbD+EiDr7wET73iIM0Qb7/Z4Ya9LZ45FhN1a9x1g6ARBMwvVbhzt2F8uENJe3QTxUIzRhnBDbs15WrIyyd97rtpiDuub/HySQV2iJuvcfnoe5b52qsRjx6scPySz+YJxdrREiPVMkNVKHngaIuSYCwcPy9IU0GcCKIEwpjsdwxTgtDQDQ2drqETGtoBNENYaEvmWxCaLg/duMx7727wfW81JEmN2cUKzY5Pu+PS7Di0u5KxIVi/VqPMCAdPeLxyKmaxE/Lht6ywd5PPF19os7Dy2OjEsPd/33n7fbrdDn+vUnnzQP6mAfzSdJ3Fhvno0cNP/NLXn3h8csNonZHaEDvXCw6fhrGRJh+4u4NlDVp7zC1rjEnxXYu1WdLnKIujDCVHsNgp8YnHN/LYK03uva7ORx6qc922NmPDZZbqZVqBRydwcmCr7IoEYSyJE0GSZFt95t3K/n6twXehXDKMVmM2THZIaHN6KubPnvQ5d7nCsFfi1ms0d+5vcuBUg0eer3H7Lp/N6zr8yeMCJTxq1Zh6O8RYUAImah2aLReTlHjvvfN84ktldsz5vPv2DlG8xJOHx4hTn9uumeTdtzbZtanBYy93eO1ymUPnXTaOSkZrgrIncJ1sEUoBQliMBWMscZIv1tgSxtlC7kYQRNDqClZCwXILhO5y4546H3lbnXuvSRmrlVhplmm0SrQ6Hu2uQzvIdoKgK8EKgnaZly4Zjp6POL/Q4T33ddi/vcSpC6NEoWVhucGhl748Wfbav3THnW+xNl3+faHeHHfif3eA/9q//xi7ttV44bmv/tCl2favPPfi4fFL80327wr50N0Nyv4oWlV4+YhktLzCTTtabJgcQ0pNO5B0oxSlRL49Gxxt8bSlpAUrXcVSY4RPPlHhhSNt7rq+zkfeWufGHQ3G0hJJ4tHp+rQDhyDURLEiTiRJKkmNwFiBwCKFxXMNZT/BcyNcJ2RqKeThFyVnrricvzKCMh471rns26a4eW8T5S1w+GyVDcNlrt0OaydWWG7WuG6DJDGWrxz0CDuS4UrCO27r8pdPxlyarbJnp8NMvcvRcw6b1oxw/bYFnnmtxXNHBWHksnfbKHs3eezd2OLszDJnpuDgiTKnz1Uoa4GnJRXP4jsgZZZUWZst1iSFKIEoFbRDQbMraMYQmQRju9yyq8lH3tbk3utS1o16dLtDLDV8Wm2PdtelE2jaXUWnqwhCQRBKghA6gWFuKWGxFXPfzQl37Kpx7EyFl09YTs51+eADS+zesEJjpjX54jPTv9KKJpLHHvvcx3y5yN0P/vDfXoB/6H//ff7hDzT5pd+331ey53693Zoa3rfRJ+p6PPWSIInqfN9blih5oxw9W+HylEtZCxwNtYpASoXjCBxt0CrF0QJXG1zH4jmWspsy7AtaocNKc4RPP1Xj8UNd1ox0+K4HGuzd1KUbtLl2m2XTWkUYO6SpIjUSW4BbGhydcnHOcn5WUA8Mn3+mzNTiCDZyGPEV68c0W9Zqtm+Aa3c0MXKR3/nLCsvLQ9y+V3PtjgaPHRKIxGFyRFIpJ3RiF2klWInSLo2uYG5ZcI0t88DNLZ59ucT6cZfbrx3lh9+zyB9+qcXBkxXaXYelepVt60vsWdfhtt0tvuO+FtPLy3z+GY+ljsfFGYepKRdHCaSUCATGWlIDsbGkiWFkLGb/NR3CMGbvppAPPxAyOaQYrXrEsc/Mgk8ncOmE2S4X9IAtc3ALuiF0I0Onm5Aaw+4NLptHfQ6dEhw7n3JhOeJ73jnPvXtdTl4Y5dWXDTEvjO/asf3X771pMn7PB/f/qQ1+GVH6mb99AP/s5z/Nt7/vO8Q/+sU//M6pqXO/O6GvlFuhZv/OiPv2l/GkxwuHhxCiwd95xyK18ihzyy5SZpGp7FmEEGgl0UqgtcDRKa4WuI7Bdyyl2FKOLEN+ykhJ0IkkrajC+SsV/tWfjoJJEEnCzfs7bFsbkSRgrMHarIgjhUAqgXZcTl5yOX7Gp+Jrqq5kvCyYGJNMjmrWTyi2rEvZs6VOKpb4d5+pcfHSMLfvdti7NSVIWjx/2GO45DA2ZBmuRpRLGRUyRtLoKpbblqVGSqNd4p5r67x4vMOJS4rhms9t1wzzo+9d4jc+Cy+fqdAOLPWWZm65xtrxMpMjXbaMdfl/f2eHWrnBa+fh5GWJ41iUsghhAJv9r4Ukga1rU+66LiGNHeLEw9oy3chhdtElCLMdrRupHn0LIkE3FHSjLGqHUcblw8jQjQzGWJIYTpwzzK8YploJP/BtC9y71+fImQleOCrQTpNrt0Fr5eSwSGd/94XH24nY8tOf/MJnN9v3feAjf3sA/oXPfZyxGupTn/rYB3ePLX5s5dKc30wV+zYLrtsSgnHodH2MhZeOwfYNi3zonpRKaZR2oIkSQaglWkkcnXFO11GEjiSMDF6UEsaWUmwIY0MUWWoJhLEhTCBKBN1YEqYecepz4kyFQycgtZYM2hk3diS4KvN8VD24dh3USjBUkYxUFWPDmslR2Lw2ZN1Endgu8+8+M8TZc0PctF2xfaNkx8YVvn40YW5piJu3SUZqBt8N8KSHVYIklQhrSdKIlbbP3JLDTXtL3LC7xTMv+6wZEZT9KjftNvzkB5f49c8ajk5VqbcN9ZZiYUUzPlxhpFZipDZErRwzUYnZclOE5yQ4OkGpFCmyZMKSLao4VswvaOJEESeKKFaEcf4eScJYEkaSbiQJI5ElqJEgjCxhlN3XMMzuc1RciaETwtkFy/sfXObO3T5Hz07w2mnJ6SsRqSjh6Ji9WxKefK5dln7wsU/85n80emTnZz79uU+nH/r2D33rA/wPPv7HTNc91WivfDhqz/zRK4fP+b6nwLqcmu5w9/VNJqopUawQwqHkC5brPt20w5pRn2XtEoQaN1I42uJEEtcR2UNwBKGriOIM6HFsiZI0U0WSgSvNlJc0NaSGjG8beuAWApQELcFxwNMC3xOUPUmlrBgqS0aGBJOjCVvWdqhW6nzm2YgnD49SX6yxf7NiyzqHXZu6pKLOVw6WqTiaiRFFtdzl8FmyjvtNlk6ouH5XzP4dltmZlIUVl6Bb5p23tnj6tYDTU4pKSeK5Na7bbvgXP7TEE0cD/vKJcZaali2TKSsNzXBNMVRxqJYdKiWL7xk81+DpFK0yqiVl9gysJStYGUFiJEkqSBJBnEiiRBDHkjDOlJcoFhl4IwjjlCg2RAOBI8yT1iiBbmRZbEukFzFedXjt5BgnL0pOXoq5sJAyMhqwY1NCEFSQMqDdOus3Qu/j15b4O9duK33q2Sf/JL37/u//1gb44cuO1HS/Z8KZ+g8eF/yyU+L4lYjRWsypyyX+bavLAze0eOiGhJHaCNs2OEyMaGq+IooiahVwtKHraLxI0XWySBM6ksgVRLHIHk6siBOIYpkpCElf9ktSQ5pm6kJqc6UkV0uEEEgJSma0x9UCz5X4nqRSEtTKluGqYc1oyMRIi8TW+eTTkj/80hiTvs/+zYLN6xy2rjdsWbfCZ563LC/77F2rGKlBtRwzd0Eyv+LhboMwFkwMSYaH4fR5y0rTMLvos2urz1tubvHwUz5jVfBcFyWHuW6H4MfePY8j5/nCMyMcm/JZ04yZHE4YqiiqJUW5JCl5Gs8FzwGtbQZyAUXHmbVgyBZ2aiBNBUlKDnSI0wy0cZxmQSE2RMV7bHLZsVBloBtDEAu6saCdejxywGNdFWaWI5bDiAfvrPPQ9SFbx4c4fSVmdEhy/FyNY8dP+2tGur973fZxvXOj/E9kceZbE+C//rufw1rzQ/Pz5/5NfXm6Vo8k+3cbKqUqJy8lrKmlnD0/yiunSzSDFT7ytivs2ORnuq6xCDdCCJsnlCmRk0Xy0JFEcVZKzyKOyCJRHpWSBOIU0jRTEozJEi5jbNHDmYM7A7hSAq2yZNZzwPeg7BuqpYThasLEcMD4SJ1nT0R8/JESJ88Ps3XIYcda2LjWZeMa2LO5SSdpcuB4jZJymBhRDFdhuBoyMpTguhohssUVhC7LzZh6x9JoJ8yvuGxeW+WOvfM8crDDyakaZS/GUS5CDLFjg+IH3rrILXvm+fgjVQ4cGWaprZmsJQyXE8q+pOQrPEfgORLHyXIVpcjlwwzllqyH1Rh6QE9Sk+9uubSYGJI0A3cSQ5TY/hVnqkw3EXRj6CSSdiyIjOTwRcsJleC6Ad//9gYffVdK0BnlynwZLSUHD2vOzQZcu6PL8ZNTtZLT/Xd33nKje+nkX/zh5j3f8a0H8KnZJlLKH/nkX3z2l+oLF8fWT8Ts3Bxww66Y9WNrmRxxmV3UrBtNODfr86nHxjl1ZYV33brCAzckrB9XtDouYeTiOA6e6xBGGs/N5L0C4HEsiZJs242TXNNOyaU/8sgtMZY+uLMiZR65QausYOI6Ft81lPyEqp8wUgtZN95krtHhNz/v8JUXR1leqbBzQrB5UrBh0mXjpGDb+i7arfOJJzXnLlfYvUYyUpUMVVKkDJlasHhaIgVYK4hizZbJJgdJaXYUK03L3HKJ3Rt9vuOBBp96zOXCnIejY4RwMLZCnEhu3rbClu9t8pWXO/zJV0Z56UKFDSOC8UpKxU/xXYHnCFwny1W0Ikucpeh5MizZIjOWTGlJM8AXIE/SjNJlYIcozbwuUVE8SgRBAq1E0k6gG1viIGLDZJf7bmjybbeF3LCtyuXpSc5NVZhZhNlFw6krKRdXDIF1WD8SceHy3NjWzcGv3Hn/B5W1K78nxMi3DsDb7WVcV/zwI4899ktVcWByvCp4+STMrhPMtRLedcsME8MjnL5cZXTeoVKSHL8oeOSFCZ465HHDzkW+76E2776jy9iwS9D1CEIXz3GIEoco1r1EKUkUcSpJEkmcCpJEkqaC1Ig+1zaCHiuxWeSWApTKVAdHGVzH4LkpJS+hWgoZH24TxAGPHbb82deHOHBkmBHX4boNlnWjkjVjLusnJBvXRGzfsMJrFwI+//QEQ0ozMSSoVQS1ckyjk/Kl532qrkWIDFhBqHnvXSFffCHzxDTahvkVzcbJKh+4u82BEy2On3apeAlKigzkpkw3yrj+D7ylwe5183ziiSbPHRvm0kqJtTXBkG8puwZfG1wHtBKoXIXKIjkU9iOTUzVj+jtckgM9CxAQp4I4zYGdCrqJoJMI2ilZzhNFVEodvuutK3z3Q232b5d4apSj58Y5dq7ExRnD9ELC6WlLI+7y9jsarB9z2Tbu8toZl0986dCkLo//0t5r3mJWGvU/GBka/uYG+NLKMlW3ixHqB6fOPfGvTx15cuzJVxvs3OyxebzKK8ddHnuxxOWFBt9x7yy37Guxcc0wGyY8VjpwYUlyqTnMlw44HDjc5FP7m3z4LR3ecVeX0WGXKPQIE4codogTTZwDPUkVSZoXbNI+wI3NI7fpe8qEsHlSmfk4tDa4TornxpS8iGopICXgay9L/vTxYY6cH0LEHltHLOuGLePDiolRl7XjkvUTMZvXNrm80OK3/rJCEpbYuFEwXNXUKlArxwgnohlUGK5mMqe1ECeSUU+RmIRW7NLqpKw0FVMLJa7ZXuXH31fnV/6Tx8WFClrF+cLQJIlPN5KsHfO4eWeT/dvbHL04xZ99vcQjLw0z3ShR8RRVFyqOxdUWR4GWWTlfiNXuOgNYky261AhSC0kqMv08FURpViQKUkGQQpBYkiTBxCFjfsA7H6rzXQ+1uOe6hJrn0gkqzC+XmFmAF44kXFpImW4kTIy2+OF3dHjrTS5LK1VeOeFR9hrsW9fg059/ZnLfefdfv/+ttyXHTk79x+2bSvjlv7mq598owBvNDpFfev/hwy/9xumjj9QqboPrttZY6Ug2T2qiWHBxVvL0i2O8cKTL/Tc3eO/tV7hml+QvDozRjqpUXWiICvOhyxdeKPPkkQ63PdrmH3yoxb7NTSaHFbWyJopdosQhSfogTwuAG4mxEmszSmB7CSVIYVDKopVB6wTPTXBURDOIWWjG/NpnfM7Pj/Dy8WGscRkrCSbHLeNDgrGaYmzYYc2YZO1YwoaJDmPDK3zlFcNLx4bZv1EwUpVUy5Ja2VApRQgnxPM0WmU/31pIU0kQaoJuTGIErcDQaluWmw6zSzXu3NPmjmvqfOJRn9KyQss4A6TVJKlLFEuC0GF82OeWHW1u2dnm4P3TXFyQfPyRYebrZa4sebhKUnEEbkHDZJZ49gJ5QVXIInliBYmB2AjCFLoJRMZCmkASI1XI+pGA/Vuy53HrvpRaSZMkFZptn27kUvIjlDvPoakSlVLKR94V8JbrJSVnmEtTNc5Pu1yeS9i0xuPkhSrnZueJkq+MXb+N37jxxptWgqD1+b9JTP6NAfwLT59i66YN6ud/9Y92evHxWqu+xPMnLO+7Z5l7ri9Tb/ko5VApCUYqMZcXynz56RKffzohMYYgdHGVxRPgSkFHuwSpZikq8chLQzx7LKDihfyddzXYOJawdX3Ande20EJRLWuEyOhKVpXMvNLWDkRuLEJalMi0XEsCMuHoecmLJzQPH6hy9FKVKClT1YqJkmW0Yhkp20wHr2lGhzRjw4K1ownrJwLWTazw5JGQ33l4knXDmoka1CqKWkVQLSeUvJBnTym6kcapZKCyVhAlEl8rbtwd8MLh4cz4FKTUmw6LdY+5xRF+/N1zXFlc4oVXJ3AkIGIMkCSaKHYII0k70IxUfYZrFe7Y3eH+/R2+98EFTlw2fPGAz4ETJU6dq5AITRgqOrFCCYkQ4qrEM68JWENiLNYYHJEy5Eb4xNxxU5tt67psHI/5yDtCSq6kUnKIojKNlkscO70gIwTcvi/i4/+kTpo6mLTKcqPK2UslrswLpucTphcTDl9Q7NtZ54ff1+HrL8Y8/8KXa8OlEzu3X/sTysYvpcK55ZsH4AszxxhfO+p+9amDf3ftqP034dISgSyhrOZTTwZsWj/P7i0+Q5URyn6Jsu9RLSeMLicsNTTNLlQ9kWX4FkrGUk4FoYFu6hCkDp3Up9VK+defGMEmMWsmulyzucvYUMKH3xKweTIijkXOtzNTUE8wyfmnlAYhBZ9+osRrZysIrbk4XWZqroxfUgx5guGKpeYbaj5US4KhsqJWVYxUNWPDMD6csGasy4bJJqmt8+mnawTtCrs2WmplRbUsqZYMVT/BcSK+8oJP2JE4kyBzMMWJpFJSvPO2gKdeMbRDSTtIaXY09ZZmdqnMvm1VPnxvk5ePlrm4XEVJA8Q5X3aIU0UYZ4WZdlfTaLtUS2UqpZB9G7vcvqfL5fkGF2bqaCfl0DnNp75eRiiVgVvI1Q/RGsCAtcRRypY1Cd/1loDxWsqeLZY1Y5AmDmFUJUkcVpoOSayIU00yQBOz+18iSSWttstC3WNmUTOzYJlZjLg4nzJVT9ixucWHHkhIwjGU1Lx2osnunerfKP/pzivnb/jD5w4cie66/bpvDoBPXblEY2V+d7Iy9ZuHX3pWDg8HbF1X5gNjksdeqvIbfyG4Z/8y77xlnpv3DDE6VKNacvBcQcmJWWkbgtBk2XuhzxqbJTnGEqWC0EjCVBIZh9jAQrvG118zWFI+dyBGiDR7SDZ7SJCLJZkWiBAKISRSKZJYI43G0ZKqB9smLBXHUPYMZQ/KnqBSklRLGR0aqkpGajA2lDAxErJ+okXKCr/2Fz7PHJ5kxxiMlPPoXZZUSwnlUkSlHFAqlfGURMmcg5PRgTh26AaCIExphYp219AKTNYyV3G5MjfEPdeE/OR3zvGrn9JcqnsIYbA2xqSWOHGIYkk3dGgHimqgqfgu5ZJP2SvjezHVUsTNuyJcJ+bWXQkfeaiDVkleBDIIYVeT8pzSGSMRQuI5CnDphpqlFZ35dtICzDktTGSW5OcUMU4FcawIQs1SQzO7KLkyl3JxLuH8vMGvBHzobSvcu89lcXGSr72oSWybbesDXnzxFTmzOPyblSHz9JVm98jfBDb/HwP89/7oLzh4zC3Z6MQHk84xsWG8xEunyzSDOhsnLKO1EtNLPr/7uTWcm1niJz84z9b1AbXSMEqVCCNNYmKUzPoL4zyLT40gMbaf2ZuMH2ZXpr0mVpIaTWw80lz2Gnz1qpQCtBBZpVKBX7L42uKrFM8BT4PvWkqeoORKyiVJ2dcZwCuC4aphtJYwNhwyOdpm/eQSv/Ow4U8eWcOmYcV41VCrKKplRaUM5VI2p3BmyXB2xsN3M/stFE4/QTfSbFtrWDvepdl1Cbo2j+KSektTLflUy8N85KF5zs3M8ruf34CWGoshNWkWABJNGCmCKDNFdXxJuaspeQ4lL6XRynIM18nqCI6TomXWKCFlVs4X+ZVZVwQgcpALGiZ3WZosr0lTiTGSxPTznSQVveQ+k2qznaXTVaw0FRdmUk5cjlhsx+B1+bH3r/CuWzRnLo9woSGoVZtsWJOycbTGwWOaSwsviYfu6X7w3lt3nX3puc8Ft9z17W8uwP0SbhJd+Zm5xdmfOXq2Ka/dkfKRd/ocODrC84cNSljWjVikUBw8Ms4vNFtsmexy/bYGQaQwRuFqATbTpJ08eqepzcvqxWX7ZfbcKZdpuaKXKA1ybiCv5GWJlZYGLUGrTFlwlMistk5WvfQ9ie9KSp6i5CuqJUm1bBmqpAxXE0ZrIeMjHTavWeLAqZBPPLGeEd9jTdVQK4sM3CVJxTdU/IRqOeTASTh0oszOCZvz3n7ZPAgVt+6x7NoccPDIMJ3QEnRT2oHOQe5Q9kuU/GG++75lDp2a54Xja8EqjEkzO2xiSWLb85MEoabctZR8he8aPNfBc1M8bdA6zV2YBqVMdgSLzKzBCIugz+f6yXlmITaFImUK+XVAis1Vq8SI3AIg8wJctmv5fsyObQ2+fWeLLROwe32F05eGmVvyGR0y3DHscfKCwx8fMGzfXOeabVLOzk7/s+NnPHdkpPyLQPSmAdzaumy3g5//9X//Jz8VNi+4w+USLx6LWGl12L7JsnaswtS8oNVJKHkptZJkenqI8xcrHD9jWDtkqHogpcDJ/cxpHr3TXvWRLDrnIDd5Ja4oVlhrGai8r9pxi1J1UdBRMq9YKgZMW1n1z3MVvqcoeYJySVAtWWrllKFKwnA1ZGwoYP3ECi+cDPj5P1rDpSvDbB83DJehVlJUSoqKDxU/peTHuE6XRteipMJRFjkwpTU1WdSLE5daKaaTm5aC0NLpprQ6kkZJUW55+F6VrWtj/sXfbfDPPyZ5/vgaLApjDWlqSNKEKDFEsaIbKQJPUgoVvivxXJtNu9UGx8n0fq1sBnCVAVzlNEUIu7pBNy/t2zyI2NzLkuaAT03/PXtmkjQtZMas/lD24Y5rLZNjgrWjFYKgxNkrJZYamnpL0erA1IKmE7e45dqAHetdZhc95lYuuuvX+v/Hpr0/5Jybaf9/tq+r/LXL+X9tgM8tNJlbML/46stf+0fz8yf9DWMON+02vHyyyvELHtYY9m6yKKWoN12aHUOtkjI5nNDpasIYlLB9H4iCVAmMsb0ysulptGCNzbrIcwvo4MVVAM9pd55YZhRFSYFSmVym81Y0R0s8V+I6Ct/LRjKUPEvFN1TLKbVyzFA1YrQWsH6izgsnOvzzPxzn5KVRtoxmCku1JKmUZRa9S5ayn1L2Y+I04o8frSKVwpEWJfoyobEi1+0dfuDtK3z1pYhW5NHJAd4OFK22ouFpfNfDc2rs2ZTwLz+6xM/9oeC5I2swVpKarKweJ5nRLIwMoZ/ZXT1P4DsCz80qm662vYqtVgapMm1c5s+gB/B+yRPIgwhZLSFTW/JE3tAvplkwveJaXlizWSHNpC71xhjzi4J2IGkFkkaLbLxFK6HRSdi9TbB7fY0T5x1eOWPYsdFy4dJxv2Mffr92Sj/3+DMHecs9t/33BXinfgpjzB1HDx8qHT+fMjoSsGYi5p1jFXZtqmJtVqqu+IZaWdHsKJptSStQdLuGOMmisRBZGbmIxsb026567yaPIrnKUpilBiN38SoAXngwikpeEb21LnwnEseRmX/DFfheNvOk7KVUShm4a5WI4VrAxHCDAyc6/PwfjHL04jgbRwRjlQFq4msqfuZfKfkJJS/CcUKmlkZwlEBJk8ty/SQzTSVJolg3YkmSmGbsE4SWbmgIuimtrqTUUfiug+v4OHqIvRsT/uUPL/BPfh9eODZJamQG8NQSJ2keyQ2hZ/AjSddVPQrmOODojKJlPhWLluQ0BUT+/gYYz+gKeVEI0SsOmbw4VFSLi6Bkc9ooEHS6WT0iShjIM7Ju/nY3M8GdueBw8rzkzExCJGP27QzYPAmvnji29777v/03kiT9X/66OP1rAfzhLz7MiQtRuTnzVXdhqcum8SrPvxrz8uk277tniZv3LOEpD2s1YaRpBfmskqaTjy1w6IQ29z/0TVAF/ejTkD7gbUFHis/f4LtJ0TdRZc0SogduJWXeKFHQE/Ad8FxDybeUvIw/l0sxtXLEcCVgfKTBS6e7/NzvjXD44gTrhxUTFcNQSVD1JWVfUS4JSn62OLJSf8QLxwXtrouvyBdZxsGLJoTUCOJEU/EVd17b4sDRGp04oylBmNIJFC1P4bkK13Fz/jzMvk2GX/7ReX76t+G545PERhIbkzdL93swQ1fiuSaL3k7fR69VcZHTlD6Nk3mV941AXhSFbAHwHPBpT3npG7iK55Ut5MzE1Q0NrRzc9bal3rE0uxAkkNgUz+1w8+4O77sLynqYqTkfmXScR7762HX/6O+9q/zcs1/p3HX3O//bA/zo8UuMT24afvbJ//RbZ67U77v5mgVIhzh2zuPA8SF+85M+TqnLrXuavOPWOhLNtrWKydEyy/UKs8slFl2HZlsShJI4b/YtOLYtAD4AaNMDdr8pmJx79x5GvhMImYM7NxmpHsBB5Y5BR4PrkHUCubnByksp5fSiWgoZqgaMVJu8eibk535vhEMXJlk7rJkoG4ZKUPEFlZKiXFKUe9E7xfcSquUuTx5yqTd8Rkb6ZfICMMbk3e+pYnJM8dANbZ580WRdNJEZALnEdyS+o3G0i9YlpDTs22T5pR+d56d/2/LcyUlio4lzB2Bme80iuRfLnrvQ1RKtcxOWFChd3Bt6369YhAVVEYUrjX5B6OrLDLybXjQv/C2WODF0w5RWx7DcNMzULQttQMdsWd/FFSFvv7XLLbslZV3lytwozx5SHL0Uk9gOD97i3ffqkfO//+53vf/vtZbP16uj2/7bArzTmiHsLv50p3H+e2ZnGxy/4DIx3GZyqMvujVVMqpldqfKVZ6t8+usJYRrxbXc2+fZ7GlyzqYPvjWDNMMY4CJG51NLc/5Dm3K2I3qsSyasjd470oiLX496ycND1eXfhGNSKzJ+hLY6TNRb7rsF3U0p+QtmPqfgh1XKX0aEGL58K+ZnfHufVc2uYHHaYLKcMlW0O7jx6+5KSl0V/30soexGJCWlFHkJJnCKC9zi4yPOK3CAWO1TcbmYXiHxGCpB3Uzquyo9EkTha4+jiAFrLdVstv/L35vjH/8Hw3Ik1xEYTpoIoNXkUF/ixwXMsrpP1ruo879AqswgrKfP7k3flF+8DxqzewhzMda4Cdy8IDdDK1BQW3KzGsdIynFswdEzE3p1NPnhPwLfdnhBFJYLuEI12mdnFEicvabpmmdv2x6wdEkzP13n16Nnv2bHl0Nkoiv/Jf9MIbtMzINdt+bM/+/j+y9OzbFvn4C1UOXURFsshtZJiwwSMVFJagaXV1dS7Ds+8VObQ6Yjb9zZ56IYunqqhtcV1sgefKtGX/Uw/EetHin5V0g7umUXUHkwqi+0279BReTKldT5mIjchFe5B30lz3hxT8kNGah2GKi1eOJ7ws78zzivn1jAxpJkopQz5lmoO7pKfyYkFuEteiu8m1CoRxy9Ynni5gisljjJ5EtfXKIrEOU4VidE8cHPMzu1tzl4qMVHOOmW6eQ9kp5tHYa3Q2kFJmxeNLNdugV/+sUX+yW8bnj46QTcuZcWwxFLOPdyeQwZyXexeJqcoEqnS3g6npBgAuBgAOa/jK32Q29UAtwN0M69hpIkhSTLFZt/2Dg/e3Oa23YLh8jAXp0o0Oy6tjqbZ0bQCiaMs124pMVQucfqSy8xixBp7nudffH7/LW/9iS3PvDZ18Z7rN/zNA9zay8Dw1qWZg//2wtTS+x99qc1bbw25cV/IbddUuDJfoRtBFEOn62QDZropQdewdQLagce5cx6dBtx3g4PvFn5l21NLBkE9GB1eF0Gy2JJH8KvALSxSFbJgBgat8qitLa42OI7Bcwyem+C7Cb4XUfZDRoc6rLQ6PHUEfvlP1/LamXHGc3APlyzVkqDii55WnikvJovebgbwkhcSpSndwMdX2SKTQqxy8hWFlCzR1BmX1yFhZLMumR7ADa6b4joax5FopVDS6QEcAddvE/zy31vhX/+nhOdOjDHdqNGtSIZTSzWx+PnEAc+xufZfKCm2F70LqlIAvPd98y89iPMeQ8wfSn9ntf3kcwDsxmZ/z+Sw5L6bPdaNV5hb0JzLO/Y7XUE7ELS7WR0gTiznrrhcXjQop8nW9RE37DJ0TP39h18+kN587f7/7cCh2Qu337D2bxbgB1++jOMs3T5z+fQHg8ZFNo4N8+SLHV6odPiR985y34YKUwsV6m2Hdkfl8zT6HdlJalBSUKsoTJqtfq0ABdaafOu2PRpytQxY3OJBVlg8hGzcQxG9C+nR5q7BLHJrbXC0ycdMpD1we24O7tE2CysBv/THZT7//ASL7REmhiQTfg5uP+Pd5TyxLHmSsmfzCJ5xb9+LgIjHX3VZiV3GPFb5sRGDW3pGzaJYU/M0b7mpwwsnI1qxx1Bssi72yOCGmVfd1RnAtbIo6SBkVqDBwt5Nkl/9B02++ELAL/7BGq4sjhAMa4ZdQTUxlBPw4mz0squygUZOkWhK0UuCi/fBRH1wYQrR6xXpPSN6z2oA7EVtIn+W2XNRHD07xKXZjD4madGpn0/bygNiowOXly0T4x0++q6QqlNjeq7MkfMXuPmWwx90jPPHHsGFv9EIHkcdtFPa9fhTz/3DLz9xnJt3drhtDxw+U+aF4w6/90XL//bhGa7fVWGxXmOp7tPsOL25Gt1IkKTZj8rawrJZJoMn1PU4N6+nI6toSX6ji8hSlJsLFUAVAFcWLTNgZwOCsnknrpPiOgm+G+O5MdVSgNYdnjyU8vtfqvHwM5NEpsZkTTDuZ7QkkwALnVzll8gj92D0jtE65Nljw3Qizbpy8X2ujuCFrCaJE4XvKO7YF5CYDOBZr2OuhkTZyDVHFxKnyoGYVR8zsAnGhwXf82CbqjfNH3wp4KljY8zGJTq+pJZYKtpmINd5HqJsnpfYHOTFPRR977gEST+KD7CsgSg+EM0HA1Px3HKrBGTV13orWz1pYgljk89ZsTS7gvmmYL5t2LSuzkffE+GYCZ56yefwhYRyxbK/9SpRuOsfXn/9/a+02u3T1cp/fh75fxbgJjzDk888yvjo8Prz547fb6OLTC0Dusv6DV3u9uF3vlLhH/ym4e03NviuBzvs2eoRdMssNX3aQdYVH0Wyl0T2aUU/PBc8e/Cm9Urv/bCdZ/j2KmpSVOUyx6CS9CZfFZHbUZkXw3NiXDfGdyLK5S6u2+FPH9H8q/84ydmFURzPZ21VMOql1DxLxYNK3mFf8rJqp58XhDL/SprvBBk9WWymtCMXVylcaXsJJgO/SmEvSHMfR5Q4lJwua4cD6p0qQSzycWtZruA4aS7zqVzuVBnAVyWumfPx/fe2ufWaBX75413+5CsTLCcVOp5DxZHUdObB8TS4il4zhC6KPvnOJ3tUpV8AGgwqq8nK1UDPaMpgYBIiyyukyBZBNnErm2veDAXzLUkrTlg30eEnv22Zh26I8XSZP/pil9nlkNpwl01rLHPLbU6eOnL/1JxdH4X10y8eucSt123+fwbwJDE88ODtW6cunPidsH4SyQSHjgoebaUsd1KiRGBDxWx9hD/8cpWnXmtx6zUt7ti9xD3XSdZPlGi0SrQDj27eYpamoq+pDiaRvZsk3lDnFth+NMmrb3IQ4NKipEGuitxpDvIEV2eUxHNDPCfgwlzC736xwmefHuPc3Ai1ssOoDyNeStWzeem9ALfMwS17RSE/596emy2cWiXkM89qTl8s4SuRVQwLBYU+yntjHGzGw+NEs3cLvOfWFr//5THaZU0ttnRjixfleYMyaC3zsXUMgNwZCKnZrrB5XPKz399h/7Yr/PbDo5ybHWI5KdFxNBUlKOdAd6XNFk6uMvV2v+K+FvIhGT/vVzrt63XyVYGpL+eagfdinFwQCRqhYCkA7Ybce0Od2/d0uHNvyo51LnE8TCtQ/OC7WsSJZqVZZmnF4/I8fP258zz41ht/Z++++97VbDX/s1TlrwS4tRHgcOLYyxufO3h2x6Hzy9yxR7CjXePsFZ/ZpYR2kFUlu7Gl2dUsL4/wZ48O8cmvR9yyt8EPvLXJfdc1GamVaHYqdLouUax73uF+YilW8e3scxG27SoeWAA7e89NQzm4M9WkiN4pjk6yzh2d4Hkhrg5ppRG/+UmXP/jiWqaWhjGqxOiQYtS1DLmGch65y73yvcx9Kjk1ybXzHrjdrHoZxhGnr3i0I48RL1dxiqJToUoUC9kOeFJiTa2i2bYxQnldWlGVwBWUYktYAFyneaFGZTq2LCzAb5S8KiaGOvz4+zt88IFZ/uCLTX7302MsBhUC7eNrRVkLSsriJTaL5jKjKlr27Q1FlfN1kZw3oCtXPbuCohT6eJIKwiSL2Etdi5Yd7r2hzkfe1uGWXRIlSjTbJS7NlGh1HLpRNu+mFUhmFgRnpxOaUcS1W+dJW6d2tJZrG2+9af+FTjeh7H9jGP+VAJ+ZncPzqxNSiU8GywedUb/C8YuWm3cljNYkUwsuK01Ls23yedOZp7nZFTQCnyOnfH7q+BgP3LTE9zxQ595rE7Sq0em6xInKKUv2UHoutjecyW8H5EDbA/YqeiJzl5xKM4DrFK1SXCfGdyNcJ6LRjXj2NcmfPlLj00+P0U2ruK7LmCsYdg0V11L2LGW3D27fk3iexMupSVYYypWJHOCuk1U+z89YnnqpTBQ7eBX7ugSzePXK3LkVNYoVjqN56NYWn/ham5NXKgR+Nu8ldCxuAk5scCKDUjLTraVACtkf7lMAvNDYjaTsadYMB/zj7+6wb3PInzxS5cXjQywEFbrKxXE0vhaUJHjFtN5CXpU2qycIBkC+2rNytTmr9z3y3aQAd2qzekczkix0Ex64YZ7vu7/Nfdc7RNEoS8uZXNjsOJlc2FE0O4JG21BvGmYWE0JruGm3Io2qfPnrrzg/sefmTwad5g3NVnvhrx3B160dkxfPnrz9qacfG5pvtFi7BkbKkskxg6MlG9d4TC+UmV3MDkBqtg3tIKXTTemElvWhpREonntlDccueHz256cp+y7GZv6M1MjV4Lbiqupk/+7JIpL3SsqmZ/fMeHc2P0XlV0FHtI5ptGOeOSL4oy/XeOTlIZYbVWTJp1pSDDuWmmsoO5ayaym55FE7i9wlT+K7Ct8V+C65Q8/k4DZ4Tsa/lQ45dQWmGn5WWMn57erCSR8AWR+kyH3vkijSrKkJdm0KOHwpoRM7hPmMbzciHxVdTNYtCjUgr+rMKRZPIUPGaeYP/66HAt5x2wqPvdLiY1+p8eLxGkutMg3p0nY1rhK4UuBJsh5OadGiyGvyKQSi7x0S4hvjZpCTFwasMBUsR4Jquc3Pf6TNWGWUS9O1bO54PsU2M2ORAzs7+nB62RDaFEdbTl6KGapmZ44ePPDEUBhy+/r1O7/MXzE86K8E+MkzM143sP/BhNOVpeUJnn41ZHK0hVsSrB0PuXNvm20bA0r+COUlj3pL0QkUna7J51Fn17pRSHSNJF3C0xkQBTabV4JYlaCseq2SqCyDBv2MlpiccxuUTFEyxS3UDBmz0Ep48iXNl56p8vmnhphvVhC+j1N1qGkYcrJOnpJDTjug5Ir8krnlNOfdrsAroncBcJ3gugm+G2FtzOMve1ycKTE+KnCkyXms6Df6DiDArrKbKoLQYcsawUM3dfjs8xHt2CGIBb5jcZMsioexHdilVE+vRshVNCW7ZL9RwWR6e8kL+a4HA9526xKfe7rFF58p8+RrVeYbZQLhErga7Si0EDhS4EiJI2xOtSwKMUANV8uHbwTwzKOf+25ywUALzdnLk5wzozQ7OptaG2WTa7PB/IZmO2G+bpiuJ0xMBLxlX8yaEYeaB5NDPodPl3nlyJXKnbeH/0Gay/uA4L8a4PWOpRt2v+/Rxw8OWzPPe+4us319mTNXSlyeN0xNxbx6MuQj72yzc00HJbJjOdq5NBhGfZ+JFJaNawVRNIaWURZ1dYq1af+GXIXsVQnlALCFMLkcaBA5wLVOcXWM78d0w5STU3BhWvFnjw7x5RdrzK9UwPHRNYeyklQdS1UbSvkxeb6Tgdt3spmEmc1UDlwi//c2B7npgdx1sva0s9OGw+c9cJx8m7cDJXqxCgWD/DRNRa6mZOOcr9sWcs3GNiemygS+oJwIvNgSKnJpz+TRu1BTCgmyz1V6OnsuRRqj8ukDDt3IoVQK+aF3hrz3zjpffanNn3+tzIVpnxNTZaK6R+JpulojlczK+YDO34tI3qMu9JP/16N8tV5e1Zaq9PnCE5INExIhCr+KJYozOTQIDc1Odozhlo0xP/A28NQw7cDl8pzmwGuWo5cMGyaXmZt9jSgo/VUx+hsDvNFoiCSOf3J+5tTw4nLKmolZ7rm5wr5tFZptl5lFh5llF5tKPLfL+EhAyc/G8GbgzlqYIHPrjdUS0lRjbYzWSU/HfUN4F5l6j/NlRY2Mkphs9INM8bxskmqSpswuwaNf15y9UuKJAyWmVkqcna6A56HKGl8rKtpS0SZTEZxscL7vZOPaMhAXl8wvlQOcnHPn4HZSPCeL3tnCiji/AMcvlHHkanmwR1Ho+8F7ldpCSTFZT2OSOFyzJWDXZIcj5xI6iUM1FoQa3CSbCagGAC6lQEi5KpLD1cYn0Utmiz7KOHUIHZdaKeIH3h5y7/4mUytNHj/ocu6yx1dfLjO95JMGDkZqYlchpMx2irwrX5JXPKFHW94ofRKQLRBhKWuLKwVTC4ZON8Jzsqw7NdkkrUwazU6UDmNwrMeh41VmlzUzS4ZGEDHfilm/ps2GtYJDR06O/+D3ffQfdpqXfqVc2/yGBtNvCPCHv/QlkiTl4SdnmV2q8OxrDusnE27atcTaUc2GdZIHb81cdEIk1MqSMHLoRjqbPJWrJILM/1Dys4qh68Q4Oun3BPamYPaXfj9j70ftHhVRKY6XEqeWc5cFh88pHj1Q5sh5l2PnSzRDjzDywHFRNQdPCcoKytpQGtCBPV34NArbbOYL93Ja4roK15X5ArB97u2kWWXRyXi+78ZYEzG3LAmth9YSV1r0gMx2VQDvgTy1q/sdo8RBoJkYjZCqSzt26GiRKR1x3zCmlVlVgZSFSA1QDDtCYI3sR/KBwUhOqnrjJzqhy9qRiM1rYm7eHhJEAX/nfIMjF1wefcHn8Hmfc5d84kSBp7BSgZCkcqAa1FO7rjavFODPFmQKyDB7xp0oS2oFWRIapxDmsw47ceYzXzwOr55L2L2pifZT9m6I+O6dlk2TgrEaLK7MVk4ee+57hFS/8l8VwV899McsL7fV089Oi/U1zdqyptMtMT2VMjUd0+gmDA9F7NgU8uANTR64PiBNFb6vWe9lNy5JdW+cmhQWrRMcJ8ZRCUolSJFRjH4bQFH4yeaXONqCMAhpiSNLp5tF9AtXJP/pEY9OrHj1mM+Zyx6LbZcwdUG7oBxUTeFKQUlBWVl8RTbOTOXGI5VFbdcRWdFjENyOxM1pieeC55KrJlnJ3NEG10nyimhMyY+YX0l59LkqjZbHyJBA51p8Yfp6o4TM2ryBoMfFJWGoGB9TvOPOLl99MeBSo0LgyIymaHASixMXmnWuscs0kwsZnHUiez/DWD3wMzKgu6ki1YrEycY+xLGTSalOTMWNufe6hDv2hXzg/i6nLksOHXcIIsWfPFrm/KwDQtIJNGmkCvsmVhcAF/33vNZqhcAIRTNVdFNJPVb4yqLoT9BKjcWkKa4fIWQCJuHu6wPuv96ya4NgtOLTalfAutQbDjOzgtQYYtW55h3v/ZFfaXa+5x/Xyq+H8xsCPE0FtSH/N31/+voP3NdBiBKLdY+FFY+5JZe55ZTZlYSvPW/44sEhaqUuaRpx046A73ywQxx1iWPFWM1yy3UJVS87cUBgQJrsBILBkQV5RbMYztPoCA69pllqSkq+5MBxh7982qcbK7qxYmbWxQhNbB2McEBrhKfRUuIqgS8tfg5sT1k8ZTMPuM41X92P3G7Rl9kDt8p7NEUveruOwXULg1bai96uG6NUxNdfUXz2+SrK1Znctop/f+MIXiRgGQ+XxKmi23V4710Bn3+2yZ88PkQ78ankPNwpeHhcFGVsr1tICNkDVvaj5ADXHwC4ySJ5orNI7mhFojU6STOgqxSlskH6I37CXXsS7twTY0XIhx/s0I2zcW5feNrj4HGXkidYbCoOHXFpdmTOkl4P9F60F4pYSGILFd9w/bUhY7WYJDakseXDb+lw/faEOHao+h7WDHFxZoTTF1zmliRzy5bFesp802KIeOttR/zxV766X3wDWed1AD8/3WTNmmrtk5/+zJ5DJ7W6XDFor8X775pn95Ya9VaJ5YbDzKLkay9Zjk/5zLZKxMYyNZ/ylQMGmxpsklAdCrntuoCKlxRjXskFsp5Pof8S+cRXQb2tePGwS7OhkFpmM1GsziKT0GRzgTVIjZQSR4oMzNLiSYMrMyC4ClzVn9GXgVz0Gx501ghQNB4PgjuL8Lmt1ikieDpwJXg6xtqIqUWXKPTxhiRuXvZWuStvVRWz6OihX17vg1ySGkUUO4xUFZvGI1zRJUg8gkRQ0tkQzMJDUhS0lBy0t8rez8p+hszrDGZgCL7J/fd9apQkaV43UFmBTCXESYqKs1qCVilSJmwcN/mOYdi3uUtkA6Q2NBqCFw9r6h2JKlTLVYDra6TF752mipIruP26lNGaII40SaoRlLBWZ0l35HLiSpWvHXCZXbQstSKWgxQru7zvrhglHbauVdR0s3TLHd9ds3apKcTYXw3wqLPE1KXGr0Sd8w/esSdiaWWYoxcsv/gfHW69tsHODQ22r4dGrEjEEMOex1jJ5JpnVmCIjSA2HkFS4dED2XB1k6QYE2NNDCalmKLUM5oM8DcrBKY4coHccypUP8mRMpeyClDnZWdJfnBroRsPvOu8k16RH71HD9xZW5fCzcHtanoW0yyC51FcG9y8Ouo4MZ4Xc3nR8PGvVkC7OFL0E