Newform data - 75.18.a.j

Formats: - HTML - YAML - JSON - 2026-09-06T20:31:57.457046

• 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': 24300, 'analytic_conductor': 137.41656550841975, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1], [5, -1]], 'atkin_lehner_string': '+-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [75, 1, [26, 52], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 6, 'field_disc': 959286186590256731152350035116832671203493056, 'field_disc_factorization': [[2, 6], [3, 1], [41, 1], [139, 1], [876694546731751852620662648341844211707, 1]], 'field_poly': [-149217035286528, -6623241804288, 72695152416, 45393344, -580318, -2, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [436009513623552, -13933788526592, 54300836896, 171809536, -532718, -338, 1]]], 'hecke_orbit': 10, 'hecke_orbit_code': 40532396948324427, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 19440000000, 'hecke_ring_index_factorization': [[2, 10], [3, 5], [5, 7]], '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': True, 'label': '75.18.a.j', 'level': 75, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'minimal_twist': '75.18.a.i', 'prim_orbit_index': 1, 'qexp_display': 'q+(56+\\beta _{1})q^{2}-3^{8}q^{3}+(65542-3\\beta _{1}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '17.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '75.18.a', 'trace_display': [338, -39366, 0, -20999794], 'trace_hash': 855668790728980674, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.111', 'prec': 10}, {'__RealLiteral__': 0, 'data': '5.616', 'prec': 14}, {'__RealLiteral__': 0, 'data': '2.474', 'prec': 14}, {'__RealLiteral__': 0, 'data': '86.051', 'prec': 17}, {'__RealLiteral__': 0, 'data': '93.474', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2092.556', 'prec': 24}], 'trace_zratio': 0, 'traces': [6, 338, -39366, 393248, 0, -2217618, -20999794, -25242756, 258280326, 0, 85907324, -2580100128, -344649098, 4962466602, 0, 13788291320, -48742285828, 14549791698, 27193720402, 0, 137779648434, -336975966076, 71031572148, 165617722116, 0, 611333714642, -1694577218886, -136912343008, -686216807636, 0, -1873231882354, -6803078403464, -563637952764, 912815171396, 0, 16928036939808, -19242169234164, 18566472971078, 2261242731978, 0, 221880229804096, -32558743375722, 61700614892950, -41956372268096, 0, 652819536934476, -314747038040020, -90464979350520, -101690853393620, 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• mf_hecke_nf •

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

  
  {'an': [[1, 0, 0, 0, 0, 0], [56, 1, 0, 0, 0, 0], [-6561, 0, 0, 0, 0, 0], [65542, -3, 1, 0, 0, 0], [0, 0, 0, 0, 0, 0], [-367416, -6561, 0, 0, 0, 0], [-3501733, 5292, 9, -1, 0, 0], [-4226294, 57521, -17, 0, 1, 0], [43046721, 0, 0, 0, 0, 0], [0, 0, 0, 0, 0, 0], [14416118, -294389, -333, -30, 8, 5], [-430021062, 19683, -6561, 0, 0, 0], [-57621173, 545797, -6890, -63, 60, -53], [827986228, -2732485, 6664, -438, 92, -26], [0, 0, 0, 0, 0, 0], [2301175472, -9381364, -140, -748, -222, 44], [-8124755630, 3167063, -43663, -576, 344, 33], [2410616376, 43046721, 0, 0, 0, 0], [4527407763, 14694515, -53271, 4332, 1200, 461], [0, 0, 0, 0, 0, 0], [22974870213, -34720812, -59049, 6561, 0, 0], [-56159412428, -10254340, 491412, -17174, 552, 182], [11652158646, 558867813, 448287, 5964, 3956, 3263], [27728714934, -377395281, 111537, 0, -6561, 0], [0, 0, 0, 0, 0, 0], [102202189376, -943332323, 3528372, -93144, -14332, -5464], [-282429536481, 0, 0, 0, 0, 0], [-23185294786, 1096974753, 2598373, -139728, 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-657724475555370390068, -1377496536919780845235]], 'char_orbit_index': 1, 'field_poly': [-149217035286528, -6623241804288, 72695152416, 45393344, -580318, -2, 1], 'hecke_orbit_code': 40532396948324427, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 1, 549824, 1, 549824], 'hecke_ring_inverse_denominators': [1, 1, 1, 1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0], [193478, -115, 1, 0, 0, 0], [-22226150, 329577, -185, 0, 1, 0], [63761417968, -82924884, 415700, -748, -446, 44], [-16034217215508, 124388741638, -142211366, 65032, 594498, -36168]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0], [-193478, 115, 1, 0, 0, 0], [-5311831526144, 8908591328, 241652944, 227886, -822, -1], [-13567280, -308302, 185, 1, 0, 0], [42361145436544, -1127935764192, -55442192, 9447278, -1478, -17]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 6, 'label': '75.18.a.j', 'level': 75, 'maxp': 2999, 'weight': 18}
• mf_newspaces •

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

  
  {'ALdims': [12, 14, 14, 13], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3], 'ALdims_old': [28, 28, 28, 27], 'Nk2': 24300, 'analytic_conductor': 137.41656550841975, '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': [75, 1, [26, 52], [1, 1]], 'conrey_index': 1, 'cusp_dim': 164, 'dim': 53, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 301989963, 'hecke_orbit_dims': [1, 2, 2, 3, 3, 4, 5, 5, 6, 6, 8, 8], 'label': '75.18.a', 'level': 75, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'mf_dim': 176, 'mf_new_dim': 53, 'num_forms': 12, 'plus_dim': 25, 'prim_orbit_index': 1, 'relative_dim': 53, 'sturm_bound': 180, 'trace_bound': 2, 'trace_display': [286, 6561, 0, 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-17607051261624184934794128, -2244427165550463827673240, -76681723624334300318970996, 12541987445110198047954300, 0, 21173923122393300329687171, -54453499782800528653928156, -27599821531055809293201606, 69714863375034758821462064, 0, 18967841748935998191807408, 28197694075705764471870360, 104727244369326378502545680, 21199147838166664202941818, 0, 23992115667417401905077912, 39319062010580158958254968, 15752879413360563089036814, -16189449295083700346270412, 0, 26730366979035185340178328, -80066931651104099609252798, -62669953031521002719846328, -57835709164899870453527220, 0, 12316785522116126759076096, 35354191461912413504184960, 56854290556832297168179256, -7969873225898856562353252, 0, -78931887715362779848077000, 33877240872207076126703187, -85047032908664168411948640, 86772332138736698425672320, 0, 37987101163060338957850234, -79785910935904753799727312, -6394618289551204434230622, 32635143040827761933892280, 0, 25870514852807699516859528, -34046603179341699977755050, 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43482892650497273997151362, 94870494109432206986043312, 41116178539334620320469904, -12937264733854302400626408, 0, 13404715567703141406933024, 15347320007118132933327096, -111270877340457070844819100, 7318010666870573217256578, 0, 93706256227078741441676144, 20233045887115422738038784, -36739792248473474923709304, -50787999256677025442518072, 0, 11341657527260689547697888, 10077550111594647477235914, 130283033625133547417199600, -37371915762671787637575888, 0, -110258331251771156828311698, 9485405649378970552115676, -28108924173038699553054240, 91783521005778854752705968, 0, 271548554000890771511977176, 61639392057342181560642276, -64488028950743498576700840, -2914118356672092824061344, 0, -7093379451975989205775878, -112681921516086926383876440, 51632998273405393328010802, 38103985284837304217796972, 0, -100697536722381415582530768, -28044425339191999168148952, -28886226411599783105430600, 102384367147656428148443244, 0, -30767741060734983284667669, -77890025851037971775865880, -49310564903328326904438228, -83403963325011246830275528, 0, -23134973569273414028285784, 93395557027373593219002888, 144958643056706952920737980, 53120604993393877871203044, 0, 42081016549421042399740032, 1546989983672239848354444, -92243923060910650774477440, -338899373843765789257620540, 0, 24970088494142553388196616, -148754229133927237020531782, -6610405910119314219769536, 187160531827106719602071928, 0, 15011741228903045047127448, -44055085813521937765560612, -35384374655597811756722880, 50751843615101049015976920, 0, -380864929036936398304598712, -10056412023476009613471360, 191421475838155388425123632, -23211252402551069569761804, 0, 94817608408642116533586946, -12373843790528858556608760, -10478607946032151972726668, 167503942059939833015513808, 0, 97258387330760614814368152, -189597015870064260106835154, 59559311528939159840745664, -16404302094080693341928922, 0], 'weight': 18, 'weight_parity': 1}
• mf_twists_nf •

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

  
  
  • id: 66158
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 10, 'source_is_minimal': True, 'source_label': '75.18.a.j', 'source_level': 75, 'target_char_orbit': 1, 'target_dim': 6, 'target_hecke_orbit': 9, 'target_is_minimal': True, 'target_label': '75.18.a.i', 'target_level': 75, 'twist_class_label': '75.18.a.i', 'twist_class_level': 75, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 18}
  • id: 66159
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 10, 'source_is_minimal': True, 'source_label': '75.18.a.j', 'source_level': 75, 'target_char_orbit': 1, 'target_dim': 6, 'target_hecke_orbit': 10, 'target_is_minimal': True, 'target_label': '75.18.a.j', 'target_level': 75, 'twist_class_label': '75.18.a.i', 'twist_class_level': 75, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 18}
  • id: 66160
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 10, 'source_is_minimal': True, 'source_label': '75.18.a.j', 'source_level': 75, 'target_char_orbit': 2, 'target_dim': 12, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '75.18.b.h', 'target_level': 75, 'twist_class_label': '75.18.a.i', 'twist_class_level': 75, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 18}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 237925
    {'charpoly_factorization': [[[436009513623552, -13933788526592, 54300836896, 171809536, -532718, -338, 1], 1]], 'hecke_orbit_code': 40532396948324427, 'p': 2}
  • id: 237926
    {'charpoly_factorization': [[[6561, 1], 6]], 'hecke_orbit_code': 40532396948324427, 'p': 3}
  • id: 237927
    {'charpoly_factorization': [[[0, 1], 6]], 'hecke_orbit_code': 40532396948324427, 'p': 5}
  • id: 237928
    {'charpoly_factorization': [[[226067477501964710464577184883025458319625, 133813075449634512804995702354759250, 303223977709418958872777055, -7973192670256828959588, -426550441243593, 20999794, 1], 1]], 'hecke_orbit_code': 40532396948324427, 'p': 7}
  • id: 237929
    {'charpoly_factorization': [[[-24913011121301178161909772805682141189046975199657152, -163429031730516593527951720246917656000110016, 620337939798185134268073831032350576, 273111018673299710962798432, -1536432837335599892, -85907324, 1], 1]], 'hecke_orbit_code': 40532396948324427, 'p': 11}
  • id: 237930
    {'charpoly_factorization': [[[-4691153323962440517436479945850062865478033789449490563663, 440870177755067703432061143482551213379001976522, 951856007026387842027147864489218608111, -29775404732421384473790526836, -56030703714310703233, 344649098, 1], 1]], 'hecke_orbit_code': 40532396948324427, 'p': 13}
  • id: 237931
    {'charpoly_factorization': [[[-15347894721500893517969993081459429501137388418099645099777216, 3179215725042415829542975112165066192680652959455808, 3098377452666173244008403384168299075440, -22975348561358773371243814835360, -70743406664573118740, 48742285828, 1], 1]], 'hecke_orbit_code': 40532396948324427, 'p': 17}
  • id: 237932
    {'charpoly_factorization': [[[-76185646882397650444078733099342202644017214056164733993402972375, 2520642924672221294823602124563558397199414479151055950, 143500552919025035017171379482538337183610015, 110256799751923731742650024551076, -23263464047195031647017, -27193720402, 1], 1]], 'hecke_orbit_code': 40532396948324427, 'p': 19}
  • id: 237933
    {'charpoly_factorization': [[[913879067518053913715044138922177148705411564715318276267531332168000, -16300876961160396143566206817488643768927870059403518792000, 60382502436108017238699119186592606707315138160, 88925945274308601709061773043229984, -515316267334886464536372, -71031572148, 1], 1]], 'hecke_orbit_code': 40532396948324427, 'p': 23}
  • id: 237934
    {'charpoly_factorization': [[[13946988274597179806245158504103434384815570352943679365941255560946120000, 70226754142128030794280551050350849094158855691965522508270400, 73770234573975006803863578904284881070617681937520, -39960171244030527862396768309866705952, -25675396790286945860028788, 686216807636, 1], 1]], 'hecke_orbit_code': 40532396948324427, 'p': 29}
  • id: 237935
    {'charpoly_factorization': [[[4695528162548295815710296930349261154478434720480910053371323042764015625, 100755307489006959506672691565418616440373057936704715023111250, 169653294494758829189454860593446759679753949428575, 26576607320160734539372233598596197532, -43651639864797183446142153, 1873231882354, 1], 1]], 'hecke_orbit_code': 40532396948324427, 'p': 31}
  • id: 237936
    {'charpoly_factorization': [[[11240672473221640158858101605514488880242521963499296893851966552975095351592000, 2038613270140485617114655280651165949399323593221908878964125345600, 25793620037789332615659512234299466858801524536952560, -12867793342930301119682032857776575216288, -527015600573036285756849028, 19242169234164, 1], 1]], 'hecke_orbit_code': 40532396948324427, 'p': 37}
  • id: 237937
    {'charpoly_factorization': [[[-14628405534069901181828739398751885181837936314396961131112626398490200978079744000, 1835094742304124550475380590440451353282096899359312831841623760486400, -60024743167641380041691313605389945191518582809895244800, 365812012788620272684691883691369302175232, 12918548668042734895809411472, -221880229804096, 1], 1]], 'hecke_orbit_code': 40532396948324427, 'p': 41}
  • id: 237938
    {'charpoly_factorization': [[[-336448584216989944314705176023440999063037255195436599202772341144905065885297116191, -2875400252614143200059308840831217907025308023226188183088476978102550, 151876665837245051542676758638464626938706116648955178383, 877348030565646527165439089098664796703500, -22336455224340669250944714193, -61700614892950, 1], 1]], 'hecke_orbit_code': 40532396948324427, 'p': 43}
  • id: 237939
    {'charpoly_factorization': [[[3372681319926259527498315636989851138765020124654794782488565249431826727554604373056, 198508400924307085351144061066812542806890763271556015944408156186137920, -1003807721708495869901335869428775940198975023429009546512, -29505582188366875205012220108708916246662560, -77116032397840834316300514692, 314747038040020, 1], 1]], 'hecke_orbit_code': 40532396948324427, 'p': 47}
  • id: 237940
    {'charpoly_factorization': [[[-3762563182945205192224364030408892305794797062882592667086013253580693694887722099712000, -47175024581781004279925160069959089176342762549873793243147718322696857600, -201450442863909146512219997562459629935788189681802068657920, -255631972664799868964956999398351541177235456, 438679229157036955221961205248, 1423050064341352, 1], 1]], 'hecke_orbit_code': 40532396948324427, 'p': 53}
  • id: 237941
    {'charpoly_factorization': [[[1450666237937529640881112125095233621576378572275286747396954801874000827271242858683880000, 3104900819608336720225978917972275413278537314513736461074603225654829502400, -1277835019333101574683144527043814691370167358349999393590800, -6159795328790613978046638348490271477064621536, -2343164310639423045838581161252, 1863818311706812, 1], 1]], 'hecke_orbit_code': 40532396948324427, 'p': 59}
  • id: 237942
    {'charpoly_factorization': [[[297722077058368536586651227132542407851120577447572531572653877797853395553227897877566721, -2833242609106050335381723205548162845048499034295532795258581234695316884410, -2202325885289399166855626846408529130976681231579439223177457, 10134066778323241718543769859790654321482802580, -3053427441926526036080528968177, -2566675276206010, 1], 1]], 'hecke_orbit_code': 40532396948324427, 'p': 61}
  • id: 237943
    {'charpoly_factorization': [[[-291163409938155045896405387357749371025920867466482066928347108658405262161354870802845916391, -119914076156627894113856574823266186944921806409676976552768122307833831014142, 183550387667987376464393794548434194268141872372854319020169215, 32961319930308833678650301898671661670848953340, -28751350841498459682169653734265, -1098817645784222, 1], 1]], 'hecke_orbit_code': 40532396948324427, 'p': 67}
  • id: 237944
    {'charpoly_factorization': [[[9286226555345425599958447259445444602222353362643868871892711125496554732289370276452014096384, 8738767285577224405719749965800151477893334861592553395422555723969048313643008, 1655941147379025773053256401835135557500415781619074947047255040, -409949562276503859562384444041813941900574722560, -104560259998712958235958823257840, 2129839058265728, 1], 1]], 'hecke_orbit_code': 40532396948324427, 'p': 71}
  • id: 237945
    {'charpoly_factorization': [[[-3330214016848417332364984846294971408982296644173067795997640342921917308192399893275251800000, 2952109596291255538854560294219288190077782008729727227238318281169827378529600, -36931236697896234242506465624202896678256706943691377459527440, -366914309060380682046304348795613472223198712736, 6879458948914086503990578587068, 13688077112354132, 1], 1]], 'hecke_orbit_code': 40532396948324427, 'p': 73}
  • id: 237946
    {'charpoly_factorization': [[[-23134646846944709734408403258070080007663904457584733073954673138255327670115742958839922688000000, 501396577564358238858714809160782665697941484956192294506676201179469735526400000, 254409928302093374425748098552907287931404947264852513370275840000, -3223999340710494778683933222763973922378485760000, -905580497118205008844300311955200, 4340635048065760, 1], 1]], 'hecke_orbit_code': 40532396948324427, 'p': 79}
  • id: 237947
    {'charpoly_factorization': [[[-1065267059846133065296495043111959332814907503221003764309505126066920408009303742569013843728832, 362766163889093873382113635881288689269712597817759992581886776631932572403737024, 83610158796254586977635156481279179817217260898127405449990341616, -7167616346082572807704181463484858354023475201248, -1120578516739791826125201404727012, 306584076554076, 1], 1]], 'hecke_orbit_code': 40532396948324427, 'p': 83}
  • id: 237948
    {'charpoly_factorization': [[[660979590922747501069156600703986315297500556214889473592862238748536406411412497816994933899264000, -40653050598109184182256300770706057224164509101183278535409819573470931689301606400, -1658901927129502288658758382561169674839846024294624308729037455360, 114988283091397172521381224745614112559725681115136, 221470035957345967420688458576128, -82066415686814592, 1], 1]], 'hecke_orbit_code': 40532396948324427, 'p': 89}
  • id: 237949