8wePRGvi+B9kBdjMAqwZYN1otjhI+8I+NyTAcfmqrRTh3KSHUqbuQBtvxNHFTWBwWSvsC4WVEgOGLyKy/S8MFornDSbl+LkQFeyXzTLfOP5Z2HywUEpWliETRkvG77tbgsyHfAXFW5HmZXpTJ4TGIckcYgSlyjSdCOX+YX+ZKzUSEya7T5KWaRq00oaXFnRbFhvuG1DzJ17XJZXhjl63uEr57s0ovMP7th18VfSNPlf/7MR/NCLX0dK6R45vsTluS7vvq1Daqs8f7jEpx7x8fyQHRsizlzxEcZlomZweoMlbc/Mn+TcKoyhFQkakUMjcQhTgzED0Tw/AOp1/C1PXoSUvRY0JcARWVnZE5lb0JHZn7Uk91Tk3eOFkUgzMAeF/GS2fld9H+CyR1s81/Za2lzXDAzOSXDy6O3qGCkjLs4KFpo+Qms8ySp6Igd3aQZspgPUYRXwcqUjShzGaiFb1gacmA0JUk03BS8VOKnFSXIentBTlvoldLU6WORYyybt2l7Xe58aGXRqSJVE6eL4cpWb1VKkMvlOYfrSbA5yUfxszCopF9HLAnK/kSA12eKNE5du6BKEHkGYzXyPE0WSSBJTVLWzX0HrlHWj8L98e5tzUyHbN4Cny5yfqnHikuXycod33FonTap88UuPu/YN6j2vA/ix86fAwpbxFWxY4ZEXBEEkGB+CsRq0uyWCRpntYwbPAUfL3BeR/f/3W5Zyx1hoaQbgBwY3FKzEisCovMUpv/s9hiJ6UagASDaVChxhcUQO2pwCFJ97/ywP9n0rKL0GW1eJDOyrwC2zd7cAepF85uAuun+06VEUR2f81HVjEmK++GyJuYUSzpDCHfRwDCooV7OxVa1e4qokUNENswm27767zbOvdWkmPh2tKSWGKC+nK9k3RBWGMyEMfS5aJJpilSfEmHymii06qQTaCBIl0KnMT7HLvDxJDvR+Mc30CmxSmoHCm1lVhOt7h7LduQB4kmi6kUM78Gm0PJodlyDMPCfFPJXCg5Sd7GFZXPHx3CHKruXcZUk7yHajG3d12btFMz0/yUw9Zu/OkxjzeqVwFcAPvfQ1Sn7lnqee+9KtK8tt7r1R0WpXWFhxsgn/cT74PMkAXKy0YhsufqdsTkbWMhWEKW4jJbWWbgIVY1FCkFiBkVnqWWjEiv7D0tCT2lReMs7mm/Q5riqALbPz5ItRCIPA7s1BUdli1G8E8CLhLHi3LmiJzfn2ai+568S4TsRsw/DymRJoF53TEz1gUCqqfeIqhGdRre+fLsZi9KqOqSKOHW7aGTI2HNBYKdNJFGUFTpL9Liq12RUPApwM5L0fJHv+np4VwtjelCqjDKkROEaQKkmqDKkSJDnIB81rhR1CFiAvQD0wISsTCcxAkc7mztCMdyeJIk407cBloV5ise7Q6Wa4Sk2/PTHDVeE1yu6dyS22YVQUhjwWGoaVIGLr+ohGsPbWW2585z1f+OK3PfO+b7v/jQG+2Gwh2+G31UrpjfMzku0bF1k7uszCyhBLjRLLDZeVliboZqdzmRzkRcIois/0Cw1JojmrEk7PJ8Q2+8KetBSnl/fEpLwq1geH7UXwqy2cuvBG5B7wwuqZNRcXnSoZLVG97pU+sIvm2yx655xb0+PbhSSYRew+uJ2eOzFGEPPw0x7PHqkiPY0rRTZ/u+cgHJzPMuij7sWB/mi0XhTPEs3UKIKuw53XBrzn3ha/+3CVKPVopxI/tYQJ+c416PozOZ0zVy2obxTJwWiZTzQQPXCnSqKUySK6lPloCTNgRR70ANk+yFdVm23vma5+ZR6ksh8zv2w5N5WdCTR4hPrrxAfbP5q8GxnqbctiSzDfMiw0YybHDJsmJPVmcmPJm/02KZJn3jCCX5maZqhWfcenH370+19+eYlOJDj/SA1HJ8RRl5t2NLl5p8tEp0aj7dENC1+3uOpLDTj/pMXThhv2NrjcMjx/bJiKk9GNQY4q8y2t9+fe5xzkA6MNisidHUFS/Jk8gtNrw1oVxfNuGEetBnc2TuGqyJ33bLp5e5uji4aDZOCKiYj588drpNZD9aqXgwlmv6+xUDZWcfD8NGJrCpois+lQaZFsagQO3/WWDn/8xZC6iQlSnyAVOAm9KC6lRSaiZzrL5MKruagckCbFAMgFqc4ahDNwG1JtUSajK6myqDRzMGbVY9mzJvclykF3Z9/GLMRAJTq/lDTUKl2OXQr4zDMuru13dq2axyIGurlMNquyG0E9EKxEMbfsbfC+HQndUOIojStdPG8GX7a//4Zb3vXE/NzUVyfXbFgN8HY3Btnd2Wh1d8zOW7SqMD9VotO1hFHKi0di3npbgx9/7wJLjWG6YVbIMVcNvBz0aLtOykitS5QuEadVwnSYsjMYfewqkA/qxmogAkrxes5ZgH5wtodSos/Fc8fdqmE3ObC1En0lpScHZh33WWOyzSN3P8HUA9HbcyJePiM5Pe1jlYOSElca9NU+jQECfrWKUlzG9s8R6uvVMk/IHHasj7lme5vnT5WIlUuQCHwJTmrRicjpW96Fk+Q8HJklfqt+pBiI4mKAGhUDewp1JfO7ZODO29mUHQB34QWyuU2giOQ5PSrcngya4vrGOEfHuG6X43NDpF2PiXKmVCmxum7QdyNmVycWzLZTfuz9dd55k0SKIYJuNjp6sa4IwzZx3Ngh6OyUIvjq6yL4/OIKQRByZa7BprVL7N82yoXpKq2g2B5g46jAc+aZHGn0rK5F1lssPylsr5MmMRFzyyH/15/6HDw2lJXGVdb4OpgoDQJ5cFtXAzyskN36lEVk3fOiD+4syRS9bnHdA7dcBfDB4T9Ztz09YPeqlb3IneLqrLCTdQXFWGI+9XiZpaUSwtOZ7j64CK/2oAzcn0GJ0JjVUXWVNm0UcawZH5V850MtXj5TI0x9OsqllGZcvLCzKkkO7mKvMLkmXhhzc6pyFR83+bzHwalU2SVRptiRbO9zBmS5iouL/PfOAptc3YwiC5uFRalslwkjzZ37LL/40Sn+5R+nnFusYlOFqwSOEqv6dHsR3EKYj8+emR3n5WMu3UgRx9AKLBfmE7ZvbHO/X6fZXCFNOm9AUU58Eq0E69wWK+4IUay5flfYm2vtOinrxrvEJkLpBlpm8t5g541SlksLkscPuiQpTK9IvvDUOJeXh/A8n1GXzHCTN7vK1wHbrgJ7D+i9yUv9ptjBmYM9gPeieEFXJEqvBrir8wFATnF0YF7h1BanV4o3+ed01aVV1rlz7CJ88pEqoXRRUuXVy9UL8eoK5jcw2/WVlAE1xeQRPEk1Xqr5zrd3+aMvd3jtXIlYOXSkxE1Nrh4JZGoH7o/N2svEoJHN5D9r9blFg5E8NaB7EqJFp8VYCZNRoV7fZrZjiKJRWUAyEKmvpinFglDGDCSQ8J7b2ty2+wqffcZjelkTpZqnDvpMz2ukGshVbJaw+lIRS4+nXnM5dynBdRKszZjA+Igkjcf40y/MEYrPZxXzQYC/dHyam/euK//uH/zGtkNnlxiptdlWhnZqEGlWZvdIODUX8pUvurxyZgjfEwOsMo8RQrDckpw+72ITB5zMtDRezU79KuXzSXQB0Ku4uPgG0byYVDU4R6+gJ3IgYhdJZjG1SevikNece6urwF2U752iMdlk36/XIlb0dCb5FaOciNNTmlbkgtI5PbFX2WNXOwhfp6IM8GF7tRaeF8v6hR9NxRHs2dDltdMRqfEIjIufZp5tnXNwJbKdNlO0CpnOUCSZ/Ugu+hXO3A+je4NNs3+mDKQyA7zKT6eQpj8hoJiulRbd/QO9sWJVU0pBKzMuX5yEl50A4VJ2Yz76zgjXjYnTkOP3d1lp9Q8LKKiVAHwv5eWzDl85OERqfKSTG3WtYCUV7BzqsH1tgipv3vZ93/sT5f/7576nI/S2DOBLC7M82268PZLrf3p+5TRnL4/w2CuWbpQSJ9lpAsYIDIo4VRibeYPf6KUlrB0e1KdtrxBTDOMZPLdxEASrwS1WRXDZSzIHh2oWIKfvkVYDoFarTzF2FLkWnoE7A3B/KJAzSE8Go7fK+zrdiOWW4f/3F1WWAh/hORk9kXbVrtIfnPOGDtLVQCezzdpiKmsvgsuedlwra37iO1o89nKNpdAlkppASty8h3Lwnmb8d8BPL0zPRmsxObgNFnmVsiLyCG57SXoBdiVFHsEzSpT2VJQc4HIwh+q3Ew4mmll7nUVJjZIuSqW5t73Pz9eMWNaPXW2hLvQnw+YJy3tvS4Amqc1GkUSRphO6tNs1lhoJe7bWfrq+ePiZMAw+14vgYf0QdF1kdIFrtnQYq5ZpNCVLDYd2NxsGGcbZnLk0tRibrpo8dfXXGRwL8XqpbPV/xyqQ94s8YmARDFKTokOmB2wpkKo/fkwNgFpLic4pie4BvODcppdUOtr0wO3own+xOno7KsZ1I/7scYejZ0sgHaSUeIU1VqzekXp9mIM1gjcC92DBZ6DdzBS2h1STJA7X7ejw/nub/NGXfYz2CKSLJ0Uvl1FSEIti1szrI7kYjOTFOOSBUxysBaNA2WxXMFZk4C6mhBlIe/NTRB/gA/PFZd7SVgB9sGGloCYwCPzMEibkgOrCwHChQd9Ojz5JwljmJ1pI2h3BctNSb6do1WQ5neHs3AmSJOpTlEopm/dRdlV2YNG1i7iywrmpanYKWicbWN4O0uywqCQ/AvoNQD6YUBW+ttWDNAfmZgz891dv60W7lxigKP9lAJd9gPcKPQXAbTYnO6cijuqrJc7AcKA+586it6OzqVUrDcMXvl5lseGBn6snYiAZ+wYUhcIjchUBf0PZrpAMc09GpqZoRmqK9z3Y4fPPdllqe0RKE6QylydFrt6Ifh4ji3vb5+HW9rt+TC+aF89FoAtlReWfZf5nCamid98HQS6kGFBRiudlGRyKWvyupvf79kf0MfD83zAI5PclMYIoFgRdkc297BhagWWpkXJ+LsF1Q27ZZbDWBeH1/g598tRpJsdHt3716y/85IHDc6wdVoRxC6/S4ca9DYT1WWqUuDRb4sq8S6OdTVvKAN6f43318+utQFtMGh04eyftg72/GK6mKqspilgF7NWzvwc7XLLh7qwGd3GyQRG51UDkfl0EL8ZN9EdOaJVVLs9fEJy66GPwEFL3mnP77sHVFKuvavSf4KAXpR/JxQA9ET0lo9dulmqwmr1bInas67J0ooRN3SyKpxlN0WK1KiUKqtJLdHPCXdhoIfuzFQPJJxgpetLhYG6jTLZojCTn3rmUKweCEeRFH9F7poOTaItyfJzkx57YnJoNrsMBDNmBhV+Memu0U6YXUi4tGJbbCVYmlCuZJVsIxZA+x/5tO39y7aa3vXrl8ukLOkoi2t3O2ijpvuPA4Wl2bXY4cdnhzLTkwZsj1q9p02zFrKlGbJgYQUmVtaPl1aeBU/tWfcc+uLMh6FFsiOK0d5KaKXaAVVFcXEVPxIAyIQaSzT6gswhOPgp4UAcfvPIjrdUguAdAnp9X7+TW0CJ6q/zPWscoFfPF56ucXiyB26cnzoB0Ka6K3lePi3ijCNXfBUWfMgyeblbYaCPN9vGId9/Z4eCxMpisqSSQEifNq7vpaqokel3wvZBDkXhmu6roJ5vFZ5l/ljm4ZHFl9z7NdwxZAN3Q3zkkSCN6dKO3W+S9p5ndIxuHEcXZ6XlFiR57FX6Knb93IEJGkeeWU0qlBrdcH9EKDFvWRDx4U8KFKQdhfdaOLCBl+x3GNNYK0bmgBdl2WPZctk6WcfBptip41vLcy4YEsNawf4vihp1QK2ffxpLxxsGO+NcDPB8wmdDjS4gEIkgAOQjwAcVkVRQvBtpfBexeNFdioAl3ANz5fML+sR28Hti6PyCoN+JNmxzkSUZPVEypHPH8ScXnvl4h6LpQ1mgpcMRqanJ1gvmNZvq9PkoN0BR7VcEnB3mcaIaqmg880OXLz3Y4cNLFVhyC1MMV9Baa6v38foJ3FbPN6Moq24DpLzCVRfNUZnzcyIybp6avXBlZ2APEwMkQYiDR7f/Oxe+YpCI7XjCAVpA1GEeJzQ89sD3MvI6iMFjGt1R8yU17fa7ZXlCdGmlX4StFqyO5MOUysbnEuBWkiUYPlSMcFbJ3c5e/+94mUQJnLleZXhAEYUYntBaMDmXdGkPl/JzF/AEOGmTeMEKZbMU2O9nD6kaiJx/Z3o0QPd4tBiJ3/4ydPqh7n3NqIosyvRxIiNSgbdaidX+Ess4PYdJqNdCdXrTOLqWyBNN1I+Io5cvPlTl2qQyOg5AqB1VRgRuQO7+Bi3BVkj0YtSl2wsEj+4pj+2RPE09zxWDf5oR33t3m0IUSYeKSSofAKNyUq76L6Cd3vB7k9qrvkk35BWMNRglUwZNl9i5lv+o5qGJJ208spS2SzdUnRfTHZEAntCzVE9pBQhRb0kG+dtXiHwyaQmS7c7UsmJ4vE0YVtMqKP0FXML2YcGomYb7p8PcnFUOTlpWGRX/2c19AKUW73WRqpkKcataNw67NWVUqOy0LSl5KtZSNCS6Gul/9RQYfJvlIY5Fn9At1xaVZl25kMlvjQLRenaDk/3wVLemfQNCnJgNSYS9iFwDvT07tUZQ8cmcR2/Yite699z87eXKpVYznRhy5KPjqs2U6gQsVBykK5yAD8uAbVDEHlKH8zvSjWu/Ji6sGyV9V8BkwYEWxQ7Ua8c67Qj7/ZJdD5zzQLl0jcXMurgyotO/jEQJESmZhFSLr8B2sX6h+MqcVfeois2he7CpFkm9kBmSZJ5/Z88kVFcOqUyIG7RdK9UdNX5qPWWxcpbIVe8oAtbED902ITBRoh5Zmx+DP5d1DNvv7x4bhnbdZOqGiOfcSTzx2ijRN0JO1OaSEqgNlXcb3LWtGOozU4l47lMqHWbpFdJOZY832hvb096PCsimlBVIEKdPLhpfO+hw8McZETeK7WUFmVRGniM499aSfTBafi/L8YDVTqdxhmDsKs3au/LMenA9+Fbjzyymm0OYGf62S7NIxjhOT2JSHnynx1JES+Bpk1tDsDFh4V1ljB6/BP3yDHW71uGHRO428UFRSI1cBPew63H9dh3ff0+HoRZ8kcbBCEQiNk9L7TiLtR3Gxamm9PpL3f35WUs8idxbNsz8LpBE9Hl7o/UU0V1YgishubO+/yZCdyahaGYY8y+4tTVppk88/X2F60UMh84FCGY+/+v5k0M8aKKTMm1e0xZEpUhWOU8NwVTG5pPC1BNUC2QUsOjIxWgoaUcpsK2bEJrTjiHQ+G8K+bV3E9TvjLCKLrGHY5v+TnYcoV1EUYbNOb2MtL57QXJyX/PmTNS7ODLOxKhjybW6AGvCXDETkQWBLMRDB1dVy4aDhqh+1e+BWA5fuH4JaANoZAHWhnGSKSfauVIzrxLx6QfLJx6uAC9JBCNXrIlJ52fpqD03fH19IZeIqgPUj1CoebgY4uBWYNGvdK3oYi/K9tZrvekvAo891efFsNkkgNopOKnLDV77o0kKuGxheuooEZLsHilVAL/6tykFvZH6ez4Cq0StqDdIWmz+jXGAoQG6lQSnw3JRayfAj7wl4+x0rfOoJj0vzLi+fKEHRiTQQDMRAocBam4dLCNJsAV+3OWb7OghDRWo0jlYMe4YwrdBNQGLQr54aRivBUjPh3HQXYRVJAu3IMLUUMjwccu32KDfo27yPMGssxpjsBvWklOwJSymwUvLCiTKzSyWGyg7rq4Ih36yO1lL0qo2DCkkP1Kt4d1+tWAXyvDWtf9hUdrJDfwB+H9yrovbAe9FYW1AVpRIcJyFOE544UOLwmRLZUcxZcumKflfRqurrwPb8+k6e1dCyAx96DRADHpFV7sJUYlSuqKSaMHK4dkeX+2/PoniQZlE8FC5dAzoV/cQvLeTCjBb2KUr2BQYVsEHpUkmwyiKtQNlMaLBWIGzWOmit6FEVOUBbis82p14IUKY44FfQ7Hh47ih71jX55Y+2mVtp8+LJOmLAvIUgb9ntT8stdjJTJMNGsH+7YaRa5vJshaCrSFJI0ph6J2uVlBK052Tb4JYJeOA6Q9U3pMaw0kn4/NOK01eqvPKa6G1hicnG4IYJxAkkxmCMyc9iySmNyFZ8tQQ7Jy1DnqHmGSq+wHOuPq8xK86sitqrJMGr3IQDGmxxwFQRtQcBXryvAvfAUPyeeqJSlB4AeE5RXB1zekbwsS9XCWMHyk5OT+i1pqmBKt4q5aSI3n8VRbGrgb66ajcAdPtGXFxT8SQ/+M4ODz9V4eRUtvhSo+ikKnMZpnnxB5Hx71T0ee7ATmILoA8AvIjA1mY7p7UZ9bAyO6jKSoHMaYuUItu1TV8XL7i6VSLf+QVxIulGFhU4CFGiG2mWGhWqpYiHbozQKsk79rN7aa3A5MNDo8QhihyiRGeL3Wa7YpQIXjmp+exTLsstB2sEFTfi5r2KNaOCKJHon/9/fWDNydNH/unnvvJ1nj4hmBiTlF1DvWkJojLbJi0lN4sGxkKcpHQjaIfQiQRhColR+Q/N7bISHGlwdX88mj8wGq04u7Hwi8g8gqseRVkN6qtNVnLA+6F60XsA2LJILleDu5jt1+fb+Wdp+tw7Ty4jm/CZxyu8erqUtfsIjRJZ5VLnHuzB5uJBmsJAFP8rX6s4eF8qtLmKYk02gXfVBCwjMUYTdR1u2hXwHW9p8+t/6hIYDUYTC0lgshyhp0mnRY4g4CplpVBQioSXnFpYlUVgZcHm2re1mWpiB8At86guBRgBIqdaSvapV38TUzkDcAljhd91aLZ9Fnp1h8xeS2+hZ6Olg9Ch09XZSSFxJmMKURzdGLBjc535pqLsGjaOBsyt+Li8459u2rb/x/SnHrkwvLDQftcrJ2C+XuLkBYmnwNeCtUOKkarCdyVSZVwrig31VspKM6HdNUQJvf5MBh52vw9S9IbrFPNHitaxTOZbTVF65qqBgk9fZ7aruHcP6AOURA1w7yI5XnUQlbJXUZLCKZj2wO3omFPTkk88Viabv5JF717nvux/p8HxwkVedXWiKQb/MFDUWJXgmUFvSH+uYLYd58C2EpMqUpVz8VTz3Q91+OwTZY5fcUBGWCHppg6a3C9SSHZpHp7TovBTRO4B6mTzLvg8qesdIpUvQjl4iYKW5OX64vmZDOhGZuPXVM9rnldoU0WcCLqhyk5i1v0dVamit7NodhBEkaIZOCw3NPUWdCN6C8j3YLSmuHazh+skudzrUCvFrN+0/K7R0RPDem45ZLlhGR+ucMc1LkFXEaeZ+bzs52PL3AxEAHEsuTSbHW0CBi9d7UPpAbBw8eUtY27RC5n7snvce1BWkqxK1lb5wHtn8PTpSHHYVJFUFlFcXQXu7OYVNzGTA5UyqELvVglKZiPltEpIVcJfPlPh+Ok+95ZCZtp3r4NmtQPy6gpm/8+id28GOXj/8+oG5FWa+MBEKm2yLTuV/RJ+FGv27Qx57z1tzn7CI0oVCE0qNIEQ6DSX6nqJbqGoDMiEPUNqQVGyCK1sHtGxuRaeR/PiEtl/Z/Kk0gzuGCIzZok0S0YTlZXak0QQx4LQEZn/PpS9Iw0LSillvrjoFwpbHcXFGcuVuYQ4yaKpkhnd9TxB2XNxtEOcQBBZ1o+vsHN7m5LbQJdcn9lEc3o64NZr6tx3k0MncAfkwWySkVLZYUvLLTh2sUK94+UDKwcealFhVAPnw6uis0bmgO8XaHrNAawGyCBoBqN2z1ss++esK9mP3D2gq8FI3ufdSvVlzh41kf2h+UqlOE7MuRnFv/9Mja50KCZo9bvm8wU84HVe1dzwjTocrmYnRYFlMCGz9JOoVYmm7HnFC3CnRpOkDl6a8L9+sM1fPFHm7LQGFedUxSEQAlXQk5yP95LNq0BeaPMW0MWCy/+ZtDlFwb4+govMeSgGZL7CHiAKyTeXeFUxuiMqAh09lavIn/pWatsLciPVhKFawCOvJCy1XFxXZh1U5L2puUbbjCzX7exy35YmrqsJozL65l1dto5FjArBycvwpYMt7r8h5u7r4/zLwyce9bkw61AuK1odzdQVyXjZ4pUzutFTOQYLMYO21QF3n5Lkkl//Pg/e6lVmIcEAFx9oQO6B2/QpilwdwfUqfbvg2YP8e+CSWRR3dEQzMvzu52tMzXugdC4Nypye2FW6d+/z4AJdtVBXHx/4DWj4QPQuGg8GezSLEr7sXb1mCKlIE82GiZAffX+LX/6YSyPOph5ZKwmNymTDtPgeFtJB2bB/5/v/N/s3Kl+F1tKL3KpX2cyiurG5RGryBdTrN7O9v70/7+Yqz77siw39dkM70IaYfXa1pezD3ftD1q9psxIYqpWUy3OCP3u0RJBIlIB7ru9yz40hZy+P8NUD4+xYrDAy6qKPnJXML0hePunQ7JY4M2U5es7we1/OIooS0GhmzhrfEQyXYc0QjFQEJV/hDnLpXObTvQiey3ia1cZ82b+1V5+rOFgg6RmHeommzQs7RZJXAHogkmuTR3TToyYZHTEDVKWI2EnvXasY7cV8+mGP3/lUjdA4GT0RqkdPek3FA0nv1ZKg6D3QQVi/McRtP4AOSIWDoC9K9jZTqsyAlTZXVRKj8XXCj3+4zamLLn/wlxkXB0UqJF2T9W7KlF4E7xuwipvdL90PypUZqPuUJZMGbS4TZjmSFX1a0h8jkv1txQkPhR0mi8gDzs+i40r2g+Fgt5ZSWUO4MZokHWHrRInrK118LybdaXhov828TRbKnosSZSrCY101Zes2Q23IoH1PUq1IRoYllbJmxLe0AkOcZHdZKoEzQj7TLx9vlo8XLqZa9crmPS16tR+kRxtykBboLk77LcaJ9UBelG4H5UHRpyRygJIUiyaL0sU/7yct/Qjedwf2eHfvPZs1uLwCf/FYmZWwAHcGcEdm3FuL1fRk9Q6TWw0G8CzeAN+Di7pHVSjuB1fRk4yPD3b69HziUqKMyh++ZshN+eBbO3z2mTJLLQUyBqOIyfj41e7C1UvuG0fyrA7ULwoVTkNJppHbwTNLe79fMcIvP6bd2N7fuCoQymxujc4P1lJ5k4pUgx1b0OpI6i2X2UUHz61kExB0NnKiaG+bjiXNjqLTDWi0Oox3UlwvRWOzcVjnZgVjVVgzqpkczX45ObCS+nNG+lXFweSyTxX6vKrv4jN9MOZCQjbpKNNHo1j02uL6AC80VXuVgjIA7KsTTHk1uNNVCWaRZBbn3OiB6O2UEx7+us+BwyXMAPfOmhoKerLab9JrzWL1zvM6N+E3DOJ59ByQCgtwXN0MYQeTTitRtq+LJ6mDNgl3XBfxnts6fPyLLqgIhMQKQWh0xoHJO2hy+rSKSgwSxQEdPKtG9iuTq+iUtFjR9xT1XKbGkhhLkmQnNyS5NRqyACBXNYbTO5ZFD9CXwqIxeJhsb95NceKz6i+W7L+xTI6mjFQTyl72O+mxIcOQFzEk6pyfrVHxhij7ec3fuarkrTLOa2wmsmdHlYhe5WtQolttSc0UDZUfzASWJJWEsaITaKxV2DhDg+3xV7tK9+4f9MrA50IeLHr7iu9oc149QEkKxUQOUBSZqSeeE3P2kuRjD1eZbbnZedcyG/SuBP0TG67Su1/Huwc49xtF79dRFPrRexVdG2hGHkw27aAJK83Oz8nes+NP1lRSfug9bZ457HF2ToKIAYVB0hVy4BApVtloxapV2KdJ/f8reuAeTDgL5NmiVS7/XY2FNMkaFDpRdvRKmqttUgxaKYqpY7Y/4iNX4Ao6H6eWKLLZJLXc1dgbzzdQMHR0pvp1k5QjF3zuuNFl60aNhpR2AJdmHdJUMzlqWD8eUSnF+F5Cxe9PdNI6QYmUxCjml2tcnq3R7maTJ/rA7vuqs0Hxhde6aCbISrJpKmkFHnOmTBCp3piaLHL3E8pVYO5F7X5hRxVjxVR+Apm0KJn2uHevoFOMA1YJSqboXBZ03ZgwNfzWn9V46uVSljBInXFvKbOuHdGfv9JzyBU7C2/Mw/sVzT7OXycVXpV/9JSMXovfoH120EabtZuZQlFJDYnUqERz/80RP/ZdTX7+t1zCJHcnGUmSqyrSiIHvloF88Eh1rOh3tQ/wcIoJZrL4F6InkkuZDWooQFl0fwYRzDUky11BbDKfjK+zuTjZKcvF/Pa8V1b1x+wpld2vdtdycdEy10zzA81k3ukvcbWg5qdUHKh4sG5MMFzTbF2TUi1lRSONdJDaYc24y6Y1Iesn6ggR4vtdOlHC73zRJ4izM9KlVmit8QRMVhRrR2V2LGA+S8TVq4fEe07SG1ZZ9jPraaOTEsUpjgeerRCnHu0gk8F6CSUD2ne+2q+O2rIYdNmjKfkO0QPz4FVE70wi7CWXMsFxEx5/0eGzT5UJIwdKuse9e9F7kCpdFclXRe4BFPeLPW/cdDxoBy2A3acGffOVVYXLcLVXPDUSaTKqUgA9STSlcsIH7w945KmAR19UmWyIBCGJhSZgQMEqtPEBumLlgJWXwe+YHSNIsRilRQ8UrmS+A0hR1MUEzTClk3YISUALWrHDwpKH0Iqqn83IKan+uUm9oae6b8irliUPbI0YG2miZYx2TM8Z2o3hT75SZrrj4cUu003FXFMxUUvZtiXBpCn6wCnD0pLl9EnN++6tsxIu8VufGyOIazhasrCoUOSD43V2nN5wSbB9vYvvaNaOpvhuStnPjrT23bj37nvZufBKd3n1tOXYBckXnqtw6nIVv+yytuKwb53D+ons4FXP7fPaYjxYwa9lUam8OslU/cGQPUAP6Ny92daqD26dg9t1Yupty8PPlDk542fURGSWWFFwb8HABKnXz3HpUZYikheA/sbEezXOLb0S+Sr77CBVuarwc7VfXEqFNCn///b+O8yy66zzxT9rrZ33iZWrOke1slrJkqxkWw44gmHAmDEYGBjGM/wm8BsMA8NlCB7M3AEu3MGEkW0sB2ycgyxbwbIkK2e1pFbnWB2qK56wz873j7X3OadacgBsDNy7n+c8VV0qVXVVf/e73/W+3yAzgzg02DYZ8/qXd3hkt8VKVKxfM92PRyjKHAhJMRsvj4CrLBJ0G1Ls9/rMwn5fDiTkGKtuEt1eWKaOPr9wW8ovbFhhpL5ErdJl73HBrQ86PHPY49k9VRaVg20oqib4ZoZngpPouEbXyvEdQdWTbJ302bLWoOaHOLYumoahuYVXbk0wzR5REvO/v6gwRY1XXCQ577wejUYPY/u0pFsV7Gh26cUZn7pzDUnXYczT/97Ta8p1tPYWcSxJzVeMNw08O9NtjJvguxGeE+HaEZ4bYpk95pcjTi6n3Hyrz22PVJmfr5IaFlVLYuaQGzndADpBXjhPaUu1csB/9mxbrariWVHFswLwZ4G7H5iarnpbgts0EjJSbvmyy19+tkIuDD33XlW9GfTeq0aDLwZ6v3KLsjJ+ix58qC0Z7sVX998DJ4KzpWxZubbPMrJUkkk9F1cyI05NpMr4+bd02X/C5C8/ZxAnA5BnCEIhUZnom9T3D5hKQDHxKBdQyMGWVZXtSfmDCT0pEUIzDkXx5DUNge9IPBssWcO3FL7pcfU5Xa6/KOD0QpvbH1vkL2+tstT1Ob3ks6RMarakZuVUUs1SNRT0woxjpw3C2KdecXHtwpxJDs5clplRq8S846YOn7pH8OWHLYTrMjXpYsy3cubn4bldLkpV2TJiUFunA1EZOtULRMHp1SzBRjWjWYupV2Kqfo+a36PqBVhWl1OLMd94WvBnX6yye7ZGknhIZdHwBXU7o+7k1D1oVvSq9axfW39CsZpANThIDsCeDfXg2trXGG5LhjLrVZE9o3vwGNOK2X9K8rl7fDodE1z14urd53yvlqX1jSJ5ce89wPq3X/IMKvgQ6BnuxcWq6UleiA76QJcl0CWZ1L24lAZxnFLxE95yfZevfMNl/8lSgaBfqRAExfJeCBDZapCXGklV/BxqiFwwuBHz/o2cCc0ZX01BgF4kmVuySTNBp2tR8Rw8N6Th9XjHTQFve8U8+0/O82dfrHD/Uw2OzFdYCS2atiJOtfJDkJHlMZ0gw3cVtqUwlP7OWUnhFejOolLlqh0JSdxhajSi7ocYI1ULYpP1U4q1k5LRWoxna62ckoJO16DVNUgKXoFdtCMVL6HmR9T8HiP1DobRZbHd4+5vSD56V50n9tQJUg/XMRj10XemleFZ4DtQ9QQVT4etmuawQmc1N8EoDo9Gv/fOXlTFB21ICfgUOdSWSFlMTIpKbhgJYZxxx8M+X3uyYAtKUwP8rOpd+m8rIVjlgFv2skP997CC59syCc8CwyqgD72yrNgelpOUIopE993ZoE3JJKmQqFSSCUUcGrzy4ohXXhlw7DaTMJPFZkZCJkgw6Ak0f4QBu1Cn3w2WP2cffGWuv8Tgb17M/1Nt5ZalovCFzwlCSaujEFj9qVkQmnQdC9d2cJ2Qc9cF/MEvdHhyb4eP3OVz1xNNTi1XCUKTKBWEaUYYJ7SDFNfWexgptH/iSlfHfyuVk6YCzxGM1ATjNYPptQ6V3MO47vK1yw8/GXzlwSfyN891lnj5hV2aXsK+Y4qNU1CvVxmpe8SxNkO3zJSKF1P1IipugO91OHwq5L5dgi/eX+OrTzZR0sNzDKYrOVUzxy9y4D0r1znwjsB3FL6rcB2ll0el2l2VkrKBb8lgWpKtHhmqwsp3OEemnJ4M5deXq3gptVJHWgn3Pmbx3g/WSHNjMDmRCiE0z6GUpA0q9sB/rw9y+dLV+ztYYg7wAUMTlNUr++F2JaN0vSrIWGIwUen35FLPxkVmkCQ6X+hX3tliz3GDex+VZJYo6rL+AeJMEVASsQaAzeWAVdi/4YoVvTzrBoTBDSGlHusZSUYYC7o9iZR68p5mgjiW9CIDNzJxLQs3tOkGDp4Tcvm2gKvOa3P3010+d7/P/U812HOySq1jUHOg4eRU3Qy72IpHSU6iMkwzYP10yN5jirFKxs4dGbbpksnKV7rZ5mW1d3G88/jzZw4kKT83vxCza7/F8we1iuXQrAvSYttMTK0aMt7ssG6ihWO1QK6w0uvyhQfhDz5Z5aN3jbHn2Cg132XMF4x5OU0np+bkVByoOALflVRcScXV4PZdA88RuDa4dl4wF4eiQwqAGypDlW9XLXeyVeDXQE8ZrOMHvBM1pLU8vih474dq3P+kr0N5pFUc/U0MKXAl2JKX8FV8qZfo82v67lpDCwtVyL2kGuLpyNV9/eDPYuDzJ1dTAlbZpPUNfoaNLou3w/8tzxkdSbCNnEeesVgO5FmPGrl6PHsW93HVzjMvJz2Dej/cWpY9+cBsSPR1uzmrg2hLLk1SSPCSxCCMTZLU5px1Odee32Pn9jaWEXByKaWbQqsnObGo6MZacJNlcMm2nFfulOzcpjh/o+KKHYKKY1CtODTdEz8pwif2GBU3JUNnS444Pkls4DmSTRNQ8XK2ToaM1lcYay4ztxzzjefhkRdMdh2o0IlNHttbIQwtKo5i7WiRBW/qLHjH0oGrTj8LXmLbEtfSldu1Nbg9J8Ox9Ws4UdgsSPAliMuojBIAqjBjl8PtydBYUIO9oMIW76dWyoe+UOPzX/fJHQVCaXQKAyHlKr2l8aLq/c3Hg6uyMM++zvpwvgoYQ6O4of8wfNBc7V9YHDIL/8C8qNx5ng04KkIiM0UqDGSQ8oM3BDx/0OT3bzaI7GTVoD7PTcJCtCBKWVbRk+cUvBMEmdBLnkyUHinaH0Vl5WG47OOzfm8OeZG0rEOmkmJrHcWS0JY4kcIJDXq2gROaBKFNp+vguyGXb+1xwYaQt14T0k3g6f02j77g8NQBl92nfaaqBkdmFRVTceq0ournBN2cXhQx2kwQIiVJwXjFJYVZeJ7hGTqU07UzPEe7qbbDHvtPB/zh5yyOL1R5ap9LNzDoBRaWIWjYAs/PcYskMqcwlnf6qWUFsIdeji1xLYHj6HGQW4DbsVIN8L6FQ9ZvQ/p5MKsiMcpKlw4Om3LQh5cvOcQ9ufNRmw/e5tNLy5FNORostpYiX9V7v+RqfhjosKoHX9WuiLNQ/pJdSjEiLLeIsHpMSP4iCm0uhzabcmiyIpQmZsmCnCUz0szANjPe+boODz5tceeTelxYzsZBkGFokKsC5FIfNPOyJ88LtY4QpOXvIist6zSXyDS0gU/a/7tnBSsyKZZRUgM8ETpMKhaEVkbPKoBuGdhhimWadAKbJdPDE/NqCwAAYu9JREFUsRMu2qTHuZdtTvjR6zo8ub/L7OICn7+/ytG2z/6HTVxT4NoSx5JUfcn4eAXHNbTP+ZqRGCUlnV7E7GKPuQ59u7J2L+dTX/dZ6dWZX7RwDYUjBA0/x64PQFeuTq0iZNUqc+DNIkW4nyAstWzN1kIK185wrAzX1hHZtlWkKZiDFqNMD4ABhbaMxxAyLzIbh5LAisotZYosdH5KJigjphvC776/xsFZm9wYpCWv6r3L8eRZS51VgOYlwDz0YF+F52/RkJ9tebd6ozlMvhrux1/MTclkwTiUw1VcIdIMIQxklLFpJubXf2aFB3/Zpt0rfpisIJoISYoizDTjsL+5KSp61v/58/6P1KfACjDSHDMVJEaOlemEPe0/mRVelDlJoqPKo7gAeSQIbYETyQLoqkiVNop//+JpXBQz09QFcOeWmKvMiOvO69EO23zmHptWYCKVgZSKIJKcWWnCiglkGHOtaQzDYLnV4ukXFjl6yirMMnWaVxQKKlIwMaG1laah+STDv2jN9dVrVqvIziwDVktg6yx4cIpe27HKqq3/4o6VYFtl2JNer8uievdBkJcbtvJQk/dblLJN6b8vy82l7ruTFP7Xpys8+YKjZ96yrNxGn3NiirPakuGbaqhyy5eo3PoDpW2x+Kb1+kWV/KzJyUAAQd/FQIM5fzHbUOgK3j90ZlKDPJVkonilRauSZVxyTsy73rrCH32iTpSWVVyUDj6kueyDXBQg1xvMgvLKgPFZXlIMMpfsFKwEYlMTrJIsL0zvM5JUG/THtiROFJElsBOt7nEigWXlfbyUgwVRPj0KpqkQ6MxSK8W1EypGyg9fC72oTEkW7D+eE2Q1XLdGlqUYL3v5W3GcCocPPsX86VuZbtrYZk7Qg9kz2i5ZyTK0SXN481yzxHRmZiEhKtQ6OrlMZ1BaVglwfZazrQzHznGtDNvKcK0U2040uM0E29J2DWbhDShl3rd/K9fTeSb6IitRglusBna/NSkB7qTc9bDNBz5dYSUw9aOmmHkjhicng63lgAszpIgpJycvsZ5ffUij/ydxNqRfomq/CO+rgJ4zvAAqWxM91SjisWW+egkk9BgxlQqZZ7pFSBRVJ+Nnf7jL48/Z3PGQAV4KWdIHep6ZxLIw8Sl78WJ6Uird0xyiHOLifQo1vWPkOIlevbspxIaeqMRpRpxoR1nbykmSnNjKdCWPFZEpCC2BHQtsMyc0hQZ4MYqMEz1Pj2L9uzEKjrht6s/phjB7Jifo6Ruk3Q143Wt3cvFFF9BudzA8x8Bxi4Plmh5+JebEgkS2HaqBTdUzcB3dWtiWpkkrkdPq5pycT+mF+h/ZUGWoavnSn6/BXVTsYWBbeguqV/vFet+O8GwdaZGkKWma49g6a7MXWkSJSYrUZkP96jpI8SqNieQQuKWZ8MJhg/d9ssr+eVP/hsRQ7z1cvYcA/ZItCmdVboaAPTT7/pZb+vIhdBYXhbP67gHLcMi/cNVhc5hOO0TEyrN+qKwoWxWR61YlztncjPk3P9Lm8CmDfbOC3Bga3EtJnhskoDNNKc+bAjJIgSiDTgJxlCDyBN9KiVJJKzAwDEXFkvgJVMwMN0WDPcmJCupsbOXYiQZznOREpsSO5QDoBcBNQz9Fu6Hg5JmcdjdFSs1R0a2uxHX0L6nV69LuBpxa0AnaYSrJcpMkNzDKTEUhE1pBmycPOHzj2Qq+ZXD+esnMuKLm5/huStVLqFdilBHyyHMmncAqxJ+6BRmu2JZZCpYzHDPDtnJ9iCweLwO+Soxnh/heDylDjs2ldOOM5w4aHDyhuPqSkC0TMQ0P0qKKkw8otatBnq6q4KadcLol+N2ba3zubp/cLNfxeqGjq7d4UfVWLzXzPvtFH92rNpbDFX3wwdWAX1W1zwI7q8COVtvLF8/Fy2ou8tIKuVT+6AouRfm+PnymQuctmTLlLTcErPQE7/4jxellAY4oWFYS8iKqJgdDFOLj8ufJIUwFeRqxrr7Mtuk2V10ScmRW8fwBh1Zsc+BUhZWeTcWWVG2oxnq558QQWxrokZkTmTlWokN3o6I1sRJJbApsS1d71xJUvZRDScATB3IMqWh4UHX1UqfiG8yMSV59WY7vxTz4XMoT+wRZGcQlwUgzB6H8U2Hk377S3fHqNOrwqosMKq5gtAEj9ZC6HzNSD3DtgMNzMQ/vktzzeA0rV6wdM7AtiecoHEcUHih6nm33q7aejjhFO+JYMbYd49oh9UqAED1m5xNue8Tic/fVOTLn0urarASK5pdi3vryBd794yGG0C5HeS6QoljTrqrkg+ptGAkxGV96wOOuR11yoQbglmf33oPU4GG/weGe+0W02KGqXoJYnAXkPuBfqhc5q115kU9h2e8y3KKcRaMtfEmyTJAKgRDF4qeYrAhR8FSyHCEUmchJYk1XvenyHm+4usNHvqKIEglm0gd5LkoHKd2SSQoefi6Q5DTdHv/px+Z4yzV66tYOYlrdDsfnBZ+9z+WrD1c5dKZKp+fS8SS1oqJHBZHKMSGywE5SIlMMQJ5IYktHmecILDNnphnz2quXUV7CY7tdnp118UyD0UpO3YtZaklOzbtUPA/LTLlks0/dNm6vetapJFKoP/qjP+bVr7x0WZIvB0nvx9P4FBdvlWzf2GXjmmXWTy0yPbbImXabLz6Sc/OXPb7+eB0jt5huSuoVg4pv4HuCiptTcXN8L6PipvhOgu+mVNwY342oeBG+26Pq9RipdWhWW+w/2eNvvm7wvs80+ItbJzl4ukmvV0VJh6pjkUUuc0s2F2wU1FyHKDYHKu4hFqExpIw3jJhMxnzxGza//ZcNDp209SFA6GWOFhMbSCmwJdgi7/udGOVip887HzYXGhDPpCiXO4W8SoCUchCrIoa8zPu+IfJFhkZCrv7zcEDX8HhyNYNxOBRXn0jOVvef/VQZ5qjnec5INWXH1phjc4p9R0wyyr9Q8WST+slmy2I6ZoBt5FgSzt0U8XOvy6g4ddodH0PY1CsWGyYEN13W47xNXUb8DisrKUdPKzqJIqLwWCy2sUmWD+Vy5sXTZ5AdKhgIk2fGcq6/IOCibS0Mq8fh+ZR9J2GhnTG3knF6KafdyVCyw8ZN6/D80f+0/8D+h6+++lqd0fP0wR6WlXHgUIyd5KS0+fxDIUuBJEchpc3BWYe9hz1sYbJlDCYbgtG6Sa1iUPOh4mZ4boZbTkXsDLs4POoJiabPVrwejt3l6OmELz1k8pn7xth1uE6761H1FVVLRw76RlrMyAWm4XPomEfVTnCdGNtMECJB5Snl2V6IDCX0IdOyYg7PSz7w2Sp7Dtjgq7Mq96A1sfs+gy9uR15qWtJ/9e0uioOlWH2gfJHYoXzGDy3FX9ypCLQZ/aBtGZ6iyP7Hhqp5Joqpllh9GC0quMiLqJlcIjJFSg6YRGHOOZti3vmWNo8+a3H4TLGOFSnkgzyfcgxsK728m6zmbBv1OXrS5/RCjmcn/bOUY8e4Tsh1FwRctjXkB687xefuW+HzD9Y5crJGx7SpOpKameOXy0Az19M1E+w4xYkH+fWgUFKR51XaXYu14y1+4fVtbrxwmQMnlxHCJMtsWt2cR56r4bs529e2mZo5QxwNhVBdecmFeJ6LyOHZXXu543HB/iMNJkYkx1shj++1mPZgfR0m6tCoKOpVQ7+tQMXL8N0Uz05x7bSYaSeDw6MV4bshnhNwainkz79kccfDTZ7YX2c58qnYBjNNqJi55gVbOa4FXsEHHmuY5JlicUX/pZXIMY1U0zlFXhg3Zkip9ZVLbfjjj1W55ylXCxj6GktzoNYRYMJqN9ah0WDZknyzsaAcAvGqnvxbnC+/SYeySl2/ilV4FshzNA8lF4OpiSzsG/rvZ4KsSBwWeY4sevJUM7oBVYwzDeJuzvUXh/zi21v8zgcUS0FZwc2h5ZP+fVsqx7NymhWByE2eO2gyOZJR8xMqToLrmDhOTC8yCXo2Fa/HZVsDLtjU443XBNzxyDJ/dWeTEws12pale3QzxzNzXCPHLYAexmkRcaKBHqcGUazohi5LbZOJps+WqQ5XbG/xyB6TMwt1zplOqNgJIosZGdvAyMQVxFF3APALtq2hMTpxx8MP3vFe16q/25A5b3tlhm2t8NiBmKUzFutHYLQmqVUM6lVF3RfU/Iyql2pwO/pOLqu2ZelMd8eK8Nwex07HfOVOxS1fHWHfbI127ONaJjM1qFoa2G6flKUFEL4rqXoGNV+hVK7XvQWXoZy/S5H3K7dSCZFK+fPP+tz8qRrt0vqh4JmUUxMp6NNhy4lJv/eWZ4M6P+tgKQZgH67URYUWQg4Q/J0g/UWEq0F1Hkjaii3ni/jiL1W1B8DPC3CLTBZPOaX/vtngr+ZbOT/3Q21OLyr+5KOKINMLsCw3SIeSiZUsTXYgSTNW2jmGkiSJSRRLvFjhxYowMnAtk15k0ulZ+I7D5dsCLtnc44euP84tty/xpUcazJ6o0nYsPENSMTTQHSPHLc5w3TAlCHOCMKMbKFpdg1bHZLmtWFwxWTNp8OzBLk/tTbBlha0zCSONCvsPt9570RXn3nH02Ly+OQHe+/v/J+duUbFrRlvXjkdv3LbuNLtne3zmPsXxkz4bxhRrxk0mRy0mRxQTIznjjYSxRsxoo8dIPaRRDaj7Pap+j6ofUPO6eE6XXtzlA1+WvOejVT71tTEOLzURyqfpKcbcXLPE7IyKDb4LvqPJ8hVPUfEMqr5B1RdU3AzXKdf5pSwu1oshU/sJmnbIswcU7/lQg6NnHD3KKYlUwiw2loPe0ux7DeaD3nuVsecQEaqci4vVZKl+MK1Y7Y5b9uoDv/NhW+ihHly8RN/dt7ATqz4+6L/zYh4/RLIaihGkmNsPnjplKNQAsP242FzgmhnjjYT7d5mcnjfIpQShN4O20u2J7sHpuwNro1TNFFxtM1dYHaeDOPIkMVFSMT0KN+wMuO7CFlWvy/OHoBMIWrGklSiCRNCLBL1YR92EcU4U6wCzMM4Iw5xepG+iKLbYvi7nwm0tzrR7PPBsTi+q0Q2Nj9xx170PvPUtrx1UcIA1216P77l87itf57HH5zGVz3TVYLQqadYVIzVBo5LSqCbUKxFVP6TqhRhGiJQRphFr8xwjpRtlvHAAntyn+MidTZ49WCPCw7AsRk2hezArwz2LlOWWDrS2xHUUvmPguwLXKViGxpC6Rw1L0RIsO+L5Q5J3/f4Iu/Z75LY1xBIc9N2G0Fzv1VvLb8EtOQtgqw9xq0v04M/56ib82xXx/oZ2NRFrNYW2mIEXgJJZTi7EUEUvt52iMM4ckrsJeRbZS2fw6EBYASFcsDniT395kZ//PcUzhwyQMUluEGXlwVAfCuMEwigjCFMMJUCogh6gbUCiJCs8CBVRov0To0h7mgehjWs7XLgh4KJ3dviRGzp87C6fR/d5HDziEvYsuoaim0hkLDG6EltIai40XN0t1P2ExRWDhWXFyfkGo3Wfy7dGXLxxhfPOn2TdpptIkoD3/DdWA3zz+gkcx+WKHQ2qqcXEqFZUxKlBw49p1vQB0Xd7mGbIQitmuRfy6F7F/U/bCCURmJgyZbEjefBpl5NLLsJ0MCyLuiGomrleAJjFur5PxlpNynJszTb0HIHn5FoaVziRWmdPTJTu9QMS/uwLNZ56oUJq2CDtPrhFMb0wytZkaFupdYnfZIFz1ppelLYLw58vB1vNQT9+9rzw24P9xXPws5yuXmqMuGo2vloBJPJihFhQXEUmV/fzGYVFsihuMMFF2yP+9ZtW+JU/sWjHJqkyCVOTKIM4FdrCIdU2EGaoi4t+HJQpFJo1mKaCOMmIkmJbGSvCxCBKDKLYpBdZOJbD+Rt6/P4vdDm93OKhZ0yW2qpo8fTj7RvPODz5gk8sTPYt2ngrkoqVUXNiGpWUug9xJsgx8e06Vm2KDdunSJOg/6vsA7xZU7iutX9ywjxw+DCb03SeiWaFsUZAlAZYdsDccsLXnhEEieC2h6rMLY3Riy06bYOc4u5OMtI8R1oC01d4BbB9c6hil6fmvqWyGDANLaUruF2A28kLMlaGZSWYps6xtAxtUu86ITEhH/ycxyfvrhMaDhgOSAshtWOSUYBbMbzMWc0OLElc33SxI/rkuxev6Ic/1sfzQO3ynaF6eEJCf5u5WoA8EP5muZ5LDzvTDkr+oDr3QQ+ITI9+9Aa+qPiF7C3PBTaCt94Q8cKRJd7/RUUnNOgJRTcROCrHSgRWnBOq0igzQ5BArkhzRVoEtiapIo6LXMxEG9E7iSKOFaFl4FgGoWXSi2wsM6JqRbzxqpQ8l4SRTRSb5ORcf35OlCxzeinly49YdGOTXQccFpYsgpbi+LzJaCOn3oxwai5Rbh2IE3t/L4pfDHCvuob3f/S22w2z+dF9s5t+nfAoF25LObq4zIPP5Sx3Xc4sGzy738E2DaqOoGHn+B7YYzlpJji1IjjSMonRbUDVyKkYmT44FEppuwD2KnCXvBVLYlsK1wLX0alcnpMVdNpkMJ0xdX6OY4VEScgttzu854OjzLUqYLsIaWIoqfvsYjM5XFNf1I6w+n3J0HKHwcREDr1f/vnvc+XfwScMGIT5UDQI/ereb1kYeIsP7Ic12MsJDECaa6VlJiQiy0mFQmVpcXCXjNZz/ss7O2RI/uorinZi0FY2diKxVIYZD+zyhMiGm7KCFqtBHltSV/1YEscZcSyJYokdK022ig3ixMC2DOLEpNtLyXPFmaUac4seaSYKpmnMeDXmXW8McayQZw50ON3qsdLNeWiXSxJV2TFjcdlFU1x0UeWjwcK9t2899w0vBjjA+gkL0/S+nG9P3nT8RHDxvc+m7D5cIU8dTClRIufyjRmmKjZStm4rnEIrd6oVMfdcSN6zaBg5VSsvRn55X/RgG6JY5Q94KyXAS76LptLq1sS19WrftdP+PN22tB1F1Q/46J0G7/ngKKdaNXAclDJxlcCV2lymNKPRYCgPVy/anvcL76Aav7g9Wb2WF6tamm9+fee9eB/UDFXt4d68z0Upq3dRwTNR+JmU/PIXf9mybSnfL5mZmlevMIxBBs5Ipcev/1SbhbbiY7ebhMqgJQ2svkJp4ONdhpJlRaK1blO0x3ycCL2WLxKOnVgSJZpN6FgFAzDV39N3egRRzON7TObmXS2QscG1BsOFUtK4ppazfiTi3LUBuw4vc/iEza6DPLVx2+iXO93Oqp97FcBvuumV/Jv//7vvF0I8trjgXNzrGVy93WDdhE6lPTQr6IU6fsS1FZ4j8VxJ1cuZHkuoVpeYD1PueXIMz8/xba3HdG3RB69taPPOYYBrkA/M9h0rx7EzPVd3kgLgMa6tx462HVL1uxw4nfLhrzY4uVgD38U2THwjx1cZlioqt9CgSDIdGton5Jc4KLW2L7F2H553D086ypiVAuar2YR/Szy/CNyD82Yf1Fmmv2dWin4z9Cy8WJ/nxf94dpbaYLlEQdkaeKlkmezP36XMMFOFmeoDI7lgspHzL1/d4cFnljk4Z9ARHqaQGEJqdZUoaGCivPHSfuR2mtFX8MRlm2KKgnQliGN9EE0LY1Ehc0arAffvTvnwHdC0Yyabgqpn4LkKz1G4toltadbgwRMpceKwfqLKuqmA0W0ZjfqZxw7u/ej9b/zhP/jmAAe44oJzEUIwf2of26ZPk8mI2UXB0aOw0K6ybsyk4kt8V1D1cqpeQrMWsW6yRZwvECV1PFNQsTMqTo5viyGAD6q1VUSZ6DaloEBaxWar4Ip7dlIAXIPbtSMcu0fV63J0LuY3bm5w99Mj4Pl4pkHNyPGLXCBT6V4bNKijpDD8zCEpe1Wpx2rDBa/fkvDiCcqLJWsMEasGd8hqjL8EB5yX+Lyz2IWr5uCrfMMLcl+Rk5PLwTx8+Acp96Va5jece6MnHHEfzFq5FKsU01TYmeb6iBa8/MIuv/Vzi/zG/5YcnBOsCK+ICi+fYfkqYXKaaYFDUgockrJv12zBKNEc8DgR+jBaAlzkBJGNbUQcWw45Flq0g5ymn+J7stDvSqqeYv1UQDtZYe8xxT27JNETDjfu9Ll4ZKsOGD7rehHAX/2qVyGlivY8fYJdL7TZdcDkwAmPpiuZHjGYHFM0qxlVP6Hmx9QrIZOjLcJkmfd8xOfpvU2maxlVJ6fiCnxnICeyLTUgtZua36AFxvplGzlWQdBy7BTXKsEdrwL3qaWI37y5xie/NkZsVvAtRaOY0DhGrkUXSs+1QU8AAIIEepkgzso+Vc+OjTxbhQzxEoA+u3oP9+zfsih/q0ZbfPM/9mmy6MOgOLuK54NtZl7qM1f9DEO61aLiZmlOgiJODIKeSZzqH0TJHEulJOlQVB8C34Ufur5Nli/wX/9CcWRJsYyDElJTk+mL7IbskoUGeJpjJhlxIomNXE9UilYljlUf5Flhnj+36LFzc8gv/9gcv/Nhya5ZnzX1nIaXUHVTqp6kWzGwTJMNY1Uu2hhw8FTMY3sTAtZz+ZWvjZIk+fYAr1SbNOr+Lz//3PZz5xbnb5huRKwf0yGbo/WM8UaPejWi6oX4bg/bbvPonoSP31vhzofHma5Ixio5dU9QcXUL49oKx1ZF9da8p75NhKnfak86reu0rbTgsxSV24lwnR4Vt8vccsiv/nmFT98zRmxV8W1Dg9vS1dux9FLCMgZpykmqf/mdRLDUS8kApRQuOmrPKCYKg6nIkP+3HCJXnV3Bv0kfnr8EXL/trXDWfz57LJgVomC9qcwL9mBBACxHfcVLMODIaycBrZIqFfGLKz6LbZskEQXHWosFrLQMuxKrhvA/fGMHQ83xq38uOLI0woKwyZGaN0NxsxXgTrMcK4Uk1XNyM86JjEwHj5mKyCyEx4k+hJZVHPST5AcuW8IQJ/nEPVUe293kZNukYUPVSWn4GUstxbFTJralECLjgvUWF1y89euTU2t+OQ7b3x7gzUaFxdm/aV16Hnvufji99vE9qZppxvzwywW1SkAv7tFLIow4ZHYx5qNfc7njiXFIPdY1csb8nLovqHqi8D3Rggm37MGLal0eGFTx1jIyTFObd9qFhM0p2hLP7uE5XZY6Pf7rX3h8+uujxHYF1zJomNpUyCumNE7R59sWhbJIK41cLyaQi4xmEacXbRaCCj0sLCGw1KBNWUWHLdl+w0DvbzZXixwG1FZRtBsDLsfZKvoX4Xl4kvNSIEeDugx0TdFc55KDkg1l6vS/myi80o0ExwrphhGnlrTI4MipURaWnQLYZVHRh/wy2Y1caCtrob/WD17fIcnnePf7JKdaTZawEOVzMM+KJVPZf2v2rfb+TgubYy13DE1ZHDaV7sNTSZoZRWy59ou/8cIWN1y0wp1PtfjIXTUWWi44ioVIcuqYQcOVvOX6JUZqMN+ppgdPyz3vu+WLrXf95Ju+PcBBzzgPzfbetdgau2LbxOlLLt7aQ5rLPPBCwm0Pmjy53yfBIcEkT3wmK5KJRqbJ6J6g4pW+JwrXlngOhcB4UKl18NBwIkPhhWJmmnloJjh2iGOHeG6A43X44884fPJro0ROFde0aJpQNbVNhWvnmljfz+MsZ+kGtYriuhk4b0vMzPgcn7hH8St/OU2U1giVgZ8PJZCd1Z4oUbpuaeu6lwL32YU6HzrFriJSDU1iGP5eDHl0i9UngtL0R5QD7PIAmRbtkpDILMfoz8+Laoi2kbaMBCF6/PeP2Hzk7klmGhUuXmOyfiqj7qtiUyzx0kxvLFeNFfNVrdgP39jmhUNn+P1bFD1RYxGraKEkaZ5pcGc5VpoTqyGqgyy9wPUNFVoCO8qIolKEXMzNYx0bGPRMRuoOb7yixQ9cPg8iIcscntrv8oUHXZ7b73L/rhoXbbG46NzaM7Pd9rt6SeUlH4wvCfDq5I9y80c+lV56wZa8Nz9LEC/xR5+0mV8cYaxic915MfftTSEy2DCaM+an1HxJxZP4jipOvvog6jtZsaxJ+5I1o6+Wp/84VUozBHUF16NAxwrxnQDf7fDVRw0+/rURIquKbdrUTahaWX8M6Rbgdm2Ba0lcR+K7BhVPz3brFTCli2X4vOXqJX7/Y11OrLhF9VhdSfthV+VbNWzS803Gg/3xXjmtoD9pGfThQwAdrtp9nWe+qpKXix/y0mC++Kgo7dIKkXHpeFUeNil78AzDiFnqpHz6/gadsE4eS1Y6GQvLMXlGwR0ZqPXLp8tqYUc5Tsz40Rt7PLZ7ka8+KgmpsCQs+sG1uf67JMYgrqa/PyiSP7RDscCxNcckSvRKP4w0/yQIFd2eohuadHsWU6MGYRzyyHNTOKbD229oc+bSNl+43+bwnME1V23Jzx/N0pff+ObvHOAAr7vxGoJe7+Pvv2XP9rsfz/2aZXHjBYoLt6QEaZsDZwRRx2NtE5pVg6pfjHOconLaOZ6b4jsZvpvgOXqe7TkxlpGR5jpzM800T0JKbZJvFfRa24rwnQDP7XDbI4pfft8Eu481MTyHugk1q6jcpga3a2kui2tLXFuD23elJmp5+sZJM0EYmXi24rWXd/ir2xtkDLUnDNyjZJE0oNQgOqNMHig54MNJCOWoLitmj6I/zoPVbgCrQfSSRKuzWhQYGMyLjNUgTvVsurRvK9fu5ZPCNFJuf9Si23NxTIkpM+IkpxPo37eQ/dXWQApY3uxi4EVD8Xb72pz/+a4VfvnPcm59CHp5hdy2yNC+iWlhHVGKhtNcEBYjQVtl+HaxG7FzfEcL16Mooxcqgp6kHQjaHZN2oOiFCsvIaEcJX3w4Iw4sLto8ysXbfN5xU4vTK/XO1nOu/bhtO98MxoWB6Etcf/AH/5NXvvo1j9dq9Z9tL87Wb7osZfvGAMtZ4taHM2ZPumwqWYYjJqMNg0ZNUPO0I1bVzwpyVkSzGjJaC5geW0EZLdK8g+/2cCytG9QHnbL31ksczwmoeF1ufVjxq38+xnPHmhieS90UNKwM38rx7KJy26Lveajn85rLUnE1C7HqabNQ341xnYhGrcdSK+OL36ijbBtPgWvk2IVyxTS0BXCZOGCWAbZlSJIczMFX6SeHxhhSlNmRA5bhsHWbKoK6SvaiUYZ0rVpOiX5KcN/8vvj6q7avYhDOZRTZRKahMz89r8dffN7i0efrWLZNzUKbMxkDNZLm6qw2ET3bOaDcB+Q5TI9mXHpOwJHTGXsPaVuKWKhVXJ08F0Sp4ExX0E5jpBmyEsHpFYMk18ZCfTVPMXUJo4ygl9MNtZI+TjRtd6yRYjttntyfc+JMxtFTJoZQbN1++cl2a+kdO867Iv5mOP6mFRxg7bodROEyovsAre4in78/4/mjBr2ex6Yxk80zJlNjivFGTqMaoaQeBwkBrp1S9bT77Gi9g+u0ufupjFsfdjlwzOPScxLedmNOxYY8K1MiYiwzwnN6+G6XWx+S/Jc/H+XZI02U61A1BfWCJK+5LMV2tHw7tO53bP0YdEoeizGIiga9iKA4Jqm+HRyrosKNMsTWoB9gW4aOZrkgTfJVSWKgP24o/Y+npxyDtmH1GG/wtOhTdMsoa1GAOtdvk6TgkhSP+rxfxWXhByOK5U3evxEGPoL6RhJCq+KTDKIUwjgnjHPMqCCvSTUA+ypJ3Uu7im1fm/Pff34FgC89KIip0MLqU3yl0PSN8WbIj73qDFfu6LL3uOLWhzy+/kSThcBmqpLTjDOSRAsdhBDEsX6qNCqSlY4iCC3yfJRLNi5wzjvm2HPY4htP13j66ARv+qFzGBupfSsIf2uAT0xMhydnl34hEtN/c2Ku44cpzC2aXLHJYNOMydpJWDsRMt5s00t6SGGw0mogBdT8iGa1y8TICk8dCPjQnQ73P9uk23FxpUSmOVsnBBdvTfHdUHt2G1qI7DldbntE8it/NsZzR5tI16ViSerGANyl1KnkKJecFttS2LZmKDrF4kh7HZa5PClZlrHUsdDiB7EqwUFJMMo0L1WEcRk6MrGMTRQC0jwnzDPyWD/ySyN4mQ9aEVlMOoZ7Y1hdJctqPkj8LQCeajlamgqdz158WUMKMkP3+UKASvRNl6jC3HI4brDwTan7Wu2k2YB6oxgmGuBWlBEqgSqSqEuz0EEAgdJm80OekAOQd3nvv14hy+DLj0AkqnSEiatAmVBzMy7cYnLFphE2jrpsmwq47vw2D+5u88Hbm+zaM0Kc6d4d9JPuTJCSy4wTy4rxlYx2NyMILbq9MXaek7MPwWTDYds50x0kv+A3JsO/M8CTaCFbt37LI4YhV144eNAXueC68yy2rVFsnEnZMNVmanyBT94r+Juv1bhgrctV5xpsXqMr99TYErsOd3n3zWPsO95k0jPYOpYzUYfpUZskUbS6PTwn1OMsO8R1unz1McEv/+kYzx9rIlwPz5TUjBzPKPNcVpO2hrejpdmnvgG0hbBlpphmaYafcGoh5/1f9sHUXuDD7rFGH3BFa2IKLEPp+GhT9iu5JjulLLZSOj296FBSBymVdHCZgcqKqcqgeK/qv8sAW70TKOyiZV4cGg3mlwWtbpE4XJgrpVnJUSnEzUr0HaTSwuEpTTXQo9jgnT8Q8NG7Q06sZISpJEo18zOKc8JiRq1/N6vdcbWIOtcRKSLrz9ZLgEPO1jXwP/7NClkOdzwuCUSNniGpk1N1QWHy3EGPpXaVyWbAeLPDG69c5vz1p/mlP0t49sAYhpC4Vs7GaYO3XJhx7pZ5Pn635DNfb3CmbbHUzugEJt1gnFz18CsZr7j2upV1azY8srK8mP2dAT45OYnnGGf2Hcx+ZOuWy+/21CPmZBPWTgSMjSxybKHL+77ssedgjTHHoOlZWKbAd2MmR1Z45lDAu98/ydGTTTY3YbKWMVIVjDVMpkYN6pWyV9S9t+d0uecZwS/9r3FeOF4vwK364LbNwRJHV9XSC7F001IDb0Sr+Pxi9GgaaWEJl5DmGQttC6kM7FLNo8p4ukH1NorKbQ0bh5pgFU+Hipfw/JGYhRWFb+sgpdwsDngyx5BiqD/PV/FehtX1RrH00vPoDNtM8JyEM8uCx15waHf12FPfwEovYrQepzgA61eiJIlZxHxnkiTTW8u6n2PKmDxN6aWKKNUGmFFSEqHyvtmpYSiMBIyo+LqxLPp6hYpzpDSKliWjjCLcMh3wh/92hV/8Y8ndTyvaRoVGKkiSjFY3ZXbOIMtMokgQhAZBaLJ2dJn3/Owyv/Z+we5DY9QcLZZYWnFZXpribdcvcdGmM3zqXpcXTlVY6macWTao+xk33XhpLEX8I9JsnqnVvW/Zoqhv9R/f87u/za/96jvYtGFc2nb2xgcfPzg2Vm2BscJn7oNbvtpkecFn45jBtrU2m9YoNk732DizyAvHW/yXD0xw+PgIm0Zgup4z3pCMNyzGmybjIznjjZiRWo/ReptGbYV7d2X8hz+ZZM+JUQzXxTcGlds1cxxj4KtRzrvLntt2jIJHzhDNVguhPUcfLj0nxPO63PqQ4vMPNMmlS90SmhBW9vUlP2b4a1vFPN8G382pVzImmzEXbFnk8FKbe5/zsJXsk7tKuVp/DtxvAWQRWa3dWPWNmhdmpZoW7NoxNT9iZmyJO3f1+OI3XOSQ9VXeP/ytlr/1D6z9dOcyQCDFtiL2HIVd+3wyw8JTOVZxEw97m0tVHIrF0Ptq6GYU9O0p6E+HtKnmRENw1XkBe46m7D+u+fiumfd1rzqvswyu1eG1GyZyLt3e4qnDOYdOuzpFJpf0YhuBy/Y1Bq/a2WOsGXJsHiyZcckOh5nNN+zLrfP/9Ojs6eW106N/d4AD/NZ/+w888sAzy57tPFX35U8/8PRBnj9UZX6hgm9INk4qNk7bbJyRbFsXsHX9AntmW/zWR5scOtZk8yhM1nLG6pLRup62jDc0uMcaPabHOozUl/jGcyn/4U+nOXRqBM+1qJmCipH3pxu61x5qTUoA2sWhsnSuLUZQbglwR1tNeI4WPwuzy//86wrPHWhiORb1voUBfcajZQ7A7ZQvGzwnp+Jl1CsJzVrI9FiL8dElbnvcp9u1cYx81VKob4RfALxsMcqwLdPU4LaNwtLOTvGdiGatRyds8YefdDh6xsczhhPehsAthm6isrXqT1J0RTYNzRkij/nifT6RdLAKrnwZxjow6me1l0v/Bsr7b0thdlm9s1w/McLYYrQmeNm5AbuPpOyZdcgzE9vQS31Kp61cFi5cWq+5fhwu3LLCriOCvccdZJ4jsrxQ/zgIbBzDZu0YWFZAY/xKXHf8rWdO7n262pjmf//ZH3xL/BrfDuBCbabT6eJ57om5FXHvWGP3dWvGVnjuUE5sWWycsdk0k7F1bQvfW+LhPR3+4tYGB4402DambSaaVUWjZjJSU4zWc8bqMWPNHmvGW0TpIrc+mvNbH17L7Ok6k1WBVzjYli6+htK97aqDX9kjG7K/kreKyYpVeIxbZoZZhNFahraIe+Gw4IXDHpgWTiGoNcsWZaj3tkozUUP2bei0b7r2TvfsGNtOmBmJMFTEQlShmQjswlU1zQYaybxPDxzqw/vb0mLJpXJMpef1rhPRbcXMLyiCSNCJctwwxywir/szeqkGLVXJ0kskSVJWSUmSGoSRxbb1HbZs6PDM4Spd0yJMKKis2kItSjLdmsQCQ0liQxDH6LcFM9A0ZPE1JUaqiAUkmYTcRAgIejbTIwG///Md3vPRUzy+b4xD8z6CFEiLkadBmiri1Op/rXOmBb/yoyv8xa0pew/XafdMOmFOHJsYShFnAc8ckKyfnOBll51z7wUXXnMiDLs4jv/t4PvtAQ7g+x5H9t+775wN7h93r9hy3Se+8BBBUOO8jRaXbItYP7VEN2nxgTsktz44gZG5nD+VM14XNCoGjZpBsyYZreWM1mNGGwFrJ1osdZb440+ZfOWpaZLIZ+NITs3WceFxmhPE+kBVKmzKCYcqxnf9+XTRj/dJW8XkZBBKq03U0yzig7c57Dvmo1yFW9wsegw4FBGtBIYhMczVN07pr+jYeiFlqlTH7qUpSZ4TZ5p3nqbDLk35wEyzBPiqPrwYFaqs6IP1OcFQKUJm9DLoxYJeDHZMMdaj+NwSfHqUmCSi0E6WXGytmulFJlvWCn76B1Z491/U6SUWQSpwkxw70Xk3ZgyxyvUryYiSIiK7ALnmjRQH3GxgV5EkOlgqSSTKyOgENmN1k/f+3Ap375rlf35imgPzfsFXSYpRZt5X20eJIE4U60ZNfvudK3zhoYhP3V3n6cMuyx0AybmbXdZNtGlM7mA5qP3xnfc+tO+m66/6TqD7nQEcIDO3EBn1R9ava3/2ZRct/WCvfYTLz1thuRtw+1MpX3/S48CxCjVlsmYsY6QqC3MgvQBqVjNG6xGj9R5rJ5dZ6qzwP/7a4UsPjVFxHDaPZDQ9qDg6qnBuBU6c0iCo2vrErkQ54SgPgaWjrSiot9o/uqzeVqHdNA0tcYvThDuebBIqh6qSuCrDUoVtW3/mrat2+bXNPqU3K4hJRYKzkRSi28KPKsuJC/V5mW354gXQ2SDPh0A+oCzoSUUGeUqUQS8VeqxX8quTXMvA+tWVVcBOCtVMkkjiWEvCstjixot7WGaPbuLTTQz8RGgBcXEe0F9HA9yIJbEqv2YhYCgBjj5EO5ber5ycdzmz5ODYGVVPe6JMjRr80DWLWMYsv/PhafbPVUmzlLRwDY7jnDgxCGODXijpBAYzYw5vvLzNOWtWuPupLs/s87j1MY/jC4pLLzyfHedc8NmXX7nlkfbKyncK2+8c4BvXz5Dnuw8zsfPfHzyySz36hPmmPUdbfPZ+yeGTdWxhs2MSaq6g4ptUfYNaRdKo5DSqCc1qzFgjYGpsmeXuCu/9a5/bHh1nvGqxpp7RrECjKqn5BuMNg0u8DumTHR7f52ErA+x0UMWLCjtoU4p+ts9IzIr3B9Xb83t88m6DM0suUhnFQavMR2dVi6LZb+WYsOCtG2XEdIZZVFslU4oT4FBgKwNX2BLcZ4NcrN5CrgqRKvgomqyVkWYZUao0+EoL4gTt+lS0DhqERQVPStDrw1+c6klKHFtMNELeeGWLj91ZpWsbBKnASfXXixLdAsUxxAqMZODrHRftjB496hm/ZWT4Xpsn90nueKSOZ0rGGop6VdGLtJJ+MlK89tJFsvQEv/uRjP3zVeIM4jQjSmKiJKMXGnR7inZgs7hiUvN9xhs9fvyGNi+/YJFPfU2wbrpCIv0vTG+64t8/8PTxI9dcvP67D3BddXbw7K4HjmzadNWuXnvlTY88tUxrpc7lm21mRnM6PW0GU/EkNQ9qFW3t1ahGNGsBM2PLrPRW+O8fq3HbQ5NMVAxm6hkj1UGfPlpXzIxlXLQtYGJigX0nNfFmlHIyUVTZfhsh+gDUlSgrZsoDcyDfCZlbTPjru6ostD1sV+EOAbx/6FODkVtZvc2C5mma5Zx6EC4rZUomWE2LXWXtoA9iZ3OtSq5H+Wb1a0B8leg+J8wM4kwQpxRJCdrCwUwykiQjSdSqKh4XDmBxUcnjxCBKTGq+wY+9ssPXnuxwuuPQURIvEdgJug9XYCaaUmv0byD9fdO0FCjoLaltpSx1Em65w+f5vYKLNoREianTFhKLJCnm8ZnkdZctkuen+O2/Stl7plGMKTPCGO1c1TNodxXLnkQKi25PMTPusnmtw8bJBMw13HDVlbvmDz965JqrXva3gezfDuAAjcZapqfWvvfA/hc2m2b7x958TYtNa5dZ6UbsP9zEc11G6ylVN8H3EqpeRKMaUKus8NzRLu//aoOvPDzJdE0yVddz8ZGaolE1Ga1LxpsZU6M9xhtdJloxjgW9cHh9Th/cpqHBrcE3aCNW996aV37bo5KndvtkysY1dCKBWW4QS2AbFNVbDnGYc/1xlfcrt6l065OkKZ/7ms2x0yam/WJ24dCbly4YL3pHX3EiWTeR8eZXdNn/Nwm9xCp61aJ6FyBPkpwkLYBYthL9Cp4VLYoijg2iyCR2LHbuaHP9xSt84usVuolLkAjsJMdKNJ01SsDoA3xQxaOU4sbRlRwgiuDMkmBuRXB6KUPKiDQ1i4OkQZo5hQhC8trLFkmTM/zvr8bsPjpKL5YEcU63l9PuRviupFk18TzYd7LFo3sNNkx4XHhOhfWbN3x85wU73zt78tjfFq5/e4CvWbuOT3/u88uTY5t+Zil+Yc386eja44shh2abXLbNYNu6gNF6rwBXStXr4bktPvH1lN/5yCRp1mBNbbD0aVYNmjWTkbpgrJ4x3oiYHOmgjA6P7jVZblmMWAWfuFjwGEaxVTREv3WwjLMAXvimOFZElER88msVji35WL7CK1uTfuVmAPJhcBc3gNkPpS1aE0ObDkHK7JxFGipst8i1GRJAfNvrrDuiVMWnmcC0BWvGY0yR0Mt0skKSoQ+yRSUvXzrkqTxk5tq2IRHEqSJJU23TkBj0Qpupeo8fubHNZ+8PCGObwNRVPCoAbpZtUJwTG9q8x4yLiUpx8ySpJAgNmhXFzu0dHttXZ3bJxlQZgrgQShtkudmPPUxTwWsuW+Y1V57htz8a8sm7JmnHNk0n05tpI2W0nbNtrcWbr7Y4dLqN58KGaXXfeeds/Zmnn7m1e8llb/hOfqurrr+Ttcdb3/Jm5rt29xXXvzk6MTdBr9vk1ZdJdmxq0UnOcGRhGd9fYu3kIo3aPH/z9YTf/PAkSdpkXRWm6jmjNcFI3WCkYTLWEIw1MsaaEeONgImRFQ7Phdz+SI00NKnamV7AGGKgxDfKNLcys2WQsVlWb9NIcJyQ4ws5s0sOKAfPELgGRXuSD4Fbx7AMgK43jIYxiBY3lE5IMIosTmGkGKZ2ZFViwKQbFjV851fR5hRx3WSKJM7Jk5gky4ky0a+gcZFilmQ68yZJipCnospqvaNc3Y8XrlJxbDHVyNk41iWJYroJBIkOV42KXjyOc33YjDPiONWxf4WeMoolYSTpdE0s0+G1l8dsmVrh5ErO6RWYX8lYWImZX445swRnlgzmlixOL/jMLTUQWZPfeHuLt73iOO1uh73zktMhNCdDTL/L7mNd7njEwhJ1rjhnJL7pla97du3Y4t8J3PB3qODldfXObeR59nCFS6/OWre5vbjNFx/IeeFohdG6w7qxOZSxwhcfUvzeR6fJ0yobGznj1ZzRqqBZMxipmzRrgtF6WszGA6bHljl2ps1vfbjKI3sabGroCHDbEljWAOB2sdSxrXwI2Fm/LTFN7UcuVcjH77Z5Ym8VZWoikFWYSa4GdzF+LEBuGmU7VCxNjPI1CJht93JOLZsIpQammN+BELm8htU+2jhnQItNE8V4PcV3I1phSpQaQ9VbV/A0gdTIinmydt9NX+qwmZQHTZ11dNGWkB+7cYX3fLRKN7boGgInEVhFD24qMKKSwqAXRpGhCA1BzxT0IoMgMplfdtm5JeC/vGOe/3aLxZG5OoisPxLU5xGTPDf6zEZymBzN+dW3L2OpWb7wwDi1aoW3XysYa8bsPdHhM/clnHimxqZtl75w3yMr//YV14z9XWH6dwf4+FiNPOv82nXXXZff/uUX/uNtDzzt7D4wwlXnOlxzYcDJBfiNvxrj3t01HMNmYzVn1M9pDoF7tF6AuxEx2tCH0Nn5Fr/5IZfbnxxnpq6oOymeTV+GNqDEFgFXhUrIttJ+W1SC3HdDnjuY85UHK/QSl0pF6MOlHK7ew+3JUC/e789L/eggu9EwUkyVsGev4PaHPYQt+3Zww9OR1alr3wTkDHkFIvqm9kGouOnKmK2bQ07uSvVBMxVFSzIE9CwnzbJiPEhxEBWFL4kowJ31q3gQWow6Fq+5KuQLD7Z48pBLx7TwlG73zFhvQ5UCFWcFbz0rDt26wARhjt0zaHdtFlaq3LQzRhkn+I0PCg6fqhWK/4w8K0COCSiEsIpRaMZ4M+M3fqrNq192hj/7rOSv72hwzXmSqy5coX1Zlzg/r3ftta/9gue5uVX/9gud7zrAAYT0s+ef+vRv1hoz8Zb1wa/s3HbaumjbaU4uR3zkSx5Bp8LG8Zywm1N3cxoVQbOie+7RumC8mTDWiJga7TIzvsTh021+8xaf2x8fZ6JuM+GlVJy8iPyWhYuW0nwTa5Dc5lgDNX45FnSsiJyQrz9h8dS+CtI08VQRw3FW313GIw5zRUpg6xaljEkpXymGkdKLBd2ehXR1DOHZZvn939NZiO4bDpUfyofAXci/klRR9QSemUAWE2a2NsEsbRmyskUpDptG3q/iZZsSFwzDVVU8MQlCi4u29Lj+0jZPHa4RxCZdJbBioYNwVY6K8yHKbME0VGpAHTYVlmFhKg+lUm66eIn8p2b5jQ+kHJhtEMaSLEuLiG8QwkRJA8PIsa0Uz+1xalHiG1V+4qaYD9y6wCfu9Xj+qMvLLl4XebXx37/trnt/91+944eyb4/Eb359Wy7Kt7ve8Ma3p6439VAQplGnc/pGKZfEp+/zCNpNfvq1MZbTYvakwWRdMN7QPfd4QzIxkjAxErJmvI3vLfDCbJff+kidu58eZ7JmMeln1N28EDFLKq7C90x8V+K7Ob6b6VchhXMK9yvH1uCu+gF7j8X8j4/UOHS6iesVvJOzNJx20e4MuCcD+zhn+CayE9wihsW1QxBd/uhTHk8cqGNYDlWzUAX1GY/ljL64iUy9POq3P0ZxqCtuouH5ulncQLaZkKQxdz7mEQkHW0qc/nlg0F6Vo1NVmI0OaL95n4TV56jIDCEzapWY0XrII7ssTiw6CENhnfUUolDxD8xHC5Fzn7NSqnw0JWDHuoStMy32n0g5umzRC00MkSPICu67Qkn99PXckDseF3z+nnEu3GixYSbg8BxsWetl52ze+Jsb1mz4H7bshR/52Mf/Xvj8+/pH8vo3voXldhDMrNn62bUbrsjvebpOZ6XOm67OmZlusdQWjFUkYzU1WNk3UiZHQjZOLzPaOM1f3gb/4f+e5vHdE6yvm0xXMmpu3jfE92xZ2E9ox1nfyQsxc+F85SQ4ts7usc0Yy9DKoBMLsHvWA8vEUYVDqjq7elMATw714/mgipekJTXowQ0jJowzHnzOJRcmSgj9WB/Ktn+x2+zQ1R8hDlTsq03kNRkpzw1edp7+WbJ0eJoihnpxLfsqR4ZJOUVJGVr+SOJ0ePljEPZstk3lzIwFkEYEKXRTQS8RBDEEEQSRDgQOejlBmBL0UoJeRqcn6ASSTqBod01WOg4LyxVOzY9y6ZYKf/iuFj/3hhOcagfsOy2ZW8pZXElYWElZWBGcWbJYWKrQ8AVHznS49X6LqlXj6h1w1WU783N37PisZcfB69/01r8vPP/+FRzgj//PX+WCizYud3vyuBT+G2aqR0W1scSn7lPMzvpsn7EYa2j7hvFmzsx4j5nxZVq9Rf7yKzaf+NoUeeixvpkz4mV4Nng2VByJ70oqnknF04/sqpdT8XRmZ9WL8QtrN8fSsSmWEeM5Ie0w5C8/5/KN50awbIe6pTOAXLuMyRA4pijosBLLUv2MT8cC2877LgCOlRaxhzGOHVLxAj5+l+LTdzeIpI9nKqp9MQYvquD9pZRx9gF2qBUaormWnBSlUmrVmNl5wVMv+JogJhlsYPs02fKAXAoVhtiBBcOw1H0aUt+wUqbUqhHdKOXhXS7t2AalCkAMgmb7Yo3+1rWUtYk+jRYgSSXd0KQTuDR8iws3JtQrbfafEiy0bSxRBhhol9lOYLBhEtZPt9h1OGF+yeZV112Vbd68410L0SV3KaXSm//yT/7e2Px79eDlNTp9Pvc/sie6+vKX3fzoM7u9laTyh7fd0WNxyedl2wwu2ZEwO5dBrhipxsyMtXjuSIs/+ESdk/N1ZuqK8VpOxZWkKQSRdrC1i7QHx5F4jsAvBMQ1P9bg9opkZDNFiLSorjojsxVnnFy0yFNLWxWoYtWuylk6/ZX88GiwTJAw1Orx4KD3TshFwr5ZmyC0kZ7CVnkfRLJ4lA+b+Zx9ne1B2LdILqRmaSY1bzoxqDqSbTMhipA4dellsjhE6j68FO6m5Ty8qODJ0MgwSiRWWhjSp6rfj0tpMDUS48gY0oQwVXSE9m/sJYpekhNnxYFRwx4pEqQSGEoVLM4c09AijGBZkaSC04suE02Xt9+4yI075/j9j2fsP9DAdzKa9Zz5Vsozh1LaQYXLz8up2B3a8SjNevhLF1105c29lb2pW9/+3YDmdwfgANdcsZ29h06kr3v1D+6fPby2FbS/Um2thFx5QcTeU112H6hw1XkZ6yY7dOJl/vetPsdPNTlnWjAzKhlvGow3JWEcct9TUPf0id21VZHZo5X62g8xol7pUa92kTJEihQhFFmmCgOfnJNzkiNzFpjGgBZbRESfvQ0dbk/MoelJH9iFcMAw9NNi39Gcv/l6lci08ZTEllnRC+erQ6yKZvabzcQHtmyDEaGWm0nSRBEnJkls8UM3dPngV7o8f7xCz7SIyinJEJg1uIdGhonebMZDI8MkUXqtn2qWYRSarB2LGZ2IOHZQgzjKtIejKRPMFBZDxbgri1i/Iq5RJphKYJs6rKCaa1HJo89Dr2cw0bRYbht0eybb1it+/g1L/PrNJofP+EyNZlx5QUxudXnoeZ80dXCqTS6/4tWta665ZH/UPfZdAzd8F3rw4ctzPVZWOl+YXn/Fv73uutct3Hilz8HTS9z1iM2GCZNzNnSpVhe4+xnJqfk6O2YEGycV66cttq6TXH5uhzXT88wVFs+mIXBshefkVL0BuEfqXZq1JZa7S9z85YQ//xIsd3KyzNA0zFTy+PMmjz3nYDmi/1i3FJrn3beFEKg+wFnVf/cruTE8QUkwVcyR05J220EoQwc0yUEFL8UHYlUFf/FwfMBP0fRTzdug8NeWxRZSg7zmSTZN9sizmDAdbDWHg1TT8mNFJY/TYXAPljRRYUCfpBqAl56bcdm5CaaSOFJgCxirhvy7HzzOz73xGNXqMqe7GafbkuUutIOcTi+l29MpaFGsf7xmtcPhhUUe29tj37GYg8clB2ddXjg8xlStxg0XtVgMI3YfSzhy0uJ1l+bMTC7wwvEK115z08K111z6b3tx8AXLrnyHaPvOru9aBQdYM1kHIAzat6y74Vpj167wvXc9def4ldtiLtweYDrzfOaBnI/dNsF01WDTtGJ6zGTtRM7WdR3qtdP84eccVK7laJ6j8F20TfMQuMebSzy8u8fvfKTJc4eajNUk0/WYK3ek1Cs6cjwnA6kwpdQgHPI8sfujLoGpVH81bxjF1EHpA+NLtSfKiPirr9RY6rmYTsFKHOKTD1LZzlpnnr27Hw6WKsaDaVZW3xLciigxqXoGP/XaDl96KCTJHHqZKshX5apeDLUpWX8OHqfasthIBGYsCY1cx2XHqv89KPzAkZK6mTPmZlx6LvzL613GGh1+4LIT/PePNHjguXFAIUVaRAqmWKbEcwyCngQM3nLdPL9+s0VyVPNmktQkTlw2Z6P81KvnkXKBh56t8dQBFyGrXHa+oDZx3dyOc6999+JifMvIyLrvKri/6wAvL9ut8NyhpQ84o9fJq3Yu/XfZvXP8uaOCO55yuP8Zi41Ni60zBlNjiqnRnC1rO4yNnOET98