    {'charpoly_factorization': [[[13534248596451958010186183354820808676213290622363639397246606056757651865378940971993268817985246369, 2125048290947284135451762023313688776582656430429438319702544554084878416877584618458, 67545649136975412943926674268264909197701421050923307357955029377615, -76176434399351652494523728928589743464643070667860, -17156290655783551824150536136672465, -13942082667796902, 1], 1]], 'hecke_orbit_code': 40532396948324427, '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': 10, 'label': '75.18.a.j', 'level': 75, 'portrait': 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAAB3RJTUUH5AsHEjIapLYgiQAAABBjYU52AAAA1wAAANcAAAAQAAAADnCbpecAAIAASURBVHja7P13vGTZVd6Nf/c++4RKt+rmzjlO98z0hJ4cNRploYwwIIEBw88Y4xe/trH9GoN5jcEyNgYbjBFByICsnFDWjCaH7pnumc65+97um1PlqpP2/v1xToXbI7DNiy2EfT5zVN23u1VV5zxn7Wc961lrC/7P8Zd2fOqLTyOlGD9+brJoYmPWDds4tuTly3UeuGlI3HVDfumpIzHrhpeHb9s7ZV49tx7PkYwPN8nnYqHlzgqYueF19wOsBcpASwjxnf5q37WH+k5/gO+Wo16bBtiqZDQ+taB0pR7wmc98lp3rp9mydhnPcrh07TPhirn1F1qNlbcpYcKpWYfxIUHYbFOvRM7U1OLvXZ0SiLj9o1cHGsHM3CJrh2GyHTCQj+12dOVPf+MPz/zCqWufE//+X/zYv56buvzJTPzKy83KWSuIPaaXlPQcNWfg8vbN49/pS/Jdcfyf0PBnHJcn53FcpzQ7M/vAmVNn2bGpGWZz+Z8R8OiVWYt6K+Lo0VfIZ8rsWFelXLe4Op8B7ROFEYMFw9mrDvu2xswsSAYHIgo5l4sziliHjOQF00sh+7dpzl+VDA1oHMfB8xSXFyTlBuwai9i5ucSePTfjRw6T8wrLEt/QYf3XNo859o5dexgeW/NUFARl2xv9Tl+yv5LH/wF4epy/ugLwxtF8uL1cXtGPPf5JfWG+uHXL+Ng/XpifYPsGqFZnIJxnYt5jsS7RxsGzDQXXMF+LOD/TZt2QRzFjYYmQkQGHnRstmm0Q0mdqQdEOYHpJYOHQ8kO2bzSMDzaQSHLZgDWjdc5ODLFczpDzYhwV0fZjlqsWkwuGTeuG2LhuLRtHQzZv2koUXPqVbz7Xuvze93xAFgdLcnxEXwS+JsT/ifDwfwDOM888SazFA5vHG2948tXme13p79ZBm8PHznH8apOb18XMlxtsHle4jmCwoJmruCjLIIVmbSlmct4jlzW8fNGn6Qs8B5YqsHVEkc24jI9EPLC/xqnLA7x8RnB6MuLufTHrhjW5nGDjeJnFsoXnQss3HD07TD4juTTvsGawjRTgWjGLFUkuE2NMzOa1beq1Ae68qcKlqVEGhm+kkHdYO2qfPTs1+qm9mzNfj2Lz1ME77/1OX+Lv6PG/HcBbjRq24w5WK0v/6vEnvukcOnYl3rle3bp2OLztxPkFLs8tMlrMMb+YZ7ZW5wdeJ3j6VZdt61s0mg4zZQs/FLgqYu+GmLFBn+W65NVLA4SRYOe6NvN1ixu3tTh/xabWVgQ+HNzb4Ny1LIVMwJkpxZ27JEHoU2srXp2QHNgcU63bbF8fEISS45cFS3WPNSXYvbGOoyR+CHMrNnU/YvsaxVOvwvtfX2F+ocTVhRrDpSatYCO+GWf9CC+PDJSPSHe7ddfdbw5GR0b+qe/7K8PDA9/pW/C/9PhrD/DJyQmUUuL5559j8zpjWXbht6Iw2HXpyuX7lJ60nng5ZONYi5EBw7W5HE+eaPGDb65DOMY3X9KsXdtkPJ9hfiVi7Sgcu2gRGhBYrB+MuXVXnZW6oNH2OH1ZsW9bDdtxqDclUgh2b9Acu6BZrGVohnVu3hbQaA2wUhO8el6ya1OEFoJKU5NxDTdtlpy8rGgFIeWaxa07DeNDIZaIiGKbo5ccNowaFpYshgZrbBzJ89hhG2Mv8oHXCx4/NMqVuRob1xi2rXN4+UKBG3ePx2vXbn8mn8+dWynXf3J8oB3fcc+bsN2CMUZTyP711Rr+Wn6zVm0a11Hy8nTF+9F/9Pf9//yvPvQPtI4/UF08GR46Fe2Jte81Gy02jvqEoeLCbI2RksvGcYvhS3lePBXyrnsr7NsyxOOvOGzf0GS8mGdiJuLg7oCz1xyKuRCQnJzIsnZQs1xWPHcq5rkLcOMmw94NkpW64JnTkof3hRRzFuV6nmuzikrNYNkBH3xTmcm5ApW64JZdbW7cvohNibmlEa4twt7NmlYguTLnUsoqzkxJdm2Ael2ya9MSW9Z6PP6SzeRKi3c/IFkuDzK9aHCzIVs21IiCYcKwycLseatZvfKgUvk7L89mDr7jddtMFIYOsv3vTh3+vT+8eGXBQKi3b1n3nb51f+nHX6sIbowBkBOzjWJYP39XEMYffunY+Whm8tyQDpYLtlNDCYdnjke87W6LmcUC5yYjjk02efTOKo/cXOCVs0WeOhZQHGrwrnskJ87meeZkiz3bItYPZsC0EEpgS8XFWcVoIabqG/Kez+RCzKlrMXmrxKO3NyhX8hw6bdi3RbBjY0wcCa4u2sSxZsd6wQ1bQw6dEqw0mrz+NkkmN8O5iTwTsyWyrqDetBkeiLg06+AoH0taGK3YML7CDZssnn6lxMuXQ97xQJWxXJGnj3ocudzioYNLvPk2i+Pn13B2QjBdbvG2u6s8/UoB1wvJ2QV2bh9n184N5XxpZz3W6sdvuXnrC1CqAPqvk+7+1yaCG7NIHC9sPn1mav1yw/rUi4efGNgxdD735W+E+KHkDQfh1JUst+6psXezy/mZBgd3ejTbDsvVDF94SrNmsMaNOxRtP8ezJw2fe67Je+6r4nl5jl6wWTvUYKjgcG1eUWvFNJstcmM2oVYM5izWliT372vxyoUIJQWuE+FmI16+bJHL26wfDvAjWDcEB3YtUm0q/KhEqBUnJiTHzm/CtTxcJ0YVfVo+DBRabAFqDYdrCzFDxSYjA3m+fsjhxNWAdz7YYH2xwHPHPI5f8dm3o8y77zNcnBjh6pzkzETI7TetcHqySMUPuW2Dw+nJgFvUSc6eOlH6xiuvlN7zyOgnN4y+rjq7aN7rFrZOnb+yMrFzy+B3+pb+pRzf9Y9qFBmEZNeRw0+tHRuS//nwsTM7Pv/YSWvrSI17b6py6vI4n3/OsGO9T97JcWXRJ59vkPfq/PQ7B3jhxChnrsArF0KGR8oc2BGwa12JcxNZDp+NyeSq7NusyTk5LlxTSLtNxhF4jmYwK5hdtlmuWigVk8+EuI6F6wRcXbBQ0mfvZsWRcxnu3l+hWKzxO1/KMpJ1uWcvHD3vsHdrCylsJhYUrmXjeZqSF2MrWKraTC9bDOSaZBxwHAtHKi5OG7LZOns2Q94e4KXTDmen2uzausyB7TCaH+HIWZezkyHPn4356e+bJGN75NwBpmZy5PLL7Fin+PzTOU5dbXDXHpfdm9o4xTvi4bEDF3Ju/BP33XvvDHDuuz2af9d++osTK1iWs2N6+thNObv1965cvvjA0vxJjl1awbJdRjNZJhcb3H1jxMrKAOevSRxLcv5axKuTEbfuK/MvfqhG2B7llXODnLkCr14Mubrc4D0Pt7lrj8fsQo6Xz1icm26zZthn9ybB6IDi0oxNGIe4CqoNG2UJ1g2HYIGUIa2m5NhkBrTglm0Btu1zYUri0+De/RFxUOTilMRRNjdvr6M1nJrwqLU1CAdbSjYM+yhLU2lKlIIwVFyehZFSmz1bItaWFOcnB3jpLMystLjtxjp/48GQqzPjvHLO5exExNFLET51fuGHyxzcleP4+RHOTto4ts/5axYLjSb374erM1lKpWWiGFZqY9x+8z527t7+1MY11q9v2HjTMeLgglBD3+lb/hc6rO/0B/iLHGcvXMVxnM3z0yf+3akzJ3/+iWef2nz+0lWUClgpF6g02jxwIOTcRJFzMwH339xi/UgGP7SRwpBRcGXGY2JJs3lNjTWDkPE8PFthoXj1ksVcpU2hEHDDFs2u9S71hsfUosBRIaGxmCnbzCxqaoFAKcVYMWK+rJmYdSjlJQLF6GDISt2wf3MbKbPMLmfZuc7l/KTLtSXD3s0+8yuSMLJpBRa7NoQIYag3JWPFiJFBn9HBAFtCtWnhurBzvaBczvP4kQwXZtoMDlZ56NYWd+5yuXR1lFfPOZy6HHJ5MSRfqvIjb2pw4+YBzk8Oc2XGYXbR8Op5w2ytydvuiTFhjudOBdy2N0KZEsuVKn7jGitL5zcbLd7faFibxsdGX/gHP/PTlV/+1//2O33r/4eP76oIfuHiBNmsNzIxOf33vvbUkf0iXnqnaJ1COg4ziwXWjVQpZbN89VDEAwerbBvJ8+LpiJt3L7N9TYlL10pMzlpML8RcnQu5vKhR2Qbvua/BWw86XJ0b4swVl4tTmjNXQ2LZZsNowN37NZtGJVfnclybl6zUNO1IIyWU8jAyELFSU9QaFqVCgBKKUiHGc0MOnXHZOq4ZKUXMLmWwLc30sma0ZNi6JuDFMy6OYzGUB8sKGc5BuSFYbghGC5rBQoiU4AcWKzXF5Lzi6mLEpvE2d+2PWD+iIM5y9kqWS1OG05Mxk8s+b7ynzLvv88mqEhMzRa7M2EwvxFybD7kwF7NlU43bt2Z47qTH5nVlXndzlq887zFQarKhaDOxEKKN5qE7trJhzdDnxjbceWJwaO2vh0F7cWzNlu80FP67j+8agP+L//AZpKUKQbvxO82Va98btWelLdoUszG2F3D0ks3+LRVu2TbEnz7tcWa2ye17mwha3Ly9wj37CkzPj3JlJsfMgmJmMWJqMeLslEZ5Ld54V43XH9Bk1ABTC3kmZmwuTcHUcoytWgzkYxZqFs1mRBxFCASul2HDqM2ONQHFgZDZZUG1odi+NgQDgYbJeY96y1DICLKOQBLhujGFbEyt6TC5AL520Mawe21AvRkzs6Qo5W22ro3YONYgl/UR0hAEgmozw2LVoZQV2NJmZsHh4rRgYi7i6nKEm2nyutsavOUguLLIuckCV+ctZhdjZpcCrizAlZWY+w7McssWQ6Qz3LHL5cLkEF94NmT/DYvcstHwyqUCjuWSUSGjQw57dozq/TeMf6I4kPnxIIhrA+t++DsNif+u4680wMuVGoWMIYj45fnZS3f/l4//qTxyoXJ3TpaV7QZ838OCi1eLHDoNZ64FZLIt3v+Qw/TsAIfP+EwsR1TbIeNDDf7J91e4bXuWa/PDzCxkmVmymVs2zC1FTC3GLNQjioNt7tnf4I7d4MgMruUyv+Ixu6SYWxE0fYgijedocl5MaSBCA5NzEbUGbBqzyWV8jBEgHBotzcZxn+WKApNQkUoD/AgMhpVqwLpRm3rLQlgGoX0Kns3GNW0qTcHkjCLWiqGCJO8JXBuiSND0JXMrktllw3w5wnXbYEfcubfB3TcIRgoZlssFrs27zCzB/FLE3ErE9ApcXDbctmeRf/4Di4wVPar1Etfmhjl00uHacpXvff0KeSfHmSsFDp+SnJmNeP/rVrBixd4d2ejyzOjzNxx4p961c/vz7UD/k6EBGy+T/05D5c88/spy8NOvfpyNm2/l7/zd//uXXj3y9N8/dOiJ7cvl2c171wcy47i8ekEhnCZ33RCScXK40iUKbBbKDnlXgTEQQxTaXF3McviiYv+2Mrs3tMl6AqUkjm3hOIpcRpK1Jc2GzbkJj8eOOkwu+NSikHPXfMaGVnjrPWX2b69z6+4qE0sRS01B1m1zecZQreXYt1VSacecmbDIZxWnJmHHWkM7iGnHDkqFlPJw9pqLpWJsGaFsaPmS23c3aTUl+7fH1FoxkzN5toxb5LIBFd8wWmxSbtT4xBPw6pWY41fabFq7zI27apQGA950Z51332/YNp4nDotcmR7g0pTNtTnN1ELI1ELMpQXBtUrIzTsX+cUP1tk4UmS5MsTcUpGpBY96S7B3s8HoAU5dynP0HJy46nPfLVVu25Hl5KUSL5w0Mowbm8+dubIlCMKDN+zemMnmSo//1h98ii99/hPfach82+OvZAR/9onPosROy1hH/vmLr8z9P6cvXLTu3hvw3FmL+280NGtFDp00nJ7xeeM9K7zldsHVmWEmZl0aLUkUQ7Ues1INWa7FLNVgqiKwM23uumGF770/YMtojkqjwMJKhsUVh6WqYKWqWa5qynVNraWp+YZmO2KoELJxTAMC1zZMLdgI6bJp1GLLWsPa0SbzZZ9jF/LcssOQzZQ5eXGQfC4gCGyGSppWG/ZsbPMnTxTZtSHC9w3DA5IwbpH3XE5NtMnYOW7eGXH8csD8ssO6IZcta2DjeIBlhUwtgWMbhDBsGoso5SX1lkujaVNr2qzULFYqsFzVrFRjlqoxc1VYbsdsXNfgex9Y4q7dioxTYG6pwFLFZalis1QRVOqGONY02prJ+ZjJpTaP3lnnLQcznJtIrnc1aHDX/pjDJywevSMmX9wVl9vrfunuG2//xbMT5+Lv+97v+U5D5zXHXymAT0wew4hspmif3fjKKxPvO3R8+V/6rSs0Wx4Zt8bLV2y2rWvyvfdlePnUIC+f1VyYb/OOhxZ560HDwvIIUwtZyjWLck1QrmkqtYhyPaJcN8xVBXMNgxEN3nlvlTfdrtm6xiMIspSrHpWGQ7VuUW4I6k1B2zcEkSGOwZIG14aMaygWDKODIcpuc2k24MRFFx3leMPBAGVXOHJmgM1r4KuHI+7d57JQbeEpiygOGSwlq4qyI5aXs9xzoMZXX8izZQ28fMHHJsujt2si0eLEpZgrUx5KOoyVFKWcIOMKHEdgCYg0BKGhHUC9aag0NPWmptLULDcMrThm0/omb7qjyjvvDkDnWa4MsFjOsFy1WakqVmpQqcVU6hGVRsy1JZit+bzlrhrvvCfH5WtFjpw1HD4f8K5H5tky7nHyYhbXUixWffZv30BVb/hnIxt3fvLRO9dfXam2Wzft3vedhlL3+CsD8OmpC6xdt9Z5+eiJH15cOPZbS9NHxJWrtpyuhNy6M+LadIHnTsT4Vp1/9sEVXEY4crbIsXMx5+Z83vHwHG+8RVCpDTG/kmW5oijXJZWaodKIqdYjqg1NuWFYqAtmq5pSsckjt9a5c3fEpjGLQsamVvdwbQlYBJFEa4E20GwDQlPKt7kwbdAm4Jsv5/CbGbavc7hrf5NQV3j6aJGbd9hcmGtQLRe4Y3+Tx4+4jA0azkwa/s47apyZcBkblDx21OKuPRYrzRqXrw1y886Ap0+0iPwsd+512LahTStq8I0jFsSCS1OKQlahBDRbEm0EsTaEESA1ytFUG4ZcPmTDGp+79zR55JaIoZzH/MoAy1WPctWlXFeUa4Jq3VCpR1TrESt1zXwV5tshb7i9wnvvyXPhaolXz2mOXgqQTpWf+0BIHI7w3DGbiYUmN++E+QWH2ZatH77nRnPb/t0/WSzd8JFGYzbYf8Pu7zSkgL8ipXqtAxkGzbc++dgXtp+djD70reePWGuHYm7cKpletpmv1Ll5t00QZjh0NsdvfEbzt9++zF37DFl3ACEz/O4XRxjwpnj45gpCgK08XMfGcyw8T5HzLPLZiEI2ZiivWTsgWGzk+fKzeT7/lM+NO1qMD8Y0mm3eeIfP5nFNFEuUNAQRPHPK4+qCx5qS5uQlD/Qgu9dbHLhZ43p1njvdZHFpgBs2Z4lEmdkFm9t2wMRcyHDOY2QQ3DlFs+0yv6Kwlc3mtVVOXxnkwB6XKzM1rs4UecsdMQvVZQ6fLnJqIsetuzL8jQfaIBscu6IZHWwwvxjy9DGbdmihJCht2Lwm4JE7AuoNi7UlzYEdEAQ5VqpZTs66VBo2taZFtSGpNaDWiKk1IqrNmGrDsFSHq1XBQ7eV+VtvNrx4rMShU5pXLwcUSzV+4u0hOhrm8CmPoxea7N7mo0SemZWYPZsbMlh8goVp/R+PvDqR/Z63vfli2w+/5Lm2/k5j6zsO8MXlJgtL/gcunXv51yauHB88c6bOUM7m0jVoBxEZy+b5Ew5b1zTYtiHDSk1x9GKe//QFwwffuMxNO9vs2eyw52KF8eEG48MRIFFWjGt7ZFybnKeoZST5ls1ATtFsxzRaMWO+puUb6m2XlUWPqWuGINJMz0W4rgEEjmVQUtBsWQhsoqbips2CbWsNG9c18eM6X3vJ4uzFEq+/xeXAnjIf/ZrBEVk2r2ty/AWLdUWL4UITz8oQhDYLdch5ivVjglfPBhzYmeH+m5f4wy+3cOw8rztosN0m3zoc8NVDOU5fybB1bZbNa2JGSgFbhkP2bY6xLI2yDGDIui4jRZcgtKk3HU5esGm0Fc2WRaMtabSg0TY0msl3r7di6k1NrWUoNyUzdclyJWC53OIjX/E4dDLCj9usXVPng4+GrB8c5MiZDJemQtxMm3v2xVyatDi4t876UZursx5Hjr5sl8PhXzt9as3KXXfc9jNGt/5QyMz/vgA3pgyEP/rMM0//8qlXvzV4/EIZJ2Nx726LiRmXharEtiTX5j1WGitsHfWZX8lSa2rOTuf5lT+xuHt/nf1b6kTG59lTDuBz3w2L5DMDLFVyZD2PQtam3kzkuEZb0mormr6i7RvagSYIDWFoiOLkDCIHo0FaAlsJPEdQzAtKeRgf1qwfazJcqvL1I/DMKzZSD/D6W2xu2l3nudMhQbvAXTcJqq0WC8s57typGS42ySiXdmSxWAuxtOCmnYps3ufoOY/7Dgxwx411jp6zwAxwy16HH3nLCo+/GvDYSznOXPXYOGIxPpihlM8ykIeMC7YyWBK0gTNXBHEsCCNBEIEfknxHP6bla9q+ptnWNHxNswW1Niw0LRbq0I5bPHrbAnfvb7BYjti1bZq9W2LuvUFgmSHOThSYnDNML8esWa9ZPyw4e0kh/AKHTlpcnou5aUeNnNXmC1/++mBkwn+za++9amqh+XvrR7P/+wHcmCkg+JGl6cd/+QtfeXF0fHCOTePDHDpjqDUa3Li9xe37BMMDBuE0WDPUYGzYYd2IS6WmCELNhZksX37G4wvPRpTbglZg+NQTDe7bX+X7X1dh/+YmQ8Usy5UsjZZLo2WnwLaSMxD4oSSMBFEEsTYkjtskqVQKPAeyGc1gPmTdaJOIBhemQz7xtMflazmKbobb9iru3F/j8Pkq33yxwMEdHhvXNPmTJwSWcCnkQyoNH23AEjBSaFKrO+gow1vvXeDjX82ybd7jTQebBOEyT58YIow9bt87yptuq7FjQ5VvHW1y/FqWY1cc1g9KBguCrCtw7OQhlAKEMGgDWhvCKH1YQ4MfJg+yH0AzgFpbUPEFK3VAtTmwq8IPPlLm3n0xY0Wblm9Ra0WgPWqNPBeuFbg2L5hdCpipGGTB5+uvxHzmKZ/hgYgdm2o8cGvIUC7PS6cc2vE0Z058dfT4xeYvv/3R+83ZK3O/v3vLd6ZH9H85wKtXf4UPf/EuPv3Zwx8czK986OLFE8NRO+DF0zl+6I11Gs0hDp0RnL/W5oatLTauizk549CII37irSusG8swv1Kg2rCI44jFqqDcdHBcQdsSLFVcPvFkgRdP1Lnrpio/8LoKN2+rMhRniCKXZtuj0bJp+YogtAgjSRRLYi3QRiAwSGFwHU3Wi3CdAMf2mV72+fLLkotTDlemSljaZdsahz1bLG7ZXcNyFzlxKc+6YpYbtsL4SJmVWoF96ySRNnz9JRe/KSnmIh69vc2Xng65Opdn13ab2UqbU5dtNoyVuHHLIs8dr/PCKYEfOOzeMsjuDS6719e5NLvCxWl46WyWC5dzZJXAVZKca/BskDJRDYxJHtYohiCCIBY0fEGtLaiFEOqI2LS5bUeN73+kxn37YtYM2fhBgZVqQnPavk257rJYdlhYUSyXI64taRq6xSM3V9k4Knjw9iW2rTHs22zTahc5fNLl5NUmH3yDZHKmTT18avRbsvKhnZsGo7kL3/joP/uDy3z4l378ry/AP/fZj1LY8Bv88Jvl3zj8auU3PvWVWnH9SMTOjS5+ZHFteYlbdoeAx+VpxZVJl+PnDPW2YGKiyKlLLd5+MEBKQcZTlAoay9LkMyZZgkNoBpJGYLNSH+QzzwzwxLE2Y6UG73ugxu4NbdqtBjdsMWwYt/BDmzi2iLXEdMAtNbaKmZw3XJkTVFqaLz6XZXqphAlsSp7F2iHFpnHF1nVww7YaWi7x4S/lWFkZ4OBuxQ3bqnzrmEBENqMlSS4b0QwdpJFgJJZyqLYF8yuCvSbLA7fUef5ohrXDDgdvGORvvmWJj3y1zkvncjTaNsuVPFvWZti1psntO+u86746MysrfPE5l+Wmy+SszfS0g20JpJQIBNoYYg2hNsSRpjQUsn9vE9+P2L2hxXvu9xkdUAwWXKLIY3bRpdV2aAWKtq9othX1lkW1kUwFiLXghu0h/+CeGmtLg0Sxw3jBptGyuTrjcHla8Mr5kHWjLRbLBS5N2xQKDcqzzw1/6szG34icsfDDv/TSx774px/j7W/7G3/9AP6h3/wMP/+F7xGVun5v0Lz6u0rPZseLWa7Nx9x0zxwb19ncsKVJueoRhBYDOZuFFUW5HtNsJ9yxHeZ55YzFhjGwlSCXUUgZ49qalpsswfkwAXopI2gFknqQ48pUln/9sSHQESKKuGV/ky3jAVEE2miMSYo4UgikJVC2w7mrDmcueuQ8Rd6RDGcFI0OS0UHF2hGLTWtidm2qEItl/sPnCkxeLXJwp83uzTGtqM6LJ1yKGZuhAUMxH5DNJFRIa0m1bbHSMCxXY6qNDPfcUOHlM03OXrUoFjxu31vkx966zG9+Ho5ezNFoGSp1xfxKgfHhLKOlNpuG2vyD9zYpZKscvwLnrkls22BZBiE0YJL/DEQRbB6PuWtfRBzahJGDMVnagcP8UgfUNu1AptTNohVImm1Bsy0JIigNWGxakyUOXC5ctWi2LRotwUoNFlciphZCJhcNR65mmVqMkLLJm3bazC04zMxeK95zm/zdr33l3ugNbxr+1NmjHzW7b/ngXx+AHzv8+9x4oGZtX/PRd164vPTR6sq05+U0W9a18P08//HTknK7yfe/XnNw5xI7NoYMDhSYXfRYrinqzWScQhSBsgSOSrinsgSOLXGdGC9NFv0weQ1CCCKNH0EQCdqhxI9dwtjj7MUcx85CbAwJtBNubEtwrMTzkXfhhjVQyMBATlLKWwwVFaODsHHcZ81IhdCs8B8+N8ClywMc2Gqxdb1k2/oyT56KmF8e4JYtklJB4zktXOliLEEUS4QxRHFAueExv2xzYHeGm3bWee6ox1hJkPXyHNip+al3LvMbn9ecms5TaWgqdYvFsmK4mKNUyFAqDFDIhozkQjYdCHDtCFtFWFaMFEkyYUgeqjC0WFhUhJFFGFkEoYUfpq+BxI8kQSCTvCQ924GgHSR83hjD5KxiekERxdD2NfVmRLmumV3RLDQMdrbJW2+p8YFHQirVEY6eyXFlocGGtSEzM5PZ4QIf/dinjH7y8pbP/Zvf/WT8D3/sfd/9AP/IRz/Bs69mrXNXFt/jyqk/tKOrnuc4PPPKABvGffash/UDLrWazb/5kxw7N1d565013n5Xk/GhPAvlHEsVh0ZL4YeJSqB1svwGocB3LNxQEgQdYMeEkVl9xhDFSSk61slyqzVdcAsBlgQlwbbBVQLPFWRdSS5rMZCVlAYEo4MRm8ab5HMVPvd8wNMnBqksFdi/0WLTGpsdG9rEosLXX8qSsxUjJYt8ts2JSyQd9xsMTd/ixh0h+7cZ5mZjFssOrXaWN9xW59njLS5MW+QyEtcpsG+r5hc/uMxTp1p86alhlmuGTaMx5aqiWEhWuXzWJpcxeK7GdTSuipOZLTKx80ISxbUWaC2ItCSKBVEkCCNJEAnCMHkNQvBDkQSKAIIwJgg1YaSJ4ySBTa67ptkyLNZgvmZoxCFvvbfM99zVYve6DFPza5hdLLBYjbnvxphNo4pnjyueemnKK42qP3r0RueHbt1V/PS9T306vueB93x3A9yAzNiV9y8vzf325YlrXmQkN2yt8yObspy6nKNWl4wOGSCilLW4OD3Eh7+UZWp5hQdvXOGGjVU2jOZYqmSpNBzavoUfSvxAJgAPZXpTrCRqh7KrICSvyc2J40RdiE2qlKRqiRACKcGSAqWS1cF1JJ4ryWUEhayhmNeMDfqMlOpEpsKnnpV85KtDjHoe+zcKNq6x2bxWs2lNmc+9aFhZ8dg9blEqQD4bMj8hWSi7OFsSAI0MSIpFuHDFUK5p5pY8dmz2eOiWOl9+xmMoD67jYMki+7YJ/tabFrDlAn/6XInT0x5jtZDRYsRAziKfschmJBlX4Trg2qCUSQcTgRR9ICd5sGMNcSyIYlKgQxgnBa0wDRBBqPvOZDUMQmgFUG4K5muGWAbs3dLgwZtavPWgQMlhTl0uMLPoMrskGcgYZucGeOxwjJv1uXGzoN0+701f43dLGaE81/6vJHHmuxPgX/jCN9A6/uCly4f/7cbBK4Wj9SxRLPnGYXjw9ioP3BIzs5BnsaJwbInnhgxkYqaWPb74xDhPHGnxwIEqj9xS5oaNNYZLeVaq2a4K0g4SoPthAvZONArjhHdGsSHSHXAnADcdHZAkcgshsKyE7tgqAYjnQtbT5DMRxXzESLHFcKnC82cD/uibGc5dKbJ5wGbbOKwfd1g/Brs21mhGNQ6fKZCxbEZKFsU8FPM+pYEIx1EIkTxcLd9hpRZSaRqqjYiFssPG8Tx37F7gmy81OTddIOuG2JaDEANsW2fxg69b4tZdC/zRN/McPllkuaEYLUQUsxFZT5LxLFxb4NoS2xYoS2JZpPKh6AQbjDHptYA4hkjrrv4fRYYo0gSRJgwTH46fRvNWaGj4gtmaJBJt9m6p8/pbWzx8o6CYzTG3XGB6McPiimKhbFiuhCxVYqbLMZs3NHj4Zod2UxJ5km88e6GQ84L/sHPHzc4zT3zlI/c99ObvPoBXqy2klD/60gt/8svbxs4NrRlSPHSrYG7J5uWzik88HvIz37vIzbsCLl4rksvYZD2bXCYpqY9WDVPLOf70qQxPH2ty4/YqP/09S2wcb7NYydNoObR8he+rhD+GkjDqadpRLInSSKVNErm64E6KlGnkBmUlBRPHNniOJuNF5L2IUsFnzXCN+WqT3/qizddfHmSlnGP7iGDjqGDdqMP6UcGWtW2UU+HjTysuX8uxc0xSyksGcjFS+smsEiWRAowRBKFi02iNl4ipNS3KNcP8Soad6z3e9UCVT3/LYWLexVYhQthokyOMJLdsKbPp+2p8/WiTP/n6IEcmcqwrCYZzMTkvxnMErp3kJbYSKIskcZaiazoyJA9ZRy+PdQL4fpAHUeJvSQAOrUBQ8SXzNRgbrfBT71jmwBbFcCHHcrXAyUsZFiuK5YpguRKzVAlZrGjOz8L6dXXe/3DI7GyRExcFsyuayaWIjz9+bej97qYP/cD73mM1arXfyxUK3z0AN2YRCP7mtYtP/vLM1WOjEzMW33hVsWPdEvfcBJaT5+Uve3z2eck/ff88e7dG5GYHyLoe+axFPuswkIsp5ROde2o5x5efy7BQXuCXfrjMeEljqyyu7eC7iZ4dRBZhmPDLOE5fO1zbCIxJWYlJIrcUYFmJ6mBbGsfWuE5Mxo3IZ3yGiw1aYYtvnTB84skBDp8sUnJs9q0zrBmUjA05rB2RrB8L2LquzPGJFl98doQBSzEyICjkBIVsSLUZ89UXPfKOQYgEWC1f8da7fL5ySFNtGqoNzUJZsX40zzvubnD4bJ0zFxxyboQlRQJynaUdJFz/Bx+qsnPNAh9/qsYLp4tcLWcYLwgGPEPW0XhK49hJQm7J5EFOIjl0/HU6pWoJZUlymijNVcIYwriTnEPVlyy2YN3ICv/vDy1yx64cs4tDnLmSZaHssFwVlKualVpIuRozX9FcXhSENHnHPSsMDeT45JMxR8+F3L+/xh0HXK4teBw5fnoU75lffusj9+nJmcofbFpb/KsN8EplmZOXQy5cdT8wf+35X33huW8NuXaVICyyMAeXJyy+dUSzWLdotSRffHYUW83zrruX2b7ep5AtMlDOUMw5rNQUxZpFqRAzWIjIzQmefnWYX/lYi9/5+xVA49oufmgThIk6EMWSuHNqQawlOuXbxiQ3VgiTJpWJj0MpjWPHuE5Ixg3IZ1rEtHj8qORjTxQ5eWUAEbpsLhnWFA3DRYuRQYfxYcnakZCN4zWuLdb5z1/KEfkZ1q8XFPOKQg4K2RBhB9RaOYp5gxDJgxZGkkHXItIR9dCh3owp1yymFzPs3Zrnx99W4UP/1WVyMYeywvTBUESRRzuQjA+53LK9xv6tDU5NTvOJJzN880iRmWqGnGuRdyBnGxxlsC1QMinnC0FfJE8OrSE2pNcLIi1SgAvakaAeCqqhIQqa/LMfmOWBfVlOXhrj8nSOhbKkXNNUU0vySk0zXxNM12DHxmXeeXeNt91pUW8Lvv+RFd58hyKjstQaHivLFtPLK0yef3z05Lj51dc9eHtkzOX/Um8OUcj95QH9LxXgcdTktt2Ztz/13Iu/+ZkvP1FYXIppa8W77m2wYTTP6ct5phcjYivGKxrKTYsvPb2Gbx2t8/MfWOC27T6lQoGFfJ7lqkulblNtWIw1LQr5kMWgxWLNoDJNihZ4TkAQOgSRIoxUCu6kcKNTcJs0eifgBik0lmVQlkapCNeJsK2AWitksRby65/zuLJQ4uiZIkY7DGUEo8OG4QHBUMFiqGgzNiQZH4pYN9JkqFjm669ojpwusn+9oJSX5LOSQlaTywQI28d1FcpK3t8YiGNJy1e02iGRFtRbmnrDsFKzmVsucOeuBnfsrfDxxzwyKxZKhgkYjSKKHYJQ0vJthoset25rcOv2Bi/dP8PkouSPvllkoZJlatnFsSQ5W+B0aJhMEs9uIO9QFRKARxpCLQg1tGNoRYYgihBRgBvXGR/wmVzI8cp5l2tzhnozoNaMqTY0y3XBdFUQyTZ33FDm536wwYBXYLE8QKXu0G4r2k3FxXnBmcmYWDR5x30+jYbm2oUvDx0dUL+5YcvBchg2v/iXicm/NIBXFs8zMLTeOv7SR7ZfOX+usG/DDN7WIl99IcPHHqvyY29b4sFbi1ycyjC7qFiqxKxUI4pVmK4U+Ie/7XHjjmW+7/4yd+5pMFzMUW95NFoOUSR56LYmf/f7rvLzfyD4z5/22L0p5OC+NlLZlDwFwloFbmMSv3TnEBiENFgixg8NhghkxKkrkpfPKr58OM+pq3mCKEteWYxkDIM5QylrEh28oBgcUAwVBeODEWtHWqwZKfP0SZ8Pf3mUNUXFSAEKOYtCTpDPRmRcn+fPW7QDhZ1LQGWMIIgknrK4eWeLQyeKNFpQa8VUajZLFZf5pRI//qZ5ppaWOfTqCLYERIgGokgRhDZ+IGm0FKW8R7GQ446dTe7f3+T7Hlzk7DXNVw57HD6b4fzlHJFQ+L5FM7SwhEQIsSrx1Ia08mmIUt5ii5ABOyAvA+64rcGuzS0WG/Djv5Zn0IspeRFhDI02VAMICLnr5jLvv7/KTVtc2v4YEzN5FssuSxWLxTLMLUVcnAmx801+4m0N6tURnjiqiGWL83NPF/KD89t/9m9/n/XSK+fi2w/s+qsD8InLJ/D1gDNx4dAPT8/Jf/vquSpb18VsWVfnll1FHns5x29/scrfe88SB3YVuZTNM71ok/UknhuRcWMWqjavnhnnpVMt7rupzHvvL3PbTsHokMJoAcLn4mzM8YsFPv21IUbXxOzd7DM0EPOeh1psHA0JQ5FGbIExshu5SfmnlBohBZ95KsPxSzmEUkzOZJmez+JlLAZcQTFnKHiaggf5jGAga1HIW5TyiqEiDBcjxobarButEZsKn3m2QKuRY8d6QyFrkc9K8hlN3ouw7YCvH/LwmxJ7FCR0KUouY/GG21s884qm4UsarZhaU1GpK+aWs+zZkuc999Y4eirL5EoeS2ogTBNDmzBO5NJ2IGm0FdWGQz6TJZfx2bO+zcFdba4tVJmYraDsmGOXFZ9+MouwrATcQq6+iSZOPpzRhKFm01jI+x5uMVyI2bMpZmxNzJkLFhvHm5y9lmGmqogNuE7IwT113vtAlQf2QRAMMLc8wOJKhoWyw0JZsrgSM7sUcmlWkxts8pPvqKL0CE+fdZgqt9m2SVNScwzntv3bJ595uXlg//aPHD9xJrhx/56/GgB/6dgkSi3srJYnfqs8+4Q8sN3j2ZNDTC+12L3ecMMmmxfPFvi1T1X5mfcssXdrjOsM4DoK15G4dkjGicm5hvlahm8dzfD0iRYPH6iwe31AHBuWa4qPP7WOajuDGLCYawjmXgUjYj5/OEaKGIxOz54UmGqBCGEhhERaFlGokFphK0nehS0jhpytybqarAtZV5DLSPIZi0JWMZCXlAowNBAxUvJZO1Inpsyvf9bjuROjbBuCUjaN3llJPhORzQTksi0ymSyuJbFkysFJeG8Y2rRbgpYfU/ctGm1NvaWTlrmcw9T8APfs9fmp987za59WXK24CKExJkTHhjCyCUJJ27dptCzyLUXOc8hmPLJuFs8NyWcCbtkR4Nght+2I+IGHmygrSotAGiFMX0+X6eYqWltIIfEcCyEUQShprsDm0YiP/9wyn36qyXJNEcaCnetiHrzJ4Mgc8ysFFitZlsouS1XFwopgsRwxtxRycU4zMlbn/3pvlaI7zAvH88yX2zx8oMVwIcPzJ2zsy8/KdaPit5ZmG88av33yLwOb/58B/rGPf5KsY2cuXD7zzguXT4psxrAjH/PwgZBy3SPnwroxiz0NxcuXCvzqpzX/5PtW2LUJYABLKpTl4KgIR4VkHUMpA0vNLE+8lOXLzxq0TqQPyxUMZJJ+xBS9ydKacsl+jbujlgiRlOGVEEml0gIvY/CUwbNiXBtcBZ5jyLiCjCPJZiRZTyUAzwmKec1gIWKo6DM62GDt6DIf/rLmT745xoaixXBeU8hZ5LMWuSxkM8mcwtllzaVZF89J7LfQcfoJ2oFiy7hmfLhNre3Qaps0iksqdUU+45HPFvmBhxe4PDvH735xHUoqDJpYx0TaEEYKP7BoBRYtX9L0JNm2IuPaZNykTc91Ihw7xlYxth2jZNIoIWWMlCahbqJ33YwRGARGC2pNkSbnCWGXQqOU5gOPRAhhiGKLRivLSi1DpeZRqTus1ByWqxbLFcNiOWRhJeTsDAyNNvmZ960wXhjk6JkiU/MGv22Yns1w4qJEWS3Wjza4eOmwMNp/59q12y4999RnWvc88O7vLMDHh2yn0Zz7xw7T/3jdUCxPT45wdqLB9g013vNAhGdnsGSJZtum1jQcvTrAlw63+b/fvcSmNRZCZJHSRlk2tp1MZPWcmLwbM5IVtEJBkGraKaRXvX9H/jPpn/agn5xSmgTgUiftXVaiLNiWwFYm0Y2VwHMlniPJuBYZzyKfkeSzhoFcTDEfMVjwGS412Ti2zOHzPh9/ai0lz2UsrylkRQLujCTnaXJeRD7rc/gcHDubZfuISXlvr2ze8i1u22XYsbHFSyeLNH1Dqx3TaKkU5DZZL0PGK/K9961w7PwCh86Mg7HQOk74cmSIQtP1k7R8RbZtyHgWnqNxHRvXiXGVRqkYW2mUlTgwLWmQMrEGC9EHcpP4V6Anq3Z+n8DcgBHERhKGknZg02wrag077fVMJn+tVEKWKhGTizDXDPmBO8tsGclx/MIgl6cFV2YCTk+B4wW8+8Em29dkqFaLnLqkZbU1988bQcnJZgq/BATfMYDPLLRls9n8hY99/CM/k5czjm3DQweanL1s8dSxLFMrTd54e4WNoxG74mFWqomL7ltHSmxbs8jbDlYIIwmINJIrlEoM/K4dk/ENfpC0kUVp9a0LZtOTuq4/Ov6STqlapD4TS6YVSytxI9qpacu1Ja5j4bkWGVeQzQjyGUMhGzOQiyjmfYYGWqwdKXPoXItf+MMxrk4V2TqsKWahkLHIZSxyHuS8mIwX4thtqm2DJS1syyBl7+GLdWK6CiOHQiakGWmafmIoa7Zj6k1JNWORrbt4bp7N4yG/+MNVfv6jkhfPjGGw0EYTx5oojtIyeuoCdCUZ38JzJK5jkmm3SmPbid6vLJMA3OoBXKbSqeinK9cFEejUEhJPSxwLgsii5Vs0Wha1hqRcF1TqMeVqyEotZnbFMNuAdzywzCM3w7W5EtfmbM5d9Zmutdm3q86jt4XsWJvl6VeynJ4wDJdCzl+66uzblvlHr3v4A7Yx9X8mRP4vXM7/CwN8eaWGMf4vHTr2jb93YWLSGy+CtOqs1BXrxgQbprOcPldiYirD7k0+t29rk8/mWTsYc+lshhOXbb73wSpjQzaxFljSxbIU0rKQafncVjFtO6mqRXGn+ta7/OY6hIs+CSyJ3gk9kRKkTCp7ySlSgEtcJxkA5LnJSIaMa8hlNPlMTCEbMpAPGCy0WDtS4dDZJj//kWHOXR1k02CisOQzklxWJtE7Y8h6MVkvJIwD/vixPNKysNNVpBvBTQLwKLb5wdeX+caRgHrg0kwB3mhZ1BsWVVfhOS6uXWDXhoh/+SPL/NxHBC+cHEMbSaw1UaxTgBv8QON7SbeS6wo8W+A6SWXTUaZbsVVdgJPmBh2Am25wuB7gBtGVFRMfS2LQarUl9Zak2oByLaZSi1ipRSzXDNNVi2rQ5sAWn8HsAKcvZKk2Bfm84QfvaLFng6SQKXH+ms21lYDtm5s4lkbrHAuL572vPvaVtyuV+bkXDj/PXQfv/l8L8IW5k2D0HbL1ZGY0B0srOYIwQ8uHSQ8KWckt2yTtQOHXs1yZSRKwbett5ustCvmIgVwDV9nEGmylsSwPgY3RVlJKF8nPk9kkSbXNGFZVJU3fDencnM4pRa+SZ1kClRqqEoBLbFsm/g1H4LnJzJOsl5S9C9mQQi6gWGgxUqxy+GyTX/iDQU5NDrO+JBjK9VETT5HzEv9KxovIuMnI5OnlErYlsKROZblekhnHkiiyWFMyRFFILfRo+Ya2r2m1Y+ptSaZp4Tk2ju1hqwF2r4/4l39zkX/6+3Do9CixlkSxJowNURQTRok5ync1XiBpO1aXgtk22CqhaIlPxaBkQuGSSudqkHcvaPc6i+7DGeuOSUvQ8pMZMtV6TLkasVSJWazBQsNivg4mbtFoRpy7anNhStBsG7aMu2StYa7OSlp+onbdsSMk6zm0fYEfWlyd8Xn81Vd2/+QH3/GbmOj/9xfF6V8I4L/5R5/n1ck4+4XPf9l528Eq992coda0abVtWn5SJu9U7UgjqecY8tmIoULAo3fPc+RilU8+IXjdbWVGBkPyno/nDAB52oGDH0p0bCGlwI50YpgyJk0m+0ILCao7kVuKnolKiqRxuENNLCm7FCihJ+DZ4DqajGfIuAl/zmZCCtmAYq7FcKnKkQttfu73SpyYHGFt0WIkpxnICPKeJOtZZDOCjGfIup1Sf8ChM4JG28GzSB+yhIN3mhBiLQijZJzFnTfUOXyqQDNMaErLj2m2LOquhetYOLaT8uciezZofuXHFvjZ34EXzowSakmYGqaCqNeD6TsS19FJ9E69KXb6cCdnalWQPRp3PVXpD+QG+jwsSVEoCkXS2BxoGu2IpWrM1WXDVE3QCgOGsjUeObjE5JLhM08LCjJgMG/IZSQzCzLl/TGQqFxRLGkFhpYfUW9r8vm6Te1P9+078FB25vJ/aa7d+oH/+QCvLF1hYGhj8bc/+on/XMzq+77+YhHpNPmee6ZAeWxZL8hnbILIQqapnhDg2DGOE1LINJhYqPP5pwY4cjHHpnURd9/Q4p33VAnDGMcxCDGMFALbTurLypKJdyJ1A3477i3S9xGyA27RpTqW7NzQxDFoK3BscGyN56QGKzcmk9KLfMZnIN+ilK/x6kWfn/u9EscmRhkvKkaymoEM5DxBLmORzVhku9E7xnMj8tk2Tx9zqFQ9SqVembwDlA6HDWOL0SGLh29q8PTLmlYgaAe6D+QSz5Z4tsJWDkplkFKzZ4Phl39sgZ/9HcML50YJtSKMk5Uusb0mkdwNZddd6CiJUqkJSwoslVwXKzWcJXUC0VsB4Tp1pRfFTVrej1LXZmJkE7TikJHxFqXRNu++r8JdewO2rI149ZLFS2danJxxKbiSjNI4aaO0IZEqg9gwkAsYHNTUw4h33BshdJ4r1/z7ssWZ38+v/dGfOHPuocqeXRv/5wJ8cfEalcrcz3rxxPvXFGYZWZ/jlXMl/t2f5Fms+9y4s8FwqcXW8YB79gdYMjE8SSvmzJTgyVdsjl8Z5qULRRxXcW1B8JmnYr74TEzeCXn7nTEDGY0xFpaUSNugVSIBds2Aq8i36N0Q2aMmHY+3ZfUcg8oi8Wcog20njcWeo/GcmIwXkfVCcp5PPttmcKDK0fM+//h3hnn18hijRZvRbMxA1qTgTqO3J8m4SfT33IisGxBpn3rgIiyJ3YngXQ4u0sYBSRRJwtAm57QTu0DgUeqAvB3TdKx0SxSJrRS2chP1Qxj2bTZ86Cfm+Ye/rXnh7BihVvixIIg7nU0CL9S4tsGxBY7S6eolk9UsXdGS65N25Xde+1bB/qOrWHVook4iumUJhos22zbHvP3eGhkHLJFDyDytpuGWrT6/+MMrHLtS4/FXcly+5hAhMRqUpblrv8/GccHaYszNWy0WyyXOT2Y4cl6TzdVZqC+9/7aDr16KouCf/k+N4K36Nbzc+k1PfePX91fLk0wtSdaPV3jw1kHGh1wmZhQT0xmOnIyxnZBPPx2ndszkKS3XFQuLDoWsZPuIwbN0N4IoS5F1FLPzEjFiyGUMSiVUJ+kU713sDsBFiux+7t1xzsmOcpIuw0oZbCsBtqNM1z3o2XHKm0Mynk+p0GQgV+fQmYh/8uFhXrk8xsiAYiQTM+AZ8im4M14iJ3bAnXFjPCeikAs4M2F46mgOR0psK+ms6QdLpzMmjC0irXjglpDtWxtcupphJAvtwCSnH9Nsp1FYWShlY0nTTQxv2AS/8reW+Ke/o3n21AjtMIMfS4LIkE1tr65NAnLVWb10CnCJZcVpFE8stbILcLEqYafz2g0wfeFFJHnNQBbWDRa5fDVDxov65MikiXvLaMiNW1o8cpNPueEDIjXFSYYLFq5ymV7Mc+SMx8S04MzVADtbY99auDI1Q5OX9//U3/ybm06fvza5d+eGv3yAz83NoUVh88svH/7307PNt/vtkGvzeV6dqPGLPzRPKT9KqeAxPqRZqgiWa5JyHdqhQacKyJCCdRt7cpXqKhvJxU+6aBKJy1ECZfei3+rjOmCvArjp+bylSQGeRm1lcJTGtjWurVPNPcJzA7Kez+BAk3K9yTMn4Vc+Ns7xi8MMp+AuZgz5jCDnia5WnigvOoneTgLwjOsTxDHtlodnJQ+Z7AcMnWphauuNVMLllY8fGFqh6AO4xnFiHFth2xJlWVjS7gIcATduEfzKT5T51f8a8cLZIWaqBdo5STE25CODZxvc9LS7FM2kciF9AGcVwGWnkIB4rbKS+ukTV2Zii2hZgrllRbMlyXg6ud5Wz9jWySFcR+NZGmMEkZG0QsXFq4rlqmKhDLOLMeeuhbSp8c/fV6daHuL8ZIjxy2+/cPalePfem/6vubn5ifHxsb9cgE9du0Y2kz146vSZdx555QJLLYeco7m6kOXrRxt88PUzeO4Yl/JZ5pcdhmuaejOmHWjCyKQ8rdciJqXoatOW1Un6Onp00vhrK9IlGehk9/0JkBBpJW51omSl8lfP753YYm2lcbr22ATcrpOCe7DBYrnFL/9xli++OMJSo8TIgGTES8HtJbw7myaWGVeSdU0awRPu7bkBEPDEqw7l0GHIZZUfG9Fb3rVJteRQUXAVDx1ocuhcQD10GQg1fpAM63H8xKvuqATgyjJY0kZIAyLhDLs3SH7t79b4yqEWv/QHY0wtlWgVFUVHkI80mQi8MBm97FjJQCO7k2hK0U2CrT6KJySrgH09XenWGaRARQadUq6W31lxTDeR7dh1pUzulaGTZAtabUG9mbTuLa6EXJw3zNZa/OAb6pTcPLNtxS276kzNn+batdF3epn8H/t+a+IvNYI3Gk2y2cyOp55+4adPnnqVQi7m8ryFiSQbSpqvPz+MbS/yw4/OkHFHyXl5liqJ1bXlJ2PR4k7LGKzie12FIy2+OHbaXaM6EcasSnzoi4TJeITOxe7JXZ2onUSPXgSxVZwku3aE54S4Tkg+00KpJk8fi/n9rxb48nOjBLrAaEEw7CW0JJEAOzq5lZ4ijdz90TtEKZ/nTxdpBoo1WZNWDK+P4GmiqSVhZOHZFnfsaRHpBOCtUNDuqCFBMnLNVh2J0+qBJa0xGgTDRcH7H2yQd2f4g6+2eOb0EHNhhqYnKUSGnDK4ITgqzUOsfgCK9HPSpVPyuhWy+799lKULcEsnvph01IStEm6vrIT2WGlQ6/zbTl9oECY0rNaMWKlqLs4b5hotfvhNFd5yu8f04gAZFxzH4WIsuTJxkh3bd/70zQfuesX3Wxdc97899/C/CfC52SmeeuobZLKltdXlU/ePFhfwPI/v2xKxXFWcuqSINHz12REQy3zgdYtsEQbPyVHIKlp+0jPZ6YvsGvxEjyv3WseSpa3z1Mu+p74/fvSiSk+77Ywu63BUK63YJXRIp16MCNeOcJwQzw7IZts4TpOPfVPxr//LKJcWB7Fdj/G8YNCNKbiGnAu5tMM+4ybVTi8tCCX+lThdCRJ6slSLaQQOjmXhyJ4M1/kCiT1VXFcwscnYbcaLLSrNPK1QpOPWklzBtuNU5rNSudPqXZdu4po4H99+b4Pb9i7yK3/U5k++PsJKlKPp2uRsSUElHhxXgWP1POLJ9erRwSRY9FETAd2CfX/NgV4RzZIGZcVd1cqy0pU6VbP6VSSjk17ZIF2lak3NTFmw2GrzwTfUeNvBLPPLRS5OOZy8HLNU9xgrBiyvLFEYPHV/EIZrK9XqhcmrU2zauP7/G8CNiXnw/gc2nz135sOf/dIVXjqbY88Gn72bI1otcJ0cW9cosisWLx8vcXDnLLdtr6K1JOvZtP1kznYyHo1eR7vogTzhcknp2Op0n/T5JPqPTq7TD/LugyIMltRIabpJjq1So5GKEkOXE+I6Pq7dYmI+4ne/kuPzzw5xeb5EIWsz6EHJjcm7Ji29d8AtU3DLblHIS7m368S4dkgh5/O55xUXJjN4VhLZuu1i9FDeHeNgEh4eRordm+Att9X5/a8N0cgqCqGhHRrcIM0bLI1SMgGQRR/I7b6blawKG4cl/+T7m+zfMsXvfHmQS3MDBFGGpq3IWYKMMmSshK7Ylkg9OvSiuFitia9KNq+7F4l6ZXrKVV/Q6gBbdr3nq9vkgihJqOttweSK4cBun7t257k6W2RmyabtG4YGQ5x8wE2bArauCZicP0E7uOHDu/be98Zms/rfpCp/LsAbzYhsxuLaxKH11eVXto0UlnjkQI4o9JieS+jFSMnCHRVsXguOLVgzkEfKNsPFBrmMjR9YhJHq65HsC2dd/vzaSCxE53lPLmV/v/Dqi9yjJlKabuaejBbuB3eI6wY4yqceB/zWpxz+4CvjTC8X0VaGwQGLQccw4GiyaeTOdsv3MvWppNQk1c674HaS6qUfBlyYcmkELiU3VXH6krZOoae/2BPFkjBUFHKKLesDLLdNPcjTcgSZMPHiOKrzoCYURaWJYWIBfm3yGsUWwwNNfvztTd75wBx/8JUav/uZIZZaOVrKw1UWWUuQVQZXdsxnyWddpYun92ZVwEsfJNP/gz46s+rBEAZ53b/t2C0inUzAbYWSZijwtWBucYDHXrSxLUkQRTi2YGhAMZxTzC5kmZwNqTXr1OXpba3YW//g3QcmjAlXP+T/IwBvNmbA5EdagfOpJ585bc9XbIZKFfbvFGRdm4wjk6dTJDcz54UMD4bYdpuhYpsoUsTaItZq1QzAVW1kkCSQ6V1KJryK7kXs3DTd+Xew6t/2+LdeBXBlRamDLsJzAhw7oNoOeP645GPfLPCZZ4dox3kcx2HQERQdTd4xZF1D1umB23MlritxU2qSFIZSZSIFuGMnlc8rs4ZnjmQJQhs3Z16TYHYO3eXgydSpILSwbcXDt9X5+OMNzk3laHkCPxT4tsGJwA41dqATea8r6cnecB9Wa+yxlmRdxVixxT98f5M9G33+5Jt5Xj4zwGIrh2851G2VDDmS4EmDLUUvIRRgCZOsPKK3cnarmZ336rsn2pA0p2BekzN1NPSORBppaBsItCHSSTVztix46kRE3o2Qqb1YWQbPjfEyMbs3xWxem2Fl9oQ9dN/tnypXKjc1mo3Fv3AEz2bG5Oz06YNnTn5jYCDXpOXnOHPJ5rEjAZvG69yxL8AYSRhq9m8LEHHMc8+B40QIDHEUsXuLZseGGIFEiqSdjNS4s0rbTsE6MmhwbNBxOmIssogiiziW6LQNLXkASBOdxKectKPpRNu1NLYK8ZwQSwVUGxHPnRT84dcKfPPoACvVPDLjkctYlGxDwdFkbUPWMWQc0qidRO6Mmxj/PUfgOaQOPZ2CW+PaCf+2lM/5KZiueklhJW327S+cdIFI0gfZAXmkJUGgGCsIdmxoceJqRDO08dMZ305AouF3OG63UAPyus6czsPTlSFjhefavO/hFo/eXuZbr9T56NcLvHymwHI9Q026NGwLV0mUAFcK7HTlsTorahqvNYLYdHo3SZuTTTL5ShssWzM2EF8n6/bZPjsSEgZbRmzb4HPDFh8dJTPGlG3z8tkslgf7tsa0AwtpNPfdELBhJMvsYoGLUzZzywFfeezxgdc/+PDBvbt2f40/Z3jQnwvw+YVZt9GSv332/HxuqBAyONhm+/osR8/muDLr8pEvalbqEU0/YvuWAFvBi8cckCIZMBNpdm3z2b0xQKAxqZHErDJx9xoBHFvzxnt9No5FWAZ2rNOMlgRx5OCHDmFspf2WvSvYjd5CY8kYZUdk3AglAxbrmqePWHz12RxffHaAhVoe4XnYeZu8gqKddPJkbFLaARlHpKdMLacp73YEbid6dwCuIhwnWSGMCXniqMvkbIbhQYEtdVdlkOI6CptGug7A49ii5dtsGhM8fKDJ518MaIQ2rVDg2QYnSqK4H3asrnHCwTvJm5CraEqnZU+n/alRqrdnXJ/3PdjikduW+cJzNb7ybI6nj+dZqGZoCRccRVPJpMIpUvVDdHNMYpISfag1OowwOmBdqcXuDW0srVkzHvGWe31cu4PjPl5peviOdbJC79qkuWFrjA7T6b4SnjnmoyzJnk2CRjPDcjXP9OIwx8/ZHDmvacdtlIppV6dyjuK35+Zn9wCt/2GAN1sGP/D/xqvHDhWL3gyOrWnEbW7e2aCQHWHtpMPccsxSVbJSs1moZai2Yee61KOgITKCxZU803Oi5yMxJk02OqV3013ihDB881TSdeJYIffurXHjlgbvvK/J7k0t2r5LFFsY04taUvS4tuOFtNuac9MwMWPxiccKfO3lPAsrOXAyqIJN1pLklSFvazK2IWODZyfg9uxkJmFiM5V9p0j/3KQg112QO3bSnnZpRnPiigu2jS1ZtdSL1WbrVUt6HItUTUnGOe/b4rN3fYOz01laniAbCdzQ4Fuk0p7uKRXS6pMge9ek5/rrnBZRnORC7cAmk/H5oTe0eesdZb5xpMEnH88yMe1xdiZDUHGJXQuUAim7Lsjk/1eDjiEMuGFTlXfdX2Pf5og79hgsqbCkRamgkH3e8Z4TUfTRzYSutgOLK1etLqWKY8l4UdJo2bx0ymW5arNUlswtay5MRVxeaLFve4NWkOX8VJ3pqdMMFP783SP+TIAH/rLQsf9TRfdQMSpanJvMcXlBU282eOOtCwwVh7k45TK3pFhciRiuRdSbmnYAQWfYpRZdzqU7N1QLDOlIh/4bQpJ8+JFDEIMfwBeeHeBTT7Q4dHaeD/3kMrvWhwS+jdYy2WjKTqJZFBlmlw3ffMLm0jWPp17KMl32uDSdA8/Fytl4SpJTkFMpsJXBVUkpO3EUipSGCLw0enupDySZ+dcHbjtO5cYkefW8gCuLcGYiiy1Xy4NdikLPD97PV3WqfESxRRTZ7N3UYsdok5OXI5qRTT4U+AqcdMqU1QdwKQVCylWRHOgW1Yym7/8/oStRrAhjGz9wKGR9fvD1PvfurzJdrvLkSy6Xp1y+fiTDzLJLHCqMtMDu2CA1BBF7Ntb5Vz9a5s13SlrtPLWml3T6+xblquzLlfoBTpde6g7Q+/KQKE7mS7Z8i1rTYqkiWVwxzK+EXJoxTFV8Hrm9yb5NLhOzDmcnYz799aPD//Dv/PBPT81c+dD6tVvM/xDAf/9jXwVi4mqVjCsoFhQ3ZiWL9SqvXCqzcdjnzn05puZLnL7iopTEc0LaQWLZjNPZd52suQNwjEGbzmjfLkPpzc1LHwg/TMaFzdRzfOXFUaJI82/+zjI3bG1hWckk1MvXLI5fVjx+yOXEhMvpyxlqvoPve+A4yAGFa0myFmQtk6gGdqIDd8Hdsc06iS/cTWmJ41g4jkzAn4LbTcHt2Ek11FFJwcjogPkViW+S6+BIgxJ0ixvXBfDeUm2Sm9uJXkFkI1CMDAZIq00jtGkqgRsZnJC+hg29qgIp+6Is3WkC6cNjBDrugTyOJXac5DVBaNNsu6wpBWwcC7h1q08zaPHBK1VOTtg8dijDicsOlycdwlAglGbf9jb/5ifLPHRAMb88xFKlQKPlEoQyHdkhrqPdou87i+6Usc44vVh3VjBBECYz3at1yfRCyJmrEdeWIwaKLW7eU2GoYHHi4hCxjlg7HFJ0arn6wqH3+7b1of+hCP78s0/Qbq9YVydfFKevOmihQS2yXHVZqrt88sks40OaXZs1t++Yp5gfY6XmIQDP1URpg0JnlwGd7n3T36ywyhCYtPkldCUNFFFsKPqaViRp+oKnjrl84WkPY3z++OsujcDi2GmPi1cdlhoOfuyAcsByEAUL15JkZALsjAJXaVwrNR5ZiV3WtUVS9LD7wG1LnJSWuA64DqlqkpTMbaVx7CitiIZkvICFcsxjL+Sp1l1KAwKVKjq9yuBrr3E3wnYjmcT3LYaHLB69s803Xm5xtZqjZcuEpiiwI4MddjTrVGOXcSIX0j/rRHYVC6OTBuIOXdFxCnRlEcURkVJEUWLHdeyQvBty3/6QO/f6vOOBNheuSY6ddmgGkj/+usfb729x300BQeBQb2aYWShQa9lEkegOWlr9RVfTso7S0w18nYla6eZZYZTsSVpthqwdX+LR+2Ju2Oyzbjjk+CWHlaEZlmoapQsIA597YlLcvOcm65vf/Fb0+tc//N8HcGPAdUu/tbIibzw/I5hctJFmCB0m5vlhRxDU4fgJw/JsyNY1Es8V5LOq6x7sDHXU2vQ1KvRbXnvvt8pgL8Sq5XxgsM2ebQu87cElvvGsw3v/0TDXFmy0sAmNQgsb7GRusJQWtiXJSkPGAs9KaIhjpdU7lYA7mSKbRO7OMP0euK20R1P0oretcZyOQSvuRm/HCbGsgCdfsfj8i3ksRyW68ir+/WdH8E7CFafzFMPYot22eetdLb74fI0/eWKARuSRS3m43eHhYX9hTKfuv86T1Bm0Kbugivv4uLYlkZbEcZzQImUR2RZhFKVd+g7KCrFVxHA2ZGxPxJ27Wxgr5t2vb/CRL+R43d8e4dH7JHvWOcwvZpIBS10aJlZ91357QmfF1t0VrAPydD5inGAGATs3uWxbP8C6kRhjJJWKYMOgZseaCD8KESZgYkZyaT64sZgv/BaCb7v5z2sAfvxSndJQrvDsN7+469w1bQ3kLB5da9MOBHFMt+FApx02ju2lLsAksvQSid6H70xO6lQx+6nJqiJBnwnLVoZCTvPOjSF7tmqGxgxPvAiT0w6+44DlgmWDdLrAzsikQudJ0wWzY/Vm9CU+jMRR56SR2+mYvK4DdxLZDY6jcTogt+O+M8JVIcYETC85BL6HOyBxUnuu1fGl91cxRe/79y/Xse5YRxPaUMpbbBgOcESbVuTSigQZlRRG+j0kUuq0KNNpVJDd9zJduiLSbVo61VO96qHq2AVsZRHHCsuKsZUiihPAKxUlgBcBG9dGhJHglfMlzi0VuHGdza61PrmslfhPpFhVwewf9tm95Wb1dNvO6q6N6XqVrHSfoaszBWYXk7pIrEnpbUphg5jBgRqbRqtWIVPZdfCedxaMWaoJMfznA1xGCzSXVz708unLDwZhhTfc3iafSTYmsq0kE2+2rb7WtI6PJO5W6jr8qptUdvk33QSkP3p3KpgdD4mtkvavgXxIqRAisIjDxKmGbYPKgOUiLBtbSjJWD9iu1Yt0Ttpka6dR27E64E5fbZmA3E4ajzvgdlRH7zZpw4BJHX0aJy0e2XaI64ZcW9L80TdyoBxsKXoJZp9x6foITh9NSxLxDg9Pxs8Foc0PPNriC0+3OD2fpxHbZCPRK613HiIJMt2Tp/te3SVR9L2P7NGhDiePRdq0LLBjK43oiRoVx1ZSMVUWto6ILQttJJZok3E02IIQm5U6XF2IKWZjPEei7KRbqN+wtWqJTsFtMN35TLozr7yvHVEIQaUOc0vJtYtiaAfQ9A1hnIzAqAeJB/3hm1do1k89uLRy4ENax3/7vxnBF648hpTCGVSz1ETMyYtwecHgR3Ved0vAmkGLHWMKV9m0A5tGS/VmcHeA3VkOjei7sP2yUW/56gC83/3n2JqsG5HP+QzkWuSybWbm4cvP5wlUBqwMSik8S5DrRGzLJKDtKz3bqTXU6Y6JSF+t3v6SnZ7FHtgTcDu2Sa21nYQyidp2Gr0dFSJlwOScYLHmIZTClayiJ93yfB8F68j/PVWBPj08UVOCyGao4LNpvMXZOZ9WrGjH4MUCOzaoKOXhUep/F7rPm2Otsvwl5qYU5MasqqLGRhOrBOixFqg02VWd9jZtobWFVhKDICMNb74n4CNfbzO9FLHkOKiqxg8ST7yjOvlBX3dQv/3TmD4u3gN0Z7XvqG2dn0WxoOFDMzQ4TsTIUMia0YBHbvFp+nmm5hwi7XDolTKvXnoq2b33vwXwp1+ewyAoumUO7oaV2jDOvGFmKeQ/fTbEdls8eKDFQ7dUGR0Q7B6zCEOXRtvBD/tGGGvZBbvuK8+vbjZLo3fKJ5XsjDOO0tFjbYZLNSKafPQbWU5dKWJUBttW5C3IWhovbUNzVg31SccG9wPbItmixBLYdqerXuCoRC3pgtvu9Gt2QN4DeuLqSzZ6cpyQiJCvPJ9hfjGDPWDhdCqAaYK5qr+x/yL3cfDrJbM4tmj7yQTbN93d4PnjbWqRR1MpMpFOvpuEQPa2KOmZo3Q30cTI3orZkWENSTU4nQfeoSpaJQC3Y02sJEpL7Fiilexq1Nok0XTPpiY/9GiZ3/ikw2KlRKRtmpEg5ydORdvq+fGTKN6t6KVfXawCeD+4Yy0ItaAZCuo+hHHE+EibkbGAh2/xed1NGsfKsbQywkTVpboCl68FDJVa7Bu4cl0r47cB+LWLf8pA3rvno585dFuzorm2AK+7bYHdm3Ocn8hw6oriwrTDl57J8dSxNkOlFo/cUudNt9dYO6rQ2qPWcIjijnjf4eOSfv/JaoNOP8BjlIrxnJCBQhvXbnHoTMRnn83x0a+N0iCPa9sUFIm/2epxbVv2+Km9av5JAuzesB/ZfU26zXvgXgXstOvHSWXBrpdcRTh2iGMHzFU1Ry9mQDmoLj3pa8Doyy/6EZ7c5F406wzp70iGUWwRhjYHtvsMFVtUy1makUXWAjtKGxVik5xRhwp1TE667606xR/RS2y1SLmvQGvdDUJKC2KlUVpjx6ILbjuV/joj3LIu/J13tSjl5/j0MwHPnRqkWvfI5yQ5O8l5uoWufjdi363vauFGEPV5U3wtaLYgIGDdcIN33V7noQMRowMOxWyW+aUBjl/zOHUJzkyFRLrJI7dqFqsevpa3ldY9es9HPvnAcz/8vtd9e4A3mpogDN48mItvDquCSt3hi8+F3LRjhU0bAvLZATxHMbJkmFrKceFSllfOF3nspTKP3LbCm25fYe9mQRja6cxu6zqA97ghdG5KxyilsVXSNNAIQk5NwMlJi9/9wjCHz5WQToacZ1GwUnCrjt3zuoid2kk7v+50r3QaBnogT8Hd4dyKLt92VZJY2vbqRomOp1ypEEHIl591ef5kHukqHCm69KR7Y8XqKH59wmWuK3wkQcEi1hatts2dN7R4y711fvfLeYLYpRHJnvtP9tyKXZoiZRrF+9+qIxl23qsvchqZ5kkGO93uxVYCndIWu/uZOmX/hEZlPYuffFeTu29c5MNfaHJiIsfpK3mWyy62a6Es2Zds9ozCXXpCP0VJR9DFMSaK2LelzqN31Hjkloh9mzO0/RKL5TynLmeYWbA4diFiod5g/ZoW+7fauMJhYlqzUpE3j6xrvTkmeu7bRvBaZRovk3v0+JHHv39xYQktIu6+weLFk4N8/fkm48Mx+zbB2JCNraCYixmvaq4uKQ6dGuXQuSx/+lyZ2/Y0abfgwE6fR24LcJUhinvLJf19KGnEkUJjKcFzpxWPvexQCxyOns4yvZRlpZ3FySSbseaUTgz7Vkch6dGSTsRW10fvzhyQ66J3j6L0Re6+nk2nr72tm1h2z5CAkE8+WSA2Dla3etmfYPY18HbGZ/Rz8HRwaH/07gAoSTYVApv3PdTkj7/SpqIztLRHW4vEXWiBFZluc0KHokgkr/UeyZ6CZUQf701okaN0EoiU7pb4lZW+xrr32ToV1zjZcGDPBp//98fazCy3OHKmTDOQfOOIx0tnPYQlE+mS/kTEpP8ZhNFonQSTR29vc+vONu2W4dbdIXs2KgQDXJkZZmo+x0LZplKTrFRjbFvz+oOaNaUs88sez50yFAtt6tVlonb1+9/06ENPXboy/Y1tW9atBni9ERPrcPvEtL9NiTKL9Sy7NlZ45PYhjpwtUGtqynWLgZwh6ylGSoqxRoyQIcstw0w9zzNnPV44F6HjmKFnI37zCyGW0Bit0xxjNR/rNg8LgZAWSzWb2WUHpEKbpApZykBWgWdpXJVozAmnNl2jvt0H7GQ7wF4kTzzUsjfNSiXDf5IkczUtSYCdyoqdHk47Trl3AnKlQlw74OhFyYVpD2M5WFLiSI0SvR7S/u707j1eFb57gNN9BZ9uJI8twshm29qQvVubvHg+S2g5NCOJKzV2ZBJDlDRYkUFIka6IOjFfraIq6bU2PY+I0aBVpxgkiZVJGzBMknhayeewrXQGohKEysJWiZIWhArHdsm4IdvGQ7aNRygV8da76qzU6quSX9Md7Cm6r52CjxCCNYNQKkAYWQgy+IHLSjXD1VmP05cVtabGDyOiyFDKWehggLOXBUcvBDR1yPZ1istTFe5xW9vQ0XZLxt94TQS/Or2A63osLFc4ftEll3VohRrHbrFns5M2k2oyXtIRL4Qhn4mohE0eO5sh79jknQSYxkAQwZXZ5GntSkBdkPeW6243PInEVMiAIzsyX8eQn/A6y1oN7C6gO7/uAF32onYvgss+atI3/EeZbp+io3q0pKOe2N2uoCRyOyrEEPLpJ7IsL3sIVyWftx/cfSqKvD7B7FuqdVc1WO3jjmNJpC3CUDE8KHjvw3WOXizgRx4t6ZDRAifugDt9vyjtqukkm8jrJvHK7l6Zhk7yb3oPWCeiW4mHKAG4Jk6vXxRLVKQJlYWy4nRQqqbZjtPfJ6a3rKMpjOkU3Enf6KqREx3j1XUGrJVKj64JAYVcnallePLVEQpu3B2gWmsKliqStq+JdBvbEeRcmwM7DI6qoaMFiNuvpSjXzv8xUkqyqoqdl8Qm5mPfzLBhRPG6W2LWDCeDcTJuiOeGWDKk7reZXHGITZaCndAHS1x3I/t4V7I8ye7vezJpUlzuNA5b3deOxt7TfbtzVFYN9Ul5txQ9kPcBW1lJ1FZKdqWsLrjTCVe2rdOZKb2SfGemdjd6W0nnzulJ+NQ38/iyR0/sbnGnf0czVkmEq290+trn0ehF8R7Ivdjmva9v84dfa3L8coZA2WkUT5oTlBQpVbm+MTsFFrrvvWTv/XSHrqw2xfXORCSIOrMMpU5eo2RibtI3q5FWp01Qd7uqOl09pJG7+7W7Hpk+yTiti3QulyUTtaqY91kzvsJcy+XSUgZHQNaBjG3IuZqsA4/cEbJ2NGZi2hBEIZ/71gkef2UWo+PVAI/bV5Du5uzhp351y5HjTeJAYITFLduK7NwA60drFHINED7TSxGz1ZiTk5LPPlPg7GSRtTlB0dW46XDHbz+dtMPB+8r1qzGwquVplQTWHeYjVgG/Y/rvf+1MbUoGbcoeyLtKShq9lUkHUvZoSYd/q26LmMa2kqVXpfTEsgMuTCvqgQOWndKTPv7dl1iuanb4NhTF9C3V3R7NThTXFnGUuP9ytmDXujbHLwRo7dKOHdqx6OvAEWl/ZmcOuelRo27c1F2AmU6Fk4T/26a3onTlw7QxWMWGqP8aS42Uss9rs3oEs+xvNxSrwd2VCDtY6MrGnfEfnTpIjNaC+/ZW+fW/O8Nnn/U4NZGh3naYWnRRdYuiJ3nulSI7NwqGByOEUFjCQVljW37l5348+yM/+BPN/TvWJgBvNWZxwurrh4aGfrbgHmPbWI7RoYD920KCOKDqt3j5SsTL5xwOny1weSqL59pkLIttJUPeSwbM2Cm4RLc8nXyznrh/nQe+o6b08/L0314/0GfV1Kq+2SpW32yV3hzCDtBlqqSkvLxzWmbVeIoO3+7y7rRROQF1h3snM1RW6pr/+Nk8yy0P4Sbe7+545Ouaba+XyP6slc3oXsGnk+TptJYQRYpCVvGT76rzraMFln2HQCqascTuOgp7vD/pwhG9UciAQScUBd0HslTZSnd9iVUiH1qdvUU1WLEg7nperBTU8jVg7k6k7a4gq/XorqOwb8X6dkGus3eprTSNlk296bFhsMU/eHebjFfh4ozm8Dmbw+c8Ll7LcmHR5cyM4sathtGixdxigy3bBn728RfOPddsNr/QjeBnzl4k6zm8dLzMoZMeG8YNth1xYrLB86cEL50tUGl41OsOgznB3jWGjG3wbJ0WRkR3qOP1Y8q6TQ395XpWg31VebMTyr/Nb8V10VH2TWXqzVeR3QhuKZkWeOi9ppzb7vLtztSrfpDHq08rbVp2Qj7xhM2pSxmQNkKmsl1nRRGriy+dJ/T6oTmrV7VOr2JfJO+L4lGsiCKbfduavP3eGn/4NQ+tHFrS7baXqW5Xe29IUicq9uKGTmmBxKTelH4urFKN3NKdHZB7gzk7Kk3/QKDrwfxtH2TzbaL3Klfp6t5ckVLTJIonSezCSgbPTRq7817IO+9s8/D+kEq7zKGzFs+fzNEMswhLc9v2Jm50jTOnPEzs9yhKpaHwI0U7MAzkfeJY8sJJySsXiizXXPK2ZGsJcmvShM/qX/5Fl/v2ey+6X7DjPTCkXT29n/UA3wN474L0PyCdP+nIi6I7DdXqUJcOqDsA71NWkmJPqpen8/lWRe8U6D3unYLcirv0xHVCVqqaP30yz1LVA89GSYnTN4tFXkdL+pnJtwNAp6LZbx3VWqTuvx7Iw0hRKkje9mCTL77QZrnuEFo2rbjjPU8AaPXRE9lHT/qvIKY/iqd0xeo9YCr9HJbuzavpV4VWzwxfDeZVr9f9rEPFus0e152dh6ZDSa1u0c70BaHkfuUymkI24KF9PjdvCXn5fMzCiqTSlIxvsBkc9Yij5L3VmXPnyOWHNp878/xPRa1rjOQznL/msVix2DYm2LfBYKu+QS6SRJ6yxCpe3LupHYN7X6XO9LpMdB/QOw0QvUhmUrNW57XnW+iOTe5YM0X/+4tuNE+Gu7Ma3CmwVVr5VHYP3E4H0HZ/1I4SZUDFSXe+FeI4AVcmBOcnPTQOQqpV9ESK1VNkO9bRngx8/TK9utjTnVeoEzNUL9lM2s0wNrs3BWwbb7Nc9jBxEsWdOG0SjjqUQZA4R/rLxeY1wSOJ4p2oKnvgk0k01ynA4+sGcvavPN8OqKuidnd1ohvgus7SroK0Oifrp6WrpgR373NnGpeLbefJuJpNpZicFJya8LgwMc9bd+3+qTtvv/fV2ZlzEyrjaDzVHvds8eiFiToRFgf3tRnIuLSDZDJV/8iGXhXy2/OtLh3pWGa70anPWdj3Z6+9QOa6qGaIUyul1r0HohvFhegOubfSITarAd7buqMzXdZOeZ5t9UXszhwVK0J1N21KpEFbJarRV17Mc2HJA1sh0uitJHw77/eqCa1/xvGaJpA+wGvT8/TE2iIMFFuHA950Z5OXTmdBB0SxoiV6HhgZd6YMdB4q03MY0gkQBoPsJbro9JqniadMPkPcpSd9dKsDWN1LSDuV0OS+mr4HqLdad6zS3d6ADtB1bxBQ9++vukI9NnB9jk76OVqBoB0KcvmAW3e2qFZr1Bs8urASjjfqZkLNVwzZ0DBXMcRG4Ac23zrW5vUH5xkuCW4cUYmhpm0TRb22pK5DMI08XeNQf7IU9znX0s4N3X3tLVvdzaW6Ub73d6JYJE3McZ8hvlsFTe26luxJiKu8KImbUH2bZa572hrHiru/V6rTxByl0TvCywa8eM7iC0/maLUdyCqUSL0n/UoPr1VPXmOVve5G9TTxXiTvSHTdEnnaMDyQt3jHA22+9nyTw+ccyNm0tUz8Kd3ksufQTIDRL8J1fq3ptLb1VpQ0oltJNLdkEs37V+duk0Z6P5J7onvNLcZ8m0Bluqu21qTBKnkodJy+phKl6cPC9XSmN09FEMTQ8EGbmHVjAYMDAQ/dIvH9DFK0GS21GR7w8SwflU+37ih4kh3rJGtHQx5/2ebXP14ixOf1B5tsHKnzzvvaRKGN1jaOSvwSUWT1jFVxp7G1U6xI+uwSPTcpFMRRX2dJN6KLVZE80YPNqn1g/BCCUBAJkT71aZFI9vbh6Y/a3YKQ6nWiq36AW7oviscoW6dKyWrNW6kQxw4Jg5ivvZDl9NVs0j2URs3OXL9Ocif+HAXl+uGbPTWhM+ioZ7pK1I0+81WabPqBzZ6Nbd5wd4NjExn8yEFLRUuopPDT8dV3vdj9erToRvCkkqi7rW29Mn4CdMvqVT2l6fm6O9E7ipMdJIIwaU+Mot4qa1bdy9XNDV2NPYZIm75fJ8CN01kryRQ0iEzy+3YMEeCoGEyywdf33Ndi44jmTbdHROEAh04VePxlyWAmplwRLK0YGg2D+nd/8BWkZdFu1IkbNuNzBgvJjjHJfNnmq8/kCEzMp571aTQjtqxp8d4H6xS9pACwf2uMJZP5ehiFFL1SbhAlw3vC0CKMk/G6yQOQAL/nwxB9kSS5sJ0evXYgke2+G5E68RDXgbsf5Ko/QdHXRfDO7zvz/lKQp4ml6ovcykqkwZOTgm88n6HZsiGnsKTEFkljsSVeW+DpE1Cui97XW65WP9jJFn2rga51b75JECoKBckb7vb54tNtjl12wVKEwqKpBVa8etxaIrf2Mr2e9mxSlt7bDqbzs07F01hgdT6f7JGcZJdmTduPafmJFzyMkshsNKseGP1twJ2sxhBqQRCLZLhRJGhHyTQGpMYQo2ONa4Xs3tbCtmIGMhHvfbDF5jFJveGwflgRxclIkPkVFx3DPft9hvIRceNprpw5QhzFqGG1iCUFFSvEGw7Zt1mzVM0wVLQZWdGsqURUGoJyTRG14cjpEs8d1/hBRDYX8IaDNTIqIgo1uza2eMPBELTFaEniKJswcvADm5avCMPEYRh2PeOitzR373iHnwvCUNJsK0DgBz1Y9BLMBNTWnxO5O8Pe+6lJsttDr0rZidxJyTlNLtOuncjEfPm5LM+czCaWQ6H6rLE9cPfsqtc3OYjX8PDk/ncss6KnMvUXf7or3WrZ0G8r7r+hxZvuaXBq0iOKFUYqWrGNEqn6EXcespSSGNMFNv0iQA/dXVCCTlfIxGrbGUEjpej+PW2g5WtqDZ102US95oX+RLbbe5lG6CgGPxa0I0EzELQiQyvWuHbA2kEfm5BH7qiza4NPGEpcC95wMKbg2TTbHn44SLPlom2HK9MO5ZrNQlmxWA6ptQIWaoK9m8CIAD+yEGhUttDEIFiTjVBac+KSzfRK4hzcvNZmIGdRa8bUmzGNlqbR1mmXhU3Nd/jqM3laIcRRjO0F/Oaf+pRyPm85WOfmbW1u3NagmFWUBmyaLZeW7xCEiiiW6Y0TPcohugtpUtWS0Aosjl0YoOXbBFHnYid/ubeTQwruPzNy90Vt1atU9go68XW8O0RZie/7lSuST30rC9hgKYSQ2IKeseq6xoPXcO8+BeXbcXD6gN1Lvjt+6V7OE6fdNVGkMFi87+EWj73Q5uVLNkgbLSTN2Eo+F6sLbayK1unv0zcXHbAje+mbWv3Adu5PZ7KtFJLlquHSvKYZpvPK00Gbshvre/p+pCGIBc1Y0Ayg2Y4p5HzGSy32bm9yYFubNx70KXqSwYIi49j4gUs7cKjUHeYXbVp+sqNyvaWoNy2qTUm1bijXYlzb57Y9TaaWcswte4RovEwbrQ1q/4YEFJVaMq9550ZDvWlRzPmEkc1yQVFt2FTrinozpt6KabY1LT852wOCdgitSNLwM1SaWS5XDL/6iWFy2TYHd9bYuaHFW+5qcffeJvmsS6PlEYQqvWm9my9F0tGT9RKQLVY1xyYzHD7rQAQ5L7G4inTATX8UT3wZPXDbyvT25emAvI+OOJ2trZX+NtJgnFhi45inDmc4cSmT6I3SxpIiVU+uSzBX6d/iNWRE9IGrP8PsL/b8mb6UlKLEsSS2FIFvs29rm/sPNjk16dGKAxCSSEgaseiCjE5NIurQD9OL3lYX3ulPdY9CpYGmU2vo/Eyljdu5Eqwb86npBs+fc1la8nCkwnV7U2o7q0dkINDgR9DyI1zV5NGbqrzh7jq71scc2C7IZxzqzRJ+4LBYdmi1bfxA0Q4s/FTJa7TSHZVbUGsYas2IWiOmXNMEsWJyYYBayzCQN9R8j3bsIDGoelMipcQPYozxOTnZZmZJ8sDNPhtHPYaLOVZqLuWaolJXVBoW9UbiIks4mMEPdbIbQXo2Q0kjUFT8PC+cyPPkiYAvH2rw9juXeff9De69sU2t4RHHCm2SyGHJZJcyrSOuzGkuzlh8/KkSxy+UGJCCbWMRlrQQwsJK2w5F3148SqUbTanXVidVJ7FUcRfk3V93gG31c++kY+f8jOCjX8/jhzZkbBDJ6OJ+7Xt15BZ93Ltn9P+zyvVdekAv2ex03RhzXTTXgtgkyX0QKXKe5INvbPDlZ7Kcm0rGrJnYIkDR6Mhr8epo3XsfVlEW04F553PHaQTXYGmDsRKFRlnguYZSQbN1neGO/U2OTyzx2adcLs5kuTKTpa0dbMdKq7cdhSRCtwLuu3mF9z5Q5c0HY0aLLlpnWal5zC+7+L5NK1D4gdU9W0Gya0SrLWi0oNY0VBsJsKsNzXLd0NSaTWsa3H1Tm6klm8n5Irbj4lk2xhgUIx8cW1o89f+Y4FusHzS8cDLH5RkHT7XY8YZl1g43WDuSoVLPMb2QYaGsqHgW9ZZFq50kGUGoE5CnYG8HhlZgGAygmRVUfJelisN/+kKGV88t8ss/ucA9N1RptpKIaCmN1jHHL0k+85THE0eKzNYGmFnJsz4vyA3rdIhQZyqW6SWY6e4ESeNDv1qiX3OqfmD3F3JUr2KprBClQnwT87kncrx63utyb4TESulJx2Ak+6Jdl41cX74UrIL5qoLLKppCNx/pKCn9iabpJJzGImjb3Ly9zbseavAbH3NoaQnCQgtBWyhE3CsnGyu1yAJYdOlKP2XpfEKBTicBJytTP7eWqU1ZCkPLdxgaKPD2O2Lu2dNguVnhW0ccPv1UnmMXs8SxnWbgBtoh995Y4V/9aIXbdrrU6iXmlrM0mi6twKblW7R9lb4moPbDJO9qB9BqaxqtmGojYqmimV6BpRY0YygNaO7YbbNrg4djCU5csRgoVPiRd936/9x2466/Zb3/vW9Z16pX/u3JM3Oq1c6yc4PLw7fGbFrrc225zX/8nEQ5LRynzVgp8QEbY6GUSMYs9O980Bme05k7osBThozSZB1BLGzOTTucvajZubnJju1tJuc0pycEv/m5LP/+k4N85cURriwNoXWG9QMwltfkvWSksZeOd7BtuWp76v69L52+kvuqrng77lYsnX6fiZ126aSyoK2S6H1xWvKLHykyu5wB5YLloCyLrDR4nQ7+/oKS7Oso6jN8rd6TUnR5bKdAtFoF6siOnbknnWkDujvkp9O/KmXywI4UYx474rBYUWlFRmKQxKSNwt0nqpvdXPf09UhUZ+WRImmg6FYO0wpxb55Mkrgnmr1isCDZOGY4uMfngZvrbF/XoNUOsExIeS7kvlur/MpPljmww2NxeYi55SLlapZKw6VaT3h2uabS06LSgErdUG1oao0k/6s2IuZWNNNVTa7U4MYdFX7yXYsslw2XrmY4fDpLre6xfZ1g/WCLXG50y+IKv6/WDJbJWVXyusliXfLcOZtNo8kOaS+eHWOpbHH+qsZzQt71QMR9e0LavoWjLIJMZ9yW6G5C1PINjZZFsxXT8mP80JALDXk/Wa5qvuSVyw7/9LcL3HVjyMvnXC5ezjLfzOLrLLbtMJoTDLqGopfstuDaEtuSSKt30WUKik5B53pakswx6YBYd1USW8VYVr9iktASS0ZYVnJGUvOl53KcueAlpFIkZy96d3hmn/e7UxDpyylfE8CFWM29+XYc/LXRXKdd7UkPZUc2tIhCxZ7tAW+9p8ml/+oQxJ00L7HCtoyVzvROCyWpNh2bXrNDxx6RiJQinVGTGLdiadAStNWpJKdadSTwA4tm20ZZSVNFO7DIZ2x2rmuzfV2b9z26zPnLkqPnbe66KWD/Fk27ZbNczTG3nKPZslKOLWi2JfWWoNHStPyYINAEUbI7XxQlKk07MFRb8MAtTd59fxPPtsl5RTa+HQ6fa1OpR2wea/Hq5RynJl3IwuhIhKrUPVYqHucmM7RCiW0UlbKFknDzBkF7NOHVBo/KimCpash6MRk37lYso1gQRQI/kNTbMnkK05kjUay71cqhUsxDByv8re+Z5ehZwb/6vRLnZnPgZBFOhoxrUXKgaGsKniHnGjLpjMDOqAd1nZHqenA79upZJqs8JimgLStOO/ijdNZ2CnIrxLZDLs1a/KfP5WkLlTxJIuGUSoAS5jW6d3/nzvUg7x9qdT1F6fnC+911oqs+XL+7RRfoWqYKi4WjJX/7nQ0++2SGSzMWdAfiaww2PorYCEIDnkmKJ97/n7v/DrPjPO/74c88z/SZ0/Zswe6id4AAC0iKFCWqU7Zsy5ZsubfEsWNHtmMnLomdOMV5nVj5xaq25SJLtiWrixQlUZRIiaLE3sAGkiCI3oHtp06f949n5pyzIN2L4sx1nWuXAIGz2P3OPfdz398yum0sx4ha0aVro9GMimsui61lnI4WsxxDl0hpDCaRaSaIEh3Hlkx4IWuv6bFuXcJv/UmNR5+3+ZdvMpj0XDo9ezAxihONXgArnYSVTqLa3rjckq52RWv6Gk27xqmzDUC1Mf0wR4szmm5GltisH9eoGDBRkzQqOvpks03FbuHQQQgHISIAkkSysOyz2DLIcrBNaNYyDBnhOzGGkQ4kSVKoH06SaKx0TU6cc4ji8qChksEcC9avibl6l2DjtMmm6R63P5hy6IKNZtk4umTMhKqZ4Zll2oKyM7aKlkQv1PGlsc/odtK8BNxWoaU0R8TC+mDWXQJbgVuUINdj2mHOBz7ncvaiWcwjFcCFVq7DR0ZiL7XUGd1i/lVclEt+YzURSrtkLs7AajkvY2CKXjzNBDMTMT/5nV1++88MWhGr7pw8T4lznSSXRJmGnWskeY5TrsEpN8PD8axGwU4UOTLNkMV2MUkEcZE6YURlMO1oCp7agIKiXdhGwuMH4Ja7fTrJGL93i831mwXrJjNsSyCluhnDKGOplXDyYsJKX22wQZ2x0JSc0dRzKg4cPg2LK8q3PcthqZ0y100IU8hRmIviEGssJBIhepY6LK64PPC0hSZM+oGg3VeVY8uMYMvanIqT4jgJVTei4ob4bohjxUiZIETG/IriFMQZnDxZ4eg5icgtTF15a7s2VP2UsVpMnOjEicULZ2OOX7DAsLB0nboBFSPDLcBdpi1YhlYYZZY+JsO0XrNU4xSSM0svI0WGHiaGUbz0uJiQpAWBKkXTUjTURyFSpJXxmTtd/vjTPmFaPCI0VRU1bXSpMzonzle1JKNrHe2lkFwCetCmlIfK/MXtyQDow88HrUo2bFVMM+Ffv63DCycNPvT5ClgFwkjVDSrUMijUdeJcEmYacarE3FnpXVjMygcgFxpaUqZG5yQyJy7yMHWpEciSAyTRBsnLxb+osAMJo4T1UyFb1+U8ddLAkrDcThVYXYlj6wPT001rExK9xZlDkihTN+7CigGaQBcarqFRs2G5n1G1IzxLpU5vWSe4cZ/iw7R7gn6k0Y80mr6OyA30ME7x3Zgb9kQstA3mV2B6TMN3BL7bx3NDfDfCtSJsK8SxQ05ezDl9DHQ9Jdc0PnW3x3zLxJA65y66jFs5l23KVBqwDVUvpVGJqbgxpqFA9uAzBk8cdRGGQUWCX4DbMUrL4tK+WCucpwSmLl7SoGfQkpjJIHWhzMO0jLg4PCo9pWHGpElCmmUIcgwrQ5oZaDnzi5Jb7nJYDkv/sWIWqWmDJcZfttD5ywhWGn9FFR9tVQbjOu0lK/jQHewlRLupoGalvOV1fW69x2ZxUc1MpJVgmmpvEKWSJDDJDIPAMkmEJMoFSZ4XvjUZpUiibLnK1GghcsTAk3yonFKUablq2aVm5zlCpPRDkz2bQq7fHfLE8Zwg0egEOXZ3KIaWwqDqauzdqvGGayPevBCgGxELbbjlbodME2hScOKixckLNkuhwDM0XEujYsPFts6BYya+mzLdjLiwYnJ83uR1N0gqDQ19pWvQ6wnOXoQLCwYn53tYbpvNG1Rjf/N9OlFKwbITSN3m0UMWj79gI6U6bAZ9A0sKmg6sHcuZaSr/P1W9Mypuiu8kuLZ6Aix3Ep4+bBFnDq4jqBg5rqFkb3ZhRl8mLQxsjQ2BaY4CuzDpMVJla2wMI/0sQ6lvTCPCMiNsM8R1Q84tZpw9A/c/YXD8lETXYe+umN1bE+qVnLseNHnkaauwAx6Ce0DEv5Rrwuree1VLoq1WNv2V+B6w70Ydr0ZAvEqgMGxjBgv5XEMn57q9Ed/9mj5fe8ii4efs2hqzd2eC1OH4KZ0Hn7A5s2hzdt4hcWy6hkmSC5WUlpd+KiV/pZikFONQKRTAhdQQ8WjSW5HZOTI6lZpKuuuHCVUjYO/WkGalTysw6Vgadj8rgmNVYYoTjbNzDlJMsmtdl5rfw9ADXnd5iGHEGDLliSM6jxw00XWp6NG6IE/gjgdtLrQFa2dD9m4zqJ8bQ8oek9WQppegG0ZOL5ScWrDZOZuxFAg+c7fP/udUm/LEYZ1uKAoOsUaSKwlWxVA9kiNzquM5FTuj4kDdF9R8Hc8VeE6O56T4boLvRPhuiOf0+erjOZ97sIYQNhWTAtzgFJXbHmlLrNL51VT59daIZ7fy61ae3WWctm1GWEXYq2uHuE5AL4i45T6DT33N5+gJi4NnTNpLErSUNZMRM9WEm17e59SioNUdpf2trsKDGcVLreMZ6bu1EQbKJTPwVe3JcBi9agmzSglzCdhhSG249Eapejmvuipiy4aYN748ZLqSMT2RA5LlZY1DZ3scPiH5zF0uX36iQrfr07ccUktXrUqh21SGmfmqiYoSu2Qj2k85ookVKgxWyMJIVVc5pbqJ6zh8+/Vt7nh4hdse9VgOdGwjH6FOpFimYKktEcKiFwqqno3vRHhujJkkRCJj59qc3evUk6z8xvVDwUzdIM1g00zOU0d0Dp/VWDcR4pqKBKafXzY4s+jw/GmfMEgxsLlig0nDl6RphqUpDkrJCgtjtcRJCnK9aahe2bXBdyRVT6dW0al6UHFTKm6C7ypw1/we/ajHbQ96nFuqMlYTVI0Mx8iG4C4PlkX1Ns1RcJeWxiMhUKbKy7HNGNuMsK0IywzxnT5hGnDrfYIv3Fvjq/urnFlyyTNDGa/UgSzm/GLA4lyfH/jOLt/9xoCz5yXfeFySyWyIvmGtpPTluvRweSlF9tL/ZxSI5SejY8JVkr2X0i+OTFwuUQWgCbV6f+Bxk/d+3OM1+0L2bEqQiUFnRRGypMi5fGPGFRsTXnlFm68+3uML93a5a3+D5cBnxbLIittYK0A+sPIYPL1GkuOEVgiQS864eFFqtS5TWh2HybGQb3t5i/sPVJjv13H0wvKipDLLtKAESJJUI4gkvUDH6SWYhrKkSBJJP9QJIzFwM+70Befn1fmv066Q5Cl7t8Q0fZisJ9hehPzBH3hrU0vbbzeys/qmWcn2dQkv39tCN5Z5+riOaxiM1yTNuk6zqjy000w9YlxTw3c0qp6g6klqvkHN16lXoO5n1P2Emh9T8wMalS6W2eKDXxR84ItrEIbPuJ1THU0VNimiskURwDqM8LOtXL3MbPjRTHEs5WfoWArcthXgu316ScB7P2nxP/+syUPPj7EcVTFsB8cxcE0dS+rkwiCNc157TZtf/KEVrtges3dzwrPHJacvGuRCbTCVPE0rbJpHBRVDslfp01LqU0dV/lKOqI7EUMxb/nlZzPWHvi9ldnw+WP7ohf+ILvNBirMcTIRi7jtg8kvvabD/gM1CS3DZppj1EwatToV+6NAPLYLQJE4NKo7k8k0Jr7umh2mGPH1Q0AklsVDMTYk2mKasUieNfl70Y1rpPziiYBpEeY+IJXZtCAjiiMcOOgSZpYTaRVtTrqDKUWipJ1DhwUp30OnrnL5gcuaizvyKTqsrARirzfPokS5fP2DR6WoEfeUjXmvMpoZRfb9+7c6AufkOJ060+dxD44w5BlVbkGc5ApPJCZ2JOnhuRs1LObsQ8ZWH1SPYc1SOu+dKPEfHdwVVL6fmZdT8hJofUfUDan6PerXFC2cjPnnPNL2wwmQdqtZwHLi6PRFYhko4G4B7EJ+tgG1biXqZRfW2IhwrwHV69LOAd3/C432fHqeTVtBti5qh4emqpTKkGvO1IkHPgDdeH7FpTCdsG1y5NeJ//kyLt/yqxUJoqlVzWSkHXUd+ySSlOFyVLcro4fIvacOH48BRTWrxMbukepdVfggF9dLUYW450Pj199d54pAHnsmhOYcvPJiyYzYnCHz6gVl4jmQYRkIQxjiWSc3p8wtvC9C1OX7noxmLYZUV3EFDpo1MRCgFzUWbskoyWABcaBoacsTHRj0BdJkxOZbw1lf0uP3BRZ45raMLc+CKi5aRa0kxS5fERUhWkqgdS83PQYt58ljKhYuCmgeuLRmvCzbMVHnt5Qk37k2pOAk1L+L+AymPHdaoVCX6o885dNoVxlyfH3xljKYJ8lxHCIFjQdULqLgJNT8kzjvcdcDg9EKNtQ2VBuy7Et/TqbiCiptT9TKqXkKtElLzA+p+j0a1xam5kF/9wwkOnmzSrAgaZoZnZjgWOBZFG6ISzixrCO5B0sKlADeVh7h6FQdJp0eQBbzvkx7vvXmSrlbFdg1qBirNWFe9vqUrZ4BpkfKKfQHf/UqTVtdCihjb6nPF5oC3vKbHn91mk+gv1aq8xGt0Bj46E4dVB9NRhK/aZL4I0EUzNIg1X62JVQffDPSMW+60eeKwS266aIaD1CSf+JqNr8e8ao+HEEL1ukZxCDd1kkKM4jmSn31rjyRZ4D2fhMVAo40zjF8ZKPWHfiui8CFXkxbVqoxWcdW6yAHAhciYX/bYtjbjf//0Mj//u4JjcxMIzWRgJpdn5FlMmmXF1lQnyyWaBq4tmB3vsW1Tnwefr5JdsGh4Gf4FjUOnNGzLREjIMZCaianDK67TmZrIkb/8C29u1tzlt1esF3TPCehHCYu9hAvtmE7Y5srt8zSqKxw+1+VP7zT4yiN1Jn3JeBVqvkHV16l5glolp15JqVcSGpWQeiWgWesyXl/h6IWAX/zdcR54ZoqqpzNuZ1TsDM8G174kNtuSJBc+0AAAb2VJREFUOEUuvAK/yo93LJUiYNtJ0Zao1sS1Qhy7j+/1CPI+7/x4hXd9Yg19rYpnGzTNnLqVUzFzKnZOxYaqo9GoCGYndLZM+3i2TY76IQkBrp1gOzF3Pu7Q6duDqBRb5lgDpf6lryHPZNiKaIiRbPnhx9U2dEKWHi958TlDKwqRDyYOsuhrS1qvbUTML6f89oerHDpTBcvHM01mPJj1Jb7po2kOWSoHUkKVFC0GltZZpmgQL98bIGXAE88oJmisqXZFHzFhUgdsbdXTaTDrHzlYl8G3o8lvFJ4sW9dmXLGlzSMHc07O2SS5PrD7y4u7fSjE0AaZTY4N1+7oMjm+wpmVhONzEKUhV+/qUK/FZDKnG6cstBJOLORUqlNphvt+vVaBdqZxrOVzYbHO2XmN4xcES92MLLe4/6BGL0w5M+/Qa7lsmciZqkHV16n4OlVfUPczqn5KzYupehE1P6BZ7xAlHe59NuZ/f2KSB58bV+B2MipWAW5Lwx2JzbYtWYSvFsnCZWtiZdiWakucQXtS9t0hvtejk/T5vU9XeO+npwhEBd/SaZgK2J5R3CSmuqFcS1DxdMZqOpoGy21bbT71FFOPiRODq3b32TYbc36hXF68eER46eFS1VkxUsG1l+5QXsRFKaLPi4+jIohVoaqUHG71Xrqec/Ss4MlnbTJpYkhJzcipWRkNT/FH5pchzyW1pNDFpqVccPVM3Xfg597aJU0X+N1PwVwfWrhF1S4OnsUyZ2AErWWDqZLCuBz07aPx4oPvX/HvvXYHvPNnlvj/Pply4OQ4p1ZcNY8vqneapQNrEUWPlhiGjaY1uenKZa7b3uLs0hLdnkXDrZEmJssdk5MXJOfmcw6fT9CEIpzpurV3pRM+9+Wzy8e+M4xj9myWXL5VYkhApPzhnRZPH/JYW8/ZOJ3RrGg0ajqNqkGjolGvFIfJSkzVC6n5fabGOsRpiz+6xeT3b5umF9WZ8CXNEtwWeFZRuW0FbsdW4B6t3I6ZKXAP+u5UtSRmhFP03FW/SycJePfHK/zeZ6bo5RUqts6Ymau2xKLYjqr3cx2BZwt8V8dz1KM7y1D60VhXIupUh1SQpcORxbCCvdSSRxv5fOTgNdKDv+Qk5aXakxEO+EtvNIcgp3CCQheQ6ZhSw5ZquysEJElGt59hGhJNExSuG0P95+jfl0PF0/i339vBkAu88+Ma833BsmYXvXVprl/25OWNnV3Se8nhPzoXIzfy6oXVdTs7fPQ/L/GB2wLe+ck1HFuoENYUdykpQJ4WkzvlT2WQZRphLJkac9i3eYXHDuf84edqiMzEkBlSz5iZCNi6TmfzTP3LO7ZuXZGvfJnZTaMzR4Mo/6n7D6R0o4irti9yYj7gxELC8TM6NVNnbSNnoiZo1g3GagbNqmCsmjFWTRirRTSqfabGuozVVnj8cJ/33urw0bsmCZI6ayqCcSej6mT4Fni2hlscUB3rLwG3pcDtmBmOneBaKXbhbuvaBbgrPdpRwHs/6fH+W6ZoZVWqtqrcVWsIbjXGLF6O6jt9R+A74DsZrpNhm8X201AuVkkW8cm7HE7NuWiGiS2FSkoWpb9h6U0+arz/4umJLNy2Rg2KhoewS6yWRzJ+pJYXk5W8cHBV05OhCinBtiLOzMMn76rSzTwcXVIzc1yzyBoqrKJVnr0YJCIPJyCM/LcCnm1o7NsZYsiQA4cErb5BIlX+/Ah0V9tCj4z88+J3y5twdHY/1JuqTFDXEuzdHLB2osN8J+PIWYsgUU9Vsryo4vkgJUQ9eWRB95BkxLTDPrrR4dRcyKuu6LJ5NuL0YpVnjq782JPPHjikr58KcCxBlkWsnUyJYoObv6Fz4KhBP7KpWpINTaj7knrFoFaRNCoUvXZMzY9o1HqM1zt0gw4fvQv++ItjPH28QcOzWFfNqdmpIlANAKwV4z85bE0s1ZasAreV4ZgJTlG5HTMeqdw9ulGf937C5f23TLKcVvGdsi3JcI0S3OoQq6YxYvi+loZlKvVPSRhSovNLmwoxFDkXy81SZPwiRY94qQo/Kl97iYVPppGLSxLHRjJsBkl1I3EneeEpQ7n0GFlIDYTBRVp0FOcEYYZRWNqpbHvQhBwenEd5JCjZ17/57i6IBd71cY35Xp0l1yqkgtmIdjYvjcZYlSqRK+LT0I+wjErRCvFx6bagU/NNfvSmFvu2X+RDt/e59aFxji54TFckcZISpxlJGpGkGXHh1BDGgiAUTDQM3vLygDCOOHA8JU0EZ+YTzsxnnF1UN7n++FEfXWostizG6yHzKzovnKixb7PAMnLa3RTTUNvJelXQqOQDcNcrAeONLr7T4sRcwHs/4/Glh8fopR5r65KGrVoS11LLIMfSBkBTU5JiWmJpOJYiWNlmcZg0h+Au59xOUbl9V4H7PZ90eP8tEywnVTxXp2Hk+KbyjnbM0bV/0eObcgTcQ4dZWQgIylVzQZAe8lA05TmiUfqYj+owtVWusquyaUpN5AAEOeTaS7QkpRZz6BS1KoIxE+RZNqyA+Ugw1IgkqExSK/1G4jRX/iWRRqBnSCnVE0XTVL9c3pwMzxCli1XNz/mZt/SAed71CY35oM4S5lBvOsL51cp7bGDqWf67hiZRw/BZrUivEArkifJ72TDR5Td+vMc1u07zrs80OXquTivUmYnVTRrGCWGcEyU6USzphyaLLYNW18c2czZOBzx/OmZuKWLrdMZMM0JqGfoTxxyk0Oj0YzptjbV1wfe+JkXIDk8ftrAtk7GqTqOmMVbNaFRjxioBY9U+440WL5zuc/sjklvvneLEYhVXmGyoZlTtdDjjtrQiGnu4obRNiWUJLGN4mHTMHKtoS2xrNbjtEXAHaZ/3fsLid28ep51VcR1DsRHNHNegcL5lZCuqqfcqeC2Dlf+om1UBchWqqja3CuBSpU9oI1OP0ZZi1NJZY1W1H3JXhii6dCw4BHcZfV6COh9JqdMYzfHJCu5IOQnRCg/kNIckL729IUkgSnKiJMOIM3S9bJcEmihCq2DQV69iSBaV/O3f3SPX5nnXxzQWghrLmJc+hxio6HOKVOWhB+HABrowf4oHZk4aYSwIYyVX64Um9YrNt13T5Zptc3zmvha3PTTG4RNVJkLBVKRiTKIoI4p14sSgWYOcNg8czHnkoMvlWwS7NyZoIiDNUiBH/sDbvoPxqjtbs/OfGnM6XLOrzflWwNce11lpSdY0TdY0NabGEqaaIWuaXWYmVrDsJZ4+EfEfP9jg9gcnCSKfCVcyVckYc3Oqjobvavi2hmuL4qUoko4lcWwx0m8XY0C7HAeqntuxygVOhGMH+E6fOOvznk9ZvPcz43SyOrZtKZGEWbARrSHVVrU9o22JLA625XumRftTTGiK93PtgNvvF3zoSw1C3EEup13GnZQutUX25miihCzygKTULum7Rxciq9uZoXBCG1mQjG4ERxxsS+2pTBEioVmPeO605OBxl0