Cxk1XWNqDmKyq+oubn1CoJdV+Ttsbqyzy6p8dvfXiMPYdHOWcCNk1Ilpd9Ts6HWGZGNTWApAC4wFFZ4YmohQvmkFDZLNiIpgEDA55i9i2zwjdRby5dJ+LIaTh8yiWVNlUFrsp1+zMk/xqu4C+N7rPt2TS9Nu0DU9NNTcMkihPS1GLdRMDGyS6H5iuEpiJKKar+IBI76/NSchKVEw3J0AwlMY2cMFb9GJEkMcgz7YYupaBq5cw0c0Zdj6f3+mycaXHu2gV+/R1L/NaH4OHdE/ppJ/Uo0zT08m3ZlZxa8Nk4FvBD1y3yya+Nway2zIgTkyh2SNMx3vnqWbZOtzl6SvLEPpOdO6+ae+PrL/9VWPmAEJPfCyh+d1uU4eu8jQ3c4Gs3X32h+8tBumbBUxJHWkxXXXZuM7lom2DruoQN0wFVf4EP3ZHx4a+MMWIbTI0oRuomIzVoVlOa1YhGtUez2uLB50P+682jvHBklK3jsKaZM9FUmIY+nSdpEUGtBEIW/bdZTDdMUaz5h9MlRJ8tWLpL9TWOcgB2y0yBmI/d6bDniI9hGPhFSm85OSn7ezlEuBp+rQL3kL9hXhj8xKks2ghZRO9p/kgY22xfJ/nxV7UwREiYFgufskXJ8yGg681mnGRFviSEsSCMBGGkeSRhrAiLjJw0UaSpfuLoubz+/BPzBrNzHgdPNNk2U+V3fmaBqy88w1wXFrqSpW7OcidlqRVzZhlm5yxWOg1+8ibJT7xmjsU45ujpjAPHQ57ZF/PYbovTC2NEsU83MLnm0qmFw6drv/y/bn7g5u8VuOF7VMHLa8OON/NH7/vkh0y1I1qzxvizhZVj1ddeabBjQ0Auuiy3qqydaPP4oR6fumeCqYrJhgnJ5KjJxEix6ayHNGsBI/UOprnMn3y+xnNHRtkyDmPVnHpFV3rbGpjS5OSEidR5PX0fFT0WdIaU8jpxYlC9SzGtNprMkWUep0pxrZjFlZSvP1plJXSpV7R2VIugSxMi3epIWRKnSunawD6iL3IorZnlwMkqT4BcDRKclYFpmPRCi2bD5MYrQj741R5zLZ/Ilrpq96Vx5fcTepVfGNTr7ye1S64SGIbCNjOdX1lsNm1DL2PyXJFlOgez1YHFlolru9hmje1rI/7dW+Z5x3Mes+0KSmiLrTzXpvNSmBjKxVSj/Mh1p3hi3xLP7hln7XjGXLvL6d0WrY6DV4E1a9a2rrl43S/W/N5fX/iyt30vIfi9q+DlVa0EmbSMjytnzb+69MINYc1bYTno8Y2nDfIs5+DpHh+9o8mEa7NtWrJmwmLthGDdZMj6yQ5To21G622UavEnnzV55IVRJuuSUS+jVlo1O7IIi82wjIQzyxkfvauCZSr8fjx04WFoSzxbR2J4jganaejpxyDdIR8y4tQAN42YZw9JDp3ykIZFpW8hV5h/FlEttiX6jla6D9XVNc+GhAwFsM3CzUpKXX17kdTOqj2DICwruA5RjSKbjeNwwcYuSaqlbGlh9tlvc/o3lZadhbFeznSDlE4I3Z6kF0qCUBtb9opw1re9MmCsHhIUbMJelNHpZax0JMttk6WWy6mFOpdtU/ziW08SEXK8LTm+rDg6D7NnEmZPxxw9Kdl7tMLi0jg/8cqMtVMdMmFyzYVQrYbMtXo4/obeBdun/tXopP3xVhz/vdbw38n1Pa3gAD/7jnewsHAmtW33/sWFE60v3vpxPnffIfv89T7CavHnX/BYnHPZPq1YP22ydgI2TAWsnVwG1cazI5rVjMOnenzsq1MYwmHMy6h6FGt7HRjrWplOYbNjenHE0flRXEviWSmOReE6q/Bco8h90et4KfNBhc1KC+HS4rgwtJQZSiXc+bjNgQUPz5Z4RoZj0ne29W2dNieFYKWb0gtLbrjuzVMz71dwJXUrUFpFCAErbYNWR7MS3UJQoD9PMySDnsXMiORVl3W5/fGYODNJM14sZpZaE5SkEMU6viRJdeCURPVpA05o4IUmQegwM9LGIaIV+zpCO8oIeimdQNLqKnzXwmu5+E6Fn3zNPB+/u8W+Exa5jAjJme9adMOkIH6ZQJWt6+Dn39zm01/v0em6vO6KBdrptl4spv7ls0dHPrvnaCv9pXe943sNv+89wAG86iimwYk13qYLe9n6667bqT7oGfu8Ox4zMFKb89dLZsZNNq/JWD/dpVZZ5KG9IZ9/oMbVO1J++rUtkrxHJDyaLtRdvRTyCx9yz8lwC06KbfV4bL8iTlzqhSl+SdbyXG34XvNzan6G56QombPUMljpqL6bVQmcfqsgU4RMCBKHDAvPpB9q61oCz5FUPEXFN2hUBYutmHufyTGFAF9L3koPblEIpy1TUw2aVR2F/twhn/kll0ZFUE01C7EMBXBi3YvnmYlrZkBc9N6lXfLAU9EyNGGs1U1Z6WgfdtfO++FVqljQuJY2mu8ENo7tcM7GNl9/pkY3lsWKPqPby2h3FSuOgWvbVDwP2+piyhTXzPjx63tcfV6Xzz2oeGpPgyCCXpSTZja9qEazavDKnT2+/pRg0/rzulecN/nO1/3KKz79h7/wQP7On/yJfwjo/cMA3DEFQPp///nHT77q5Q/+zXN7LjOefj5737rmyfqFly+x72idjTNw3qZFXKfNh++CT941weYxB0KDM4uSj9wBYWwxU8sLW+TCaN8VOkvTSvGciDCK+NidPr2uzboxvfbXKRM6caLmQ6OSMlKLadYCgijk6Gmf+eUKVU9PVUphLehWwnMSHtsjefBZDyVNPENbENuGbn1cR1DxFSM1xbrJhFdftcipnuDhp5pYRo5jazPNQQXXGlLfSRipdbn32Q4fv9tgx7Qky0zAwFAF791WhJFWnyepxZXntrnynC5P7K+SusVNg+77DUNq22hPksuYQ/MxUc9gxM/Iiu9tKD1BcmyF1zNody1G6zY//soOj+6JaIUOQQi9KNO8k0DS7ko8x6TVcfBdm7fd1OMDn1fY6QhVq8avve00H793jg9/dYyVnirGnpK7Ho+5cLPHD79qfFk6Y//m377vgb+56w9cdl71ve27/8EBXl7/7l//GLf89c3sWLfhY2P1KdO3T/zB/Q/vGvXdkOMLHeqVHspK+es7x9k2ZnPRZpMN0xm5CHnmoI+vJA2fIk2i6L0LQx7XSah4PXYdSrnzsTojvqBi53rFX4C76glqfkqjGjM12sX3FnjfFyT3Pe5zxbYYJS1cR/RbljIL0rRS5pYFZxZsHCn12FHlfRai3rYq6pWMeiVmZiRmvJ6w1Gsw4kKS5AVtVPf2Zevh2Am+F3CmnTC7YDJTS6l6muHoFEb+UaiIHJ0MnKQmk03BVC3SjraliKA4tJqmjiOZHBG86boOd+5q8b7PjhLGpt5ACq1aMk1tc+f1FN2exWLL5aZLW5y7qcUze1wmfN2HB2FKp6ewOhLbNPAdm5G6ywXrVxAy4tBJh8YeByEm+fEbj3HvMwGutJmZDFhqe1x6XoP62Hnzjjv6n5LY+divvz37BwX3PzjAAd7xtp8FYN/h5Q8paRiXZg/83u33fGn80V0ZKvfJjCXW1m22rzHZNCPYsXGFx/dFHDk9xoQvGKkImlWTesXAdwSOlRbRgzGGEfLMYQMpi/bEAc8R/dak6mXU/YSRWsjk6DJ7TgR87ekpPGXopIEkK5J3C9wIbcwfRimHTxq0Y3vVSLAkVWlA0o9qQUAcZ3QTbVecZHl/0lFOUAxVBkBFmEZGhjb3CcKMXpTRK0d6iSSONT88jAwsw2DdVIxlJ8SpTXl2FUW8io4IyYgTi1deGPHZ+1Y4cHQE1wRTFYonS+JYCs9WtAOTTteh7rtctLHLYy+kBLEginUP3w0SpDQKmqtFvVJh/XjAznOWeW6PSd0XuI6NbY9x0YYQlbq8/IIVji/CxZfcNHf99Vf/CiQfEqL5Dw014B9givLNrq0b6jQb2ft3Xv6yX91yzmvm3nB1g8Wgw20PeOxYY3PuJskFW1q0wyU+/6CHTGwm6jDaMJgaNVgzrjnhIDBkhmUlKNXjb+6p4VgGNSensqp6Q9VL+9vQpU6HD93pMbfoU7XLoNTBoa3sv21L97L3PWGzsGzh2iWvpbR50wJou/AYNI1Uj/7IyPO8nwU57ItS2rUZUjMGhciKhDFtaRzFWWGMw5BYQRGEBiM1yXWXhjT9iChmAPChEWQOdAKD8brLT756Gb8WcKpYtbe6GZ1uQifIaHUl7a5BO7AIQo8fvq4HeUg30ecQgE4v4+SZiJPzKXOLBqcXXQxR481XhXiVDs8eSdh9KGXPoSqvv0Jgmks8tneGH37Ta+Zefs2Vv5om6fu/X+CG7yPAARrVKq5h3vz2N133n1/zmlcsLnbXsXnc46oLYi45ZxGhlrn5yzbP720wUxM0q4KxhmLLuhC/ssTuYzHdnv5HrXkRT+yD+bbPiJNTcYspi2docPuZ3ohWQny3ze2P5XzqziYjjvYTN9RqS7V+ApxKiZKMbmyilNJ2y2pgkj9sqFka2OtkYT34HpgBnRVVKPIifEp/tExfSIYYgXGfVDVsxWbqXCIz7nPD07OctLRpvmKl4/K2GzN+4MoFlqKMpa6gHeS0g5R2N6XdhVZX0epatDouTc9i57YWy4Fu0Vzb4JyNCe0o4OBsxNxSxsKKyan5GhdtqPLTr28TyojHDiTcvyvl8GyTl+9cyxVXv2rRabz6P3d73s2G2fh+Quz7C3AAy3FQpnHL1Jorf+qKC87/j//ijRfHrrPIniMx9zxtcuholWvPtfArAqkkE02YHF1h97EW+45qINhWRpSE3HKHT9BxaHo5VVcUHHJJ1c+p+Qk1LyqyPrvccmcF23SouxmWSZ+r3ZdpqSIUy4h5fK/kgT0+riOxilV+mW+jlCjshwcELdl3p1pNjYUBoLVgZvBf9TaTfhxK6W+YFhk9aSpJU0k3MLlsW8rOczr00owoLUha+RDRKtFby3bXotfzeccrW9hOl/lAsBLoKt7qprQ6eta90jFY7jhUHJd33NTGsGJ6sVYJbV8HWzd2mV2OmVtKSRJYbqfc//QIW6d8brgoYMuaiOWgi9m4PK6P7PyPr7nh8p+q1YxbalXr+w2v7z/AAUzTyZaX5r7w1rf8wJ9u3Lzt39UnXpkud+vZidMmG8d9broyplJNMJRkfCSiG3V4bLfHiC9x7ZxGJWTXoZiHn6sx6gjqHlR9Rc03aFT11KReialVelT9DnOthCPzNRqeGCj2S2lZ39hS96tZHrP3uGRhxcExC82iWL1q10uh0nqtMIYfZg/mZ70/CELrfyzPdB6mps7mhTNtOZvXap8k1cuZkapi25oeQsb0koIuWyyV4hS9no+0d8ly22VmxGC60WKhl7EUCFa6sNJJi1fOSlux3LZY6XpcdS5csLnFQlcQhBmLLZsrzhG4XqgBnmYsBz2+8ojgyPEGM02TjVNO9rY3X5/u2LHt3116xQ/86bHZM18wDet7vsT5Tq5/FAAH2LBxO4eOHIsyOXPL6Nj284R74W9csH2GS7e3Ob0ckIYxUyOCyZEO9z0rWFzyWDOutZ2N2jKfuMeh0/UYreTUXEnNVzSqgpFaymg9pFHpUfUCbLvDh+7wSWJ9EC11maWRkDGkkfScmONnUr70QAVT2XgGmKUBPPSB2285+nrGrE84GbZp619DfoX9dOIh4cOQiKYfjVmyDfVW0+FNV/XYOhHQCXWa2cDWLSeKBb0C4J2ehalcfuqmFiLuMR9IFjuw2MpZasUstxKW24KVtsHisotvefzIDS3muzFzSxnHTktGKy7XXNDj1HLMqQWwbRgfXeGBXTGpWMsrrznnN7Zv2XreBdunb+l2ZqNztm35fsOpf/2jATjAzovP5fxzNwX3P72w54G9b/m9anPTb03MbE1nl0zSzGL7hpjdswH3PFFl04TBmgmYGV/my49mPH+wzlRVUi9671pFMVrPmB4LmBlvMVJv0ah2eWR3zq0P1qlZAt/Oi4jx0m+FvkWEZSZYRsTplZxTrQq+rahY2to5K9uJYVPNcmK3yhtlUKZX2bQN/SEfShbuA76s8GWOT9H26N7aohN4jFQUI/UO3TSll+hJTVo4w0YxBJEk6Cm6gUW35/C6K1MuPW+Z+S7MdiRHF+HEotZKrrQzWoFipWMzv1TngnUWr33ZEscWE46fzjg06/OKiySbNgS8cDQlT0w2TUsuuGBLuvPCDb/12jdc+XsjztE99ea6YHrNd0+s8N24/sHHhN/J9Z9+4U18+OMfTX/ix37m/wjDWWP83rt/abK+2z7TOcUn7/YwMof1kzpR4tG9AR/8coOpiouhsiLCUNKsCqZGA8abC+w/FTBWg0Y158yyQdB2marn+DZ4ts7WtE1RUF71y7ESgiji0193mZvT9hd1R3v1BZH2EImHYgTJhxXoWT/m42zZWpllr99nYIhT5twXl2RoXm4luFYCCFodmzyH9VMh/+L6Ni8ci+lF1sDOLckI44wglHR6ik7PoBPYTI0ZjNX0tmliLGCiFnJs1sMydFDuWM8gy+DEGQelbH72B87wfpbZe1Cxdtxiw1SVn37NEp+51+TomWnOv+ii8LwLr/uf2zdM/B8P3f9RXnbN27/fsHnJ6x8lwAH+5Y+9nTw/w+HDlV+77LI3yubYjqv/8P2fk1eem1799J5FY+N0immv8Pheg6bj89orJE8dSzh2XNNhxxoJ0+PLfPHhhC/eO84bX2YzVl1CGQsoU1K10VHjrg6NtS3Rr5RKaW/xPcfgcw/WGasppmoZEw0D1w95ZK8g6yoqrq6aq9qKfjJwkcM5LF0rfrYcChP5QQT2sF+KKPjZhgGOlVGvhEijzWO7q1Qsj4kRA9eOef3LTvGJe7scO2b1nyhpmhNFGZ1At14V16QbWAShTZQopqvwuvMc3nBtl888uMQdD47QrEjWThq4TsTBk12e2z/BD1w9xqXbFnn+QMD+WYMLtka0wrXJv7gpf2B60xuzdet2POB66tcOzi6xaabx/YbLN73+0QIcQIi+ZdevPvHIp/jNX7i0euBo8BdTY8d/tNk8IG+5PWP/4QZXbLfYuaPFmajLqVN1ahXBeKPL3tmAe5+qMl6pUnEUcbLCsTMmnqWoOjk1T1GvGjSrEtOkOMiV4akpaZ7RCVzWjueM1yTb1lm8+qo22e0d7ntilPFI6yKzDMotpeaQZBhK9fWZMBA3oD+1r+LJMkmaFIfMoamLFNo3xbFTfK/LPc8E/NWto7xmp0JIm6rvsWmNhZIxmpMnigxPQS/MSNMcKQw8R1HvWjRDh3VjEbv3Z3S6FmcWJrjxglMcON5mbqlOq6NFyUfmMx7fFzE96nLZeTE/8oplHn7OIxTnZpWxdZ88vOL//PFnjrfO2XHF9xse39H1jxrgw9fOK36Y/fsPt7Zu935x+5ZD+x56Ul6Q0PvBzRPHuXBLjDQ6nJwTjFYUUyM5mejyibttFuYrvOJiyeY1IUHc5TP31KmYUHUFNd9gakQwMdpj1+GcNLZxrDLFIKPVE1Rsg7qb67SKmkAKgx98eZf7nm4SJkpTYfvuTRrcYZzR6lkYQhRCZLFK4VNY4RRCY4nv5BhmQpIZ+mvp8DKkBNvMSLOYz93vQiZZaqUsrhi0GhadwKXipGRoPxbbksyMC5I8YPdBRZyC5xg0Kha9nsMPXtvhnqd7HDhhMH3I5BWXV/kXNy7wwS84nFowWVi2WDeekxDwxAvgmiavum4HtfHmZ9duu2HXpeet+b9W2kFranrD9xsO3/H1TwbgAFu2bAA48+SzR//rRTt/asP42F6Wzuz7QSt5kvnlNgeOjbNzk2JqLOTofI89R+pcss5g8xrw/BVuudPg5OkKa2pQ8QT1qmJ6PGH99Bnu2WWystRkZtQgywTdED59j4sUSvfqjh5JGiqn4UOeZ6SZogw21uIFTX/dfUTyyDOudooaGitCocEsRBBJqg1+rrooYsvGHounHb31LPZEev2uPUwWWw5ZmhOEOZ0AOj2DLLN46w0rPH8oR0rNXVk/DUtBwP6HTdJM0axpyutyx2XtqM9PvHqZL9xjcnBWseZIhfO3tpme7HLyjMPcosV5WxSu00EaTSY3XIg/uv2zP3P1pv+Qhd3Dypn4fkPgb339kwJ4eV1y/jrarcXDm2bO/8+HDjq35Pn6f3/vY09dv2b0MGO1iGplhY/ebVM3bdZPSjauaXPbwzEPPNlg3YiByDMcSzMLp0YC9p+M2X/MYaKi1+Ogs3YOndBJbP08ThMMlZIl5ZyPItJvEN9XrvbnFmyt4Jd5P2uyLOFlRHeSaMuz6SY0vJjjSSlDW81dEWh1UZhpfkgvgl6oNZWbJzMMmQF6USWAbWtT1q/JOHHSYW0nIwgVcSKZPVXn+vMC4miJrz2kWH/CYdNMg1ddusRffi7k6CnBto0T/MefXEO1fvk9I43q/9UY3/z06bnk8OTEP52qPXz9kwQ4QKXaBNjXi/N9SrHrjifS6Z/5iUv/3Eh2bz189B5F7LB+QjDaSFjo9Nh3zOPqczxML+Tux7XjVMWFRjXg0UM58ysW65oDQCmV4dom3lAup2WmmCorQqLEgDglRSFMyDCNCGVmCMvAzrV3uaFk0aaIfgXXhjyKMDZJc4s0TYhSnbBQqoD6dsoIsiwjTrXiJozzQl9pEvQMsqw4pOY5vUjRrBhMNEL27E/pBBlRovCcgK89LvGsUbZOL/F4LWB+xeLwCYUUHtvWpmw9Z2d6wc5z9k2OzP9rb+zlJ4A94m9vdP6P6vonC/DyKrjme06eXtiT5+lrg5a5Zmr9pZ80rHtrz+4+5tvWEvuPZ4xVXF77sg4nOi0e3DVCxZM0aylHz6Tc87iJaygqnla8CJlrRb2hNO/bEriWZukZRoqUmZ5ylFmapqYLeG5MTsSH73BZ6VpsbOiAWavQfJYHzTSDOJb0QkW3ZzIzbvATN7V5+kBCK1SEUU4U5/1UsyyVZJlmJkZxRi/UVbkXGSSJBniWa9pCqyuJIptX7lzhwNGIhZZFu6uB//TRmKX5jDe9vMLmNW0WF3u0owqmu63z7v/ftSsrrexHxqc3HFdqx+F/6sAur3/yAC+vqYkRVrr54cbI2NEw6JzfC7jq/Auyvzh+8mDl8MP7G1ecexjTWiFfzJiuC2bGtVIniBSdnslYVTE5oiGYpgKlUpSh5+Nu4axVKoAo4rQNWZgTWTm+m1DzA1ynzexCE9C9u+9qvnhZvaXQ05NOKDG7BrXAIM9NZkYCgrjHYlChG2ZEUaZdAhKpDTrRZKxuCO0goxtq+mwcS9JMB8Qick7N5yws29iOgzIFaZoxOxdz8oyFpRLivMcz+21ef/36lvK2L2zfep5hGOLn6qPbHjzvXG8ZyP65gBv+kW0y/75XzRO4psjm5lqL1cbMVw7uf3bjtS9//S+9+xff+eyFF130xIHT25/03bHeuZs85jsdntyvq3HFUayfNDh38yIrnR5JmnN8Hs4saYDXPMl4M8IyY4JQB5hKodmElinwnZyRWsDBk112H804b1NM1c3wLBivG6yZUKR5SreX4TsZhoo4djrl9KJOkGsFiucOKS5Yv8z6NW3m2kKDPNbmPXkmMaXEN3VW5pnllFYnJ4wlE42MmbEIpQT1as7uYx0On1C0OxZZlnPe5oRKpc2JxQqN6kTvDdeuffKSy6989tzL3vm7B5/5qy1+pbZ908aZr1TslUUhxD8rcMM/owo+fG3bMg2QdboJCPn+TPY+oJTiqss3qnrtvD8dmTa3P/HcC9dW1LJ6bG+HxRWDl23t8ezRmJOLOTtVzF2Pe3SXFfVmzlgjI0g6fP0pxWVbPexKGylKB1lJxcsQssPH7nJoepu59uJl7nkkwjZdpsYU2zcGHJxLiLsGzWpCkLV4/ohFmnpsmFKsdOG+Z8b48esUlVqHv/isQTvwiJJcV/FMYhoGmycFF5+Tsm825syyhRAxo7WcV+5MeOSZjKmRjDhd5sDsCBduhxsuiuj1xrnykmpaqey4b7pl7onCzruiOE8Nw+E1P3pzvnbduu73+9/re3n9swR4efle/8cr9yfJ7gPzP7/5PLu5edtl73numdutLz9Bun5N/dKtW7LLvvaYgchi0nSFw8cbvPGanG88l6GMhGcPxhw+7rBzs56auBbUq7JoURL2npCcPOOzdUeFhaWMPMtwbEGjljPW7JBL7QprGhntKOH0imKiltGLtLf4eNViYbHJtvWLbFqTELR18OtiSzE2YpLkEiklO9ZLXK/L8VkPJQM+9bUm60cU9yYBnY7Jtg11ZhfXMNIMHnv9Nacf33V0o3r5da+Oxkeb/wWixe+lyc4/xuufNcBf6tqxeRRgEfg3ALffcQ9pLq5fO9Z5TWZ1fsSz4nPWTRxjza4zjI2FOFZEkvQ4OAsTdXDsHksrFp6t2LExQ4oO7UBg2glVR9GsgmXnGIbCULJIiQjxTZNE6tl3EufESUwY58SJJIpNOpFgoQXtrk2W9ai4Oa1ewu7DsHbSZKQi6XTh5DxM1hIOHApoB4JW4DNSr3DjNes4Z3OTNdPWC5NL9U+6o85XkzS/5x03XPf9/pV/X6//1wH87OvVN10PcM/JU4v33DjDvbaZbGm3T2QjjS9k69et2/STUxO/MuHswx9RrCwvcPtjHWpVB7KETTMRrW6P42dGON0ysaRivJlgeRFTDY/xRkYYKZ7YZ3LstMXWKTi5oNi2IefSrRF5mnNmSVKt+Cx1MpJOShxKrtgaMjefcLodsrIiuLobs3lUUt2wQjcapeluZXpdxujMWjZ35n5Ppu2DP/6aG+To6ISsV9V+4Cu2O/L9/tX+o7j+Xw/w8pqabAJ8pfzzmbk5DMNuLC2eeODMyZhqU8WWe/5/PHFGvrpRydh2bkbW+wb7Ty4wM2pz8MwoW9ebrJtaYaXbZstkhR0bOpyYr9JOdeze2ok2LxxVbF4jmGhk9IKIR/ZJgkjRbvdoJSlzKy6TYzlnll12bm1xeqnO1vNeQ2ONYrQuOL0ob2+H8R9ushJzbPpi3nH5mnt6Ybg0Ovb90z3+Y77+P4B/k2tsfBxgCfg8wMriMRDs3tAVk0rm2cYg5t57n+HUUsCO9ZqwVfPjeGT62t+0OrNvvOpyN54ZC3FmKxh2zMy0wfmbIyJH4dZhw8YEy7CxT8N4I+OVL8f0ncYX5089/puu55txbrFxuoPpeEyuuZjxGRPTFHJsRp0CDq5fO/39/hX9k7j+ec2Evs/XnucfQCAmg86e+vFTKh+pRxw/7WHbCYstg81rIp45oNg2I1hoZbiWwcH5nHE/ZylQYuu6tct5np+66RUv/37/KP9srv8H9O2dBpDq1BcAAAAldEVYdGRhdGU6Y3JlYXRlADIwMjAtMTEtMDdUMTg6NTI6MTUrMDA6MDBv3ETEAAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIwLTExLTA3VDE4OjUyOjE1KzAwOjAwHoH8eAAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi41LCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvSM8oowAAAABJRU5ErkJggg==', 'weight': 14}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 49672201
    {'hecke_orbit_code': 31525197626474640, 'n': 1, 'trace_an': 1}
  • id: 49672202
    {'hecke_orbit_code': 31525197626474640, 'n': 2, 'trace_an': 0}
  • id: 49672203
    {'hecke_orbit_code': 31525197626474640, 'n': 3, 'trace_an': 0}
  • id: 49672204
    {'hecke_orbit_code': 31525197626474640, 'n': 4, 'trace_an': 0}
  • id: 49672205
    {'hecke_orbit_code': 31525197626474640, 'n': 5, 'trace_an': 15936}
  • id: 49672206
    {'hecke_orbit_code': 31525197626474640, 'n': 6, 'trace_an': 0}
  • id: 49672207
    {'hecke_orbit_code': 31525197626474640, 'n': 7, 'trace_an': -98252}
  • id: 49672208
    {'hecke_orbit_code': 31525197626474640, 'n': 8, 'trace_an': 0}
  • id: 49672209
    {'hecke_orbit_code': 31525197626474640, 'n': 9, 'trace_an': 0}
  • id: 49672210
    {'hecke_orbit_code': 31525197626474640, 'n': 10, 'trace_an': 0}
  • id: 49672211
    {'hecke_orbit_code': 31525197626474640, 'n': 11, 'trace_an': 1630464}
  • id: 49672212
    {'hecke_orbit_code': 31525197626474640, 'n': 12, 'trace_an': 0}
  • id: 49672213
    {'hecke_orbit_code': 31525197626474640, 'n': 13, 'trace_an': 22316306}
  • id: 49672214
    {'hecke_orbit_code': 31525197626474640, 'n': 14, 'trace_an': 0}
  • id: 49672215
    {'hecke_orbit_code': 31525197626474640, 'n': 15, 'trace_an': 0}
  • id: 49672216
    {'hecke_orbit_code': 31525197626474640, 'n': 16, 'trace_an': 0}
  • id: 49672217
    {'hecke_orbit_code': 31525197626474640, 'n': 17, 'trace_an': 122937984}
  • id: 49672218
    {'hecke_orbit_code': 31525197626474640, 'n': 18, 'trace_an': 0}
  • id: 49672219
    {'hecke_orbit_code': 31525197626474640, 'n': 19, 'trace_an': 74272984}
  • id: 49672220
    {'hecke_orbit_code': 31525197626474640, 'n': 20, 'trace_an': 0}
  • id: 49672221
    {'hecke_orbit_code': 31525197626474640, 'n': 21, 'trace_an': 0}
  • id: 49672222
    {'hecke_orbit_code': 31525197626474640, 'n': 22, 'trace_an': 0}
  • id: 49672223
    {'hecke_orbit_code': 31525197626474640, 'n': 23, 'trace_an': -1069509120}
  • id: 49672224
    {'hecke_orbit_code': 31525197626474640, 'n': 24, 'trace_an': 0}
  • id: 49672225
    {'hecke_orbit_code': 31525197626474640, 'n': 25, 'trace_an': -966747029}
  • id: 49672226
    {'hecke_orbit_code': 31525197626474640, 'n': 26, 'trace_an': 0}
  • id: 49672227
    {'hecke_orbit_code': 31525197626474640, 'n': 27, 'trace_an': 0}
  • id: 49672228
    {'hecke_orbit_code': 31525197626474640, 'n': 28, 'trace_an': 0}
  • id: 49672229
    {'hecke_orbit_code': 31525197626474640, 'n': 29, 'trace_an': 5607090624}
  • id: 49672230
    {'hecke_orbit_code': 31525197626474640, 'n': 30, 'trace_an': 0}
  • id: 49672231
    {'hecke_orbit_code': 31525197626474640, 'n': 31, 'trace_an': -2162031116}
  • id: 49672232
    {'hecke_orbit_code': 31525197626474640, 'n': 32, 'trace_an': 0}
  • id: 49672233
    {'hecke_orbit_code': 31525197626474640, 'n': 33, 'trace_an': 0}
  • id: 49672234
    {'hecke_orbit_code': 31525197626474640, 'n': 34, 'trace_an': 0}
  • id: 49672235
    {'hecke_orbit_code': 31525197626474640, 'n': 35, 'trace_an': -1565743872}
  • id: 49672236
    {'hecke_orbit_code': 31525197626474640, 'n': 36, 'trace_an': 0}
  • id: 49672237
    {'hecke_orbit_code': 31525197626474640, 'n': 37, 'trace_an': -5959452922}
  • id: 49672238
    {'hecke_orbit_code': 31525197626474640, 'n': 38, 'trace_an': 0}
  • id: 49672239
    {'hecke_orbit_code': 31525197626474640, 'n': 39, 'trace_an': 0}
  • id: 49672240
    {'hecke_orbit_code': 31525197626474640, 'n': 40, 'trace_an': 0}
  • id: 49672241
    {'hecke_orbit_code': 31525197626474640, 'n': 41, 'trace_an': -21676851840}
  • id: 49672242
    {'hecke_orbit_code': 31525197626474640, 'n': 42, 'trace_an': 0}
  • id: 49672243
    {'hecke_orbit_code': 31525197626474640, 'n': 43, 'trace_an': 61101030232}
  • id: 49672244
    {'hecke_orbit_code': 31525197626474640, 'n': 44, 'trace_an': 0}
  • id: 49672245
    {'hecke_orbit_code': 31525197626474640, 'n': 45, 'trace_an': 0}
  • id: 49672246
    {'hecke_orbit_code': 31525197626474640, 'n': 46, 'trace_an': 0}
  • id: 49672247
    {'hecke_orbit_code': 31525197626474640, 'n': 47, 'trace_an': 136471948800}
  • id: 49672248
    {'hecke_orbit_code': 31525197626474640, 'n': 48, 'trace_an': 0}
  • id: 49672249
    {'hecke_orbit_code': 31525197626474640, 'n': 49, 'trace_an': -87235554903}
  • id: 49672250
    {'hecke_orbit_code': 31525197626474640, 'n': 50, 'trace_an': 0}
  • id: 49672251
    {'hecke_orbit_code': 31525197626474640, 'n': 51, 'trace_an': 0}
  • id: 49672252
    {'hecke_orbit_code': 31525197626474640, 'n': 52, 'trace_an': 0}
  • id: 49672253
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  • id: 49672430
    {'hecke_orbit_code': 31525197626474640, 'n': 821, 'trace_an': -16821678465820691520}
  • id: 49672431
    {'hecke_orbit_code': 31525197626474640, 'n': 823, 'trace_an': 14780808092021232676}
  • id: 49672432
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  • id: 49672433
    {'hecke_orbit_code': 31525197626474640, 'n': 829, 'trace_an': 16609528088847490466}
  • id: 49672434
    {'hecke_orbit_code': 31525197626474640, 'n': 839, 'trace_an': -2371985372486258688}
  • id: 49672435
    {'hecke_orbit_code': 31525197626474640, 'n': 841, 'trace_an': 21178836552790107187}
  • id: 49672436
    {'hecke_orbit_code': 31525197626474640, 'n': 853, 'trace_an': -9237843105732737002}
  • id: 49672437
    {'hecke_orbit_code': 31525197626474640, 'n': 857, 'trace_an': -4406799076084411008}
  • id: 49672438
    {'hecke_orbit_code': 31525197626474640, 'n': 859, 'trace_an': -9821194693677259160}
  • id: 49672439
    {'hecke_orbit_code': 31525197626474640, 'n': 863, 'trace_an': 14716761882871021056}
  • id: 49672440
    {'hecke_orbit_code': 31525197626474640, 'n': 877, 'trace_an': 11446826569577679182}
  • id: 49672441
    {'hecke_orbit_code': 31525197626474640, 'n': 881, 'trace_an': 6446603661201068544}
  • id: 49672442
    {'hecke_orbit_code': 31525197626474640, 'n': 883, 'trace_an': -1620469543797488936}
  • id: 49672443
    {'hecke_orbit_code': 31525197626474640, 'n': 887, 'trace_an': 5242736479717327872}
  • id: 49672444
    {'hecke_orbit_code': 31525197626474640, 'n': 907, 'trace_an': 2170946828264267080}
  • id: 49672445
    {'hecke_orbit_code': 31525197626474640, 'n': 911, 'trace_an': -8792672551806743040}
  • id: 49672446
    {'hecke_orbit_code': 31525197626474640, 'n': 919, 'trace_an': 25160786002602877732}
  • id: 49672447
    {'hecke_orbit_code': 31525197626474640, 'n': 929, 'trace_an': 1291490630165986176}
  • id: 49672448
    {'hecke_orbit_code': 31525197626474640, 'n': 937, 'trace_an': 25846797750487967738}
  • id: 49672449
    {'hecke_orbit_code': 31525197626474640, 'n': 941, 'trace_an': 16410932879666964288}
  • id: 49672450
    {'hecke_orbit_code': 31525197626474640, 'n': 947, 'trace_an': 6999921744970983936}
  • id: 49672451
    {'hecke_orbit_code': 31525197626474640, 'n': 953, 'trace_an': -23336285254184361600}
  • id: 49672452
    {'hecke_orbit_code': 31525197626474640, 'n': 961, 'trace_an': -19743167750892837135}
  • id: 49672453
    {'hecke_orbit_code': 31525197626474640, 'n': 967, 'trace_an': 27177759734018653948}
  • id: 49672454
    {'hecke_orbit_code': 31525197626474640, 'n': 971, 'trace_an': 35269829818854471936}
  • id: 49672455
    {'hecke_orbit_code': 31525197626474640, 'n': 977, 'trace_an': -1345201125615221376}
  • id: 49672456
    {'hecke_orbit_code': 31525197626474640, 'n': 983, 'trace_an': -10766512245548762112}
  • id: 49672457
    {'hecke_orbit_code': 31525197626474640, 'n': 991, 'trace_an': -6525103879595170172}
  • id: 49672458
    {'hecke_orbit_code': 31525197626474640, 'n': 997, 'trace_an': 29779738341748133894}