w3sQXYA1+YoaW1FCPLmJFD8KhR6KW+7FmuYZs51+7qIWTMk88ZtGOTVJOrEyUu6bte6iYeJsmpV5IKkkwU7miqmoeRQZpZ1D3Jy3dFXL2txcHTEScWdZa7hlrRp2raQq6UXptnc7au6zPX7nPguAa5xPWmcb3pD+Sidkb/4bd9KxXf57Enn+BPPnob5xZqjPlw2VqBZ0vqFZgci5hu9hirdbDtFk8cTfjwXRXuf6pOFDlMV6FmZ3hWVogUxKByKsKUhmnIQZqwZYBp5iP8EtWSqI/JAHC2WbYlIb7bJ856vPsTBu/5VJOuqGHZFnUDqiXVtqDblmQty9BGFkjl18EgzWFofj8iYZMJKQmHT1v02iaaK5UPSgmykcPgqGZxMOPWXmpVvdr+p/yhi2JrmWoo5l6WIwbG8yOJC+lonN/w8yTR8SoaW9cq05woywgzSZzlxJlGnOQq3z6BKM7QpUZYzOVl6RI8MLTPi7ZlmKtTVnPPgX/7fT3QLvKuj8JSWGOQfjNYTOWDUafyIyyE4oUaKElyYkMQJUqJY0UaQaQRGIKeKXACnZ5l0OmrpVvFddk02eMD/77Hfc+c4S/uqrD/hTrLgclUH8IoIYwzltomntNgupZy2bqYKOmwdss+1m3YRxi00XMswtSi4prcsDsHGZLk6pTc8EzG6xlTY20Ms8UzpyI+94DDHY81iCOHCTenVskG0rIS2GaZ+W6IQiCsgG0YQ9GqorrmRdhqAe6C8qpm3MMNZcXtESQ93vcpk3d/pklP1DBNi5qhFECuOaTaWoMbSLVD6saSxY02zMIc5vJkA0sJKdUcfG4x4xNf80gMHSkLk3sxIhQulzGjXJIC6KMLHdWTa4VR0cjBkgK8I1MIrbRdK8At0pxECmSak0ltldejcgVTPI00Mvi+1wV88EsBZ1d8wkwSpQrcsYS4sETTkxw9zpAyJRKlWKEgSgkxeKKMHpjFSNviaTm/8D0dAN79cVgMFMjV7VD03uTDYKtcSc4SIyuMOjPiRBDFChOhoWGGGn1DJd4NzkiWxLEMOl2TlY6N5/i8em+PG3Z3uXN/j1seqHDoZJXOBYNOkDLeT6lVlZXX0XM6vb7Pum0WY76gjURf6Wl4msa5BclTh216ic2R8xkNT/K2VyWsn17k+MUOH/mqxb1PNwn6DlM+NOrq8GibagtpGiWghoBWChwGCpyBEse4VGaWKnagkWCZRatgqiVOxesTJD3e80lVuXtaDcNyqBbaTdfIhz13Ae6yaisOuRiwEUdvrFKUXOo2dT0dKOuPnROcmbNAKpN7BfAi3W3w8SXiUyQvIloNW5MhPzwDRAHwkc37QNGepOrpkKbKnzvJNGSqIraTTAzi0pNUJ0kN1o6HbJsJOLsYEaYm/VTDSZULq5nmxDHEEiKZI+NsVcs0fIlBiNSgkg8WO+rlOjn/9ns7CC3nnR+DhX6VDKM4C+TkZMqEMx8aa6ZpriIIE23gT1MGgg1ySw0Nq1B/qadtjm3q2JaJa1ssthxqXoU3Xd3jNZd3uPfZLn9+Z43DZytMj0veeK1GvZJw/JxgfilmdjzCd1IEKXo7yJGWvNDqZ3duWO/d1On2qXoWV2xJqNdafOmxmC8+OMZzRyrMNqDRzFUfa4rikFiAySyDVUtJmTawFyjN58uXslhbHdc35EkocFtWSNXr0w37vO9TJr938xg9rYpu2lQNqBn5QAFkF6A2iziVshUqZW6rc+hLcJf2EqszMIUV89G7PPqRhWYaWJrquUtgD6r24GNhvD8w4C+T3sRgLV8eMssqp0wqNTV9GFHZM7I0GoQNSIGe5irWr6zgg0BW5TrrOZIfen2Xex8PSUybfmIQ6mClRQWXOXpctFlyRLwgCmKUEMUBW1wy4swHhKvykOw78LNv7ZJzgfd+HC72quSuMWI1p+LB0xGhspHmGIk6EwxT8bKBxlYfCec1iwxTy1RPXgX0nHnL5vyCS82v8vrLO0xVA77wcMapsx6fu9fhiq0GcysRtarPWC28s9HMLtjtCPmBP/g9Xvvql69YhrEitegHZXqa8bGcC8t9vvGUxlcfrqFnDjumNabHBM26WnE3qga1ik6tWNdXPEHFhYqbD16ekyrRg50NuSRW2W8Xh7tVzMDiUGmHVP0+/ajPuz9p8vs3N2mlVXTbpWpqNIwcrxwHGuV4UU1pBiqgcgRpqsrgmMWkpvwaLEW1HZK2Inyvz4WViN+7pcbpxRrStKga4OqFlM4o832KdqsUQZcVqdCMjsa7yIJGWzpGZIPg13yQeDDwZhzMpS+ZxgwEB6t5KoqfogpEnsXc8ZDFck85zg6jxcugquGCSRsZZQ6eLqhzwCgFgcFhdJjVnKFGulfv6qPLiCcP6rT6OrEoHBEH1IJhDmiZRa8Ar54oUazsIMIoIxq4oykjqSDK6YU5/VAp7jt9Qaev0+7ptDomF5c9aq7N9bsyppoxURpzZi5npZOxfctmKt7Yv3/h0ImHd+x+gzopnJhPMIyIs2cFadsgRTC3WMXUDG7czUhlHCYEl6FOw4o8rMx6+VGO+mcPR1CiiKMrye7KmEdZFVtmiO/16QQB7/mExR9+doyVtIbuOFR1rajcWdGS5MVjrVAAmZdWblFU7kv1m9kge940VMCUaUQYesjt91m8cMIj103sYvU94H+L1eSq0bBZpfbXMMpMziJtQhQuDmWES5KrflStoBXwMlFKxkqAl1KxApiJMvhPZE6SZCRSkOjFsiQxCGOTbesj3vSKNn/wBY84NemlOk6qYaY5RqJ+TtEo31zLhpHjZRtVzvKLGTmj4B9UcfV1Vz2tmJNf4N0fz7nYr7KcWypfKFeAtnQw0yHvfXXEYkEk0xjw6PVLtsIvDvJV2FMDAxdTd6j5MVvXxMw5KZ1uyrrxgIrXxTKUO4QO8PJ9u/Bchwcfyzj2/GGu3hIyXm9jmXD6wjhBqKtHmyznxflIJcmKwKB8AFpZKDVE6cRUlKayWilSvKo++gBkiZKZOX36UcD7PmXx+zeP0Upq6K5DRdeomTmekeEUs27LGAG3oWHpIwJlY0SgrF8iUtaHN1WpvHeskMV2yqe/Wmc5cNBtHUeotGWjbFFGfwClk1WZxzl4Dds0XVL0tBQqFEjDjDBKybLCnqFoa0q+N4PKXUxoEtXnx6mGnmgK3KXXuq6TpAlRbFDxDN72+j6f/kaP+a5DX5f0EoEps8J1q1z3M1xslTK0UplT9OKKc1Iugsp+3BiZeyusV7yct7+1R5Zd5J0fz1kMKqzkNkkm8LOcJMuIi8N5eaOPugkI1PenPLwPzjijwb+y1H0yOLSXmZ1BnHFmsY9hSuoVi8s3ZoyNr6cxcTVR2BsCfOfGNdSbk1959NE73tEKjf9w9xMp0w2biYbGltmQNc0lLCMmy9W8Ms1Gq00+vBtlVniNZMVEIkPIjCTRCmWGIjOVjrJSFkaYRoRpqkVOLwl418edYVviKHDXS3Cbl1ZuCjFyAW5dFgdMVUEsPS8OsC82BVJAjzH1EMsJ+IPbbPYf9kFaWLqGIzNMyYtUPMOqwrDK6KWdXHkWyItUZdX3lpyM+eWUdjclz/NBGpyha4XnoihYeEU1LQ6bMtWQiUYsBXqSq4+6VNHaiY4eG8Sxxb4tCT/2hhbv/KRHaBp0hY4tlZf56BOoDHOVhVpetS5STVIGvJWiJycvND4vvnKg4mr87Pf0EOIiv/PRjIUwo4NDnAuSXGAXAAblrBVmGmGqQmbzVIFWRVAWVXyQGp0Pxqzle6WpRpxmkKeYumCmobF3k8n4GDRrEa6lc/jE4juuv3HXV06dnlMYA3jH//4/bNtELPNg67pm/zs2TEbUKzZrxiMWui2+tF+w/2jOk8dCJhpLbJpdQcoeptnDMHqYRhfD6BYfO1hWB6n3+Ox9GZ+/P2fbRqWUdu10sEyQxWjONJRA2LGDQqzg8p5PjtPJq+i2Q8UYVm63aEucAtx2YSthDyp2KZYoLCcshmIJK1cSt7L3t4sxpBVSq/Q5eSHhnZ+scfBsHWnZVHXwy5upuFnM0SdFkQ1qFO9r6kKNJouWyDbUezpWjm9nTNQjhAzY/0LKxUX1Iyv5J6PoKat6uQEdWjFoq56cQgx9DIVU2fCenWBZEfcfMFhcsch0HUMbbmGHfJrRrWs+svjRVs3ty8nOYJSpjXbj6hcVQQuuuSwgJ+apZyW9WJBqkiQf8lGiTKOVaHTDGJ0Wa8ZW+PnvmWdqrMPBEzEZESkxMQlhnhLmCf0soZ/G9JKYVj9ky9oV3nzjCldui9izJaYTRJxdtIhCnSPndFphlTzV/uKur9/zwFve/KZhBQd47Wu/E9t2uPe+uzl8+H56cY+b7/XQGSNKLIIw45lzKZ+8p0HNDQlj5QibZ+nA+kvTigoklaJjbt6g35d84dGEsWqf//6j81y9NSLNRCGhUibzjh3QTwLe+TGX9356nC5VdMtWbYlR8LkLcNtl5S6rdnG4G7Ql+nBiYun5YJGkqnWGYQ5bE1NXy6RcC/nSIxYHDldA2ri6ppiDstBginwVg1AvxoG6Loqee7UhkWUOJXaOleI5CTPjXaTV4nSrxsKCz9qGGrOmVjlJKS0bsqIXVn13nAyN/mVRdXUp0QsjHj3J0GOdUJpYicWezQnfcm2bP7rNIYpVFbeEhiGLA6fMi7z5YSVXYuLh3H6ovVTkrNWC6qG5T1lbcxRD9N99Xw8pc975F7AYQWQ6ZQ0FNIIo5eU75/lvP7JCoyLZsCajG0T8m2/rDcxEFYWgZCIqX8Yk1YkjHd8RWLrL8yfqBKHBzumYXHR58nDK/LLBdVddzpVXvIow7PObv/GfVgO8UqnjeR6ZsPn6EzYN32fvepgez6j7IScvxgQPGlxcsglaNt1EGd9HxSSg7MvUdkzZq1WsnAk3R4st5uc8br3HZPe6HkmiYxgxUqZYZkSYhLz3Ew7v+WSTnqggLRu/BLdZzrlLuVm5jbx0HChHvFOKFsEsTTjz1a2JoW4s04jwnIA7HxO8+2N15jouuqvjSLCK3nvQnohinPWShx8GS6zR7WwJ7ooXUfX7LPW7BLHDUk+jao84SQ0mF9lg0hFrI+qfYtwnpWpX9ES9r0wkeqwcf40kpR+Y1CoRv/iDXY5fWOGLj9iqF081zEQbjjq1IS1XG3Gr1UbkZ6O6S1W35apD5mjLUpK1XDvn335vnyRd4F2fEKwkkkTYZGh4MgcT3ny9yXh1DVkmOHVOJWqP+Wkhoi7ObVo2MB1NEp0wNgg1AzLBiQtw1xM5p87l1DyHmabDtumUXeta+FWDer1JFPUGX9sA4J4jEaY8Yrn+0a0ba5svW7vCSh/aUUprLuAr+2vUHYMJH+Ikp9PP6IUQJJAWY66SjVdu/YyB34mg4go2Nsc4ftahUe0p40uRYVshn/uazu99ukGPCtJwXhLcZWS4WVTwYbUezrqHrUT+YmCXs/aC820aCY4T0g4jbrvf58gFHxwbV2q4MsMa9N75YFmlDyZH5XhQFDNcVb0Hi6SR6q14NYpPY8gYLUvpxdCJyqqaj/DDs5EDZnH4G5G5JQnqkClz4lio8K9VvbhJP7DYOBnzphs63Pe0x0po0B6J/ZalTXOSj0R0K51lOUJUVnUjSvni4KnOB/JFxN+BN4yW44ucn3tbl+dPGnzsKxa5bqCh4xsZG+o5p09P8IglqXoprq3GxIaRKsGCzAbbUzV50ghjnW5g0OnpxRY04fX72nz1iZA4MVnqphzdb3LNZVXGHftoqllHUqIXA1w6G/mLz3zxTkOvf1TTx//zkTNLLHUNOt0KE1V49WVK7hVEksWVnHMLEUttZXE79LQrE39VBTdNoYTJjmSsZlDzc7p9g4qnUh1sK6YfJnzm7gYriY8wbTxDo27k+MYllXsA4L+kcpdUACMftialOVDhfGUOwK36fl0PuPNRyW0PVkA4mLrE09WfH3iO6y8mVBkjU5MBuEsTUGP1Ass0E0xTeSMKkaLlKUGa00803ETDiItDlRgBnFg9wivn2OVUQZeimIhI4lhNrqJER5cpYWRiWxbfdn2fux5sc+sjDkGi0xaimIuX3JkckZRTnrJVyVe1K6N89jIY5UWHzYEULR8UOc/J+J5Xd7n1vh69yAZLKcR8O6fVyjl2VtCsSaqe2o1YZqpoy3Low4KmDuZxrDwKz85JFlo5YSzw7CbTtZRmNaIdwvn5mK3rmuxab380WfnSnZdf/j0vBjhAzbMwTOf2zdPizcsL3hVXbOnhOCucXTJwTTXym25mHD9jcXbRUAb3hqaUJyPcZ6kpUFimYhBWPUmjqlFx1d0qhVrLJ0nMX9zlcO/TdVLdo2LIIbhfgl/yosptlv330PXKMFYb4ZfVezAWLFoT1w44cT7lXR+tc3LBR9gmnlS2EpYsCFkFqIesQW0wCjSkUHPvARVhCHJrdBSpZxiFm61aXSpJVpgKomKdbqQ5MtGKseuIH0qaIZKhl0pcjCbjgrUok5xYSmSSoccZkdCR0qDbt5htxPziD7V47rTDwXMGXeFgCYEhsoI4Vs6iSyfZoWvVcJMpBkfKgc5SuwTdIxOVcs+hy4xX7Ony4zet8Kd3esSJRZJpxAl0g5SllYQ8V7xu1xE4psDQh1MTTRt+HxTYE5472eP4hZTxMRBS4i2nnFsysEyXnWtzjl/0n9wtardHSX/V/bcK4N/xra/n43/+a/eP+zzWa3FFL0p44JDG0bOSMU8n1xImxgPOzsOJi5LJipKe2ab6wSulkbqTDamUOq4jqPlQ8zN8V6nhLSOh4gc8eTTjj24ZY65bwfMM6kb2kuC+dAU/IHDpwzW8SpTIiuo9OhLMRsCtAG6bEQkRn73H4r4DVbAcLF3i6VlBic0HiyxjAPKRrWW5zCl+fxB0ZeQDhqI5iE5R4NZEwTxRKgbCTBAlEOsQJQzm7CpHMhsBfE6SoECdauhJPuC66EIU/BJBJCW61JGxoSq5bvHKPR2+68YVTnxare870sBKtJF0iaJFGrhT5SOH3NLnZKQfVzX6EmzrqyRrWlHF65WUn35rj8cPtXjokEvH1ulFyuTeMpKCjqsTp4LYkhh60ZYU5zlDV+KXqpuycbrHq69eZtuCZKJeIc9grJpw+HzEEy94oAmOX4gf+/2/+Pr97/wf/+UvBzjApg1rkUIwt/QCzx33qFmCb7065eJSypGzFvuf03n2dM7aijrMVT1JxdNxLEGa5XT7GWmaYxqKA17xoOblVL2EihvjOerAdWYu4ndv9nnuXAPHsZSOckB5VeA2L63cl2wpjXKZo6MiuY0c07zEcbYEt1m2JmrefuRCxs33VEC66KaBJ3OcguutljusqtCDXnsA7tHqfUmS20gkuJRqJyBENpCFkWdEmRqdxWmuQm/THD0pQacNIktUeyKLSl6Su0o2oArjjaVEj9VURUolBuhHFpYV89Yb+9x6T5uDZ036UtIWxU1S/l2jWUMDpVIBdA1K8/9RVJftylA9LQeC6PI3hMjYOJXyc9+zxPkPuVxsNagYAttQGUlCJMXfq6R3pqFyNLt9ZYXsWIKaLwqbPnj1VSnPH7e5sJBz5ELIIwc9phuwZ11ClNtUxtYqR4JLrhcBfPtlb0ITehRFf86FhRP0AoP5pYgLizl5ZvG2GwPueTbm5KkqniNpVHUmxwTjtYQ0T3nqBUEUaRiOwLU1fCej4iVUvZiKF1L1etQqbW59UPKFhybQpMuYfQnt1VS9tmo5RsCtrwa3NUKgKjnmZpnNY156qIyxDEUFaPcjfuOPqjx1pIpmWYWgOMOS2SBbaBTYZQXXC12jPmLCP2RJZkOQy0tAXiiFRgFexuvFBbiNQf67RpLmyDQnTkDIHJHmRTuioadaMVFRk51oILIQRLGyWIhiHV0adHs2ezcn/I9/vczP/H82C6FBV9iYmkAX2SD6e8BzSUqgZ5dYYsjhnHAwLxRDjOcaeZ6uygDSUN+TN76szV2PL/LBLzssWDaWrg0oHSoyBgxdx7E14jTmyJmYLINmVZKmBo6lEtfue1pw3xMmL79MZ2o8ItFSKk5GqxsQ6Vv4V9/1xihJEn79F/8agOvWJJ7v/Wq1sW2Xpi+/Ok0DhHDZOpthGTqWnXJhQafqCJo1nTVNjY3TAc3GMrfcn/PoC3V2z0oMXal1Km5K1VOWEnW/R6PS4utPpfzerdMESYUJX6NuDVMdBhVbL8Ctr67chj5cwxvGpSv40pQzw9JfuvfW9YA7HtO5Y3+VSDiYuo6v5zhFz22WgJXaSBUfHijLUaFRxBbqeq6eHpcku5UCijJJQmjZUHaeZ8SjFbwAup7myGRUxUMxsy68uRONeFDF8yLYqmRqyqJ3L5xdYwMpUwzd5qZ9XV59ZYsvPGASJzodYWAmBcjLg6YYJjsMbenywhZCG0xWRit5XsZ+l3rSgcSuEG9rMFbN+Zk39zh24SJff2YaXTMwipurLASOrZ5aV+/sEWhdbrvXp91TEj7TMJluGkzWJd0o5cEDVSxL4FiSPINKpcrk+u1f37xh5lf7/d6lcEZc+guVis/+h7/Y7kf+IU3T0zXjCUEW0Q8zTKvPQ8/l9Hs2a8d11jQF69eErBlf5LP39/jU3TauBF0X2CZ4juq7q15EvdqjUV3h0Rcifv2Pp3j+5BiTvqBpp1TsHN/KlYRtVEc5UAMVvXcJdr3kmJSTi5LnXfS+hnKdHQI7xtIjfDfg8RfgP7y/QTdyEbqJIzVcWSx1Ru0g9BHCT/mSJYe5OFSWX4PMC4JZSTbLiriUrDi8DVXrBaeQLFeJGHGmeCZJmeOejShgBq9MkawSVdXVS0XGlJk5cSJUP1uo1aPYIE4MgsjE1E3e8TMr7NvegiAgSFI6CfTLjPhEUwy/VCmA4iQnjvNhEFSs3j+O1ftHESMxf0rh3g8lvVCnF+h0+wadnkmnZ7Ow4rN11uG3f7LFjTsvMtdNuNgTtMrQqSAt8u5zotjkh17T59tfNc/plYzT8wkXFmNOXbBwLY9rLwsI0gDb1pBGxOnFHMuy0plJ99DtX7mr7breX9+igNogxVHr7ft25Nfe/Yi8su6Bacc88FzKEwcddq012Tijs3ltxM5NizxxrMWffnmCTWMWzZqG5wh8F+VR6Ec0Kj3Gays8cijk1/94kudOjjNVlYzZKb6tfDzsYsY9YOUNqmVJQy0PmKUyaES8ULYlesEt11+80LGtkMVuxMe+4nHmogemjalL/OJgao6KMso2ZKQ9MaRANy7pu18i3U0phApwF+2JKCt4+VDPU/IsI8x0oiwnTgvVTRH4JEVOXHBRZKIIUlFSChWKOMJEUzyXYsoSJUp+posiO0cqjoouU4IwYXoi5ofe0OLISYe5UKcrbIziz8gkG/EdLFf3eXHYzIZz7qLfHuJkWLnTgg5bGmYmA+WREkdvm9X43z+9zK9+QOP+5yaRmo4h1XbZsVI6PcH8kslYdYyfeON5Hn1+macPNdBIsAyB79Z4xa4EQ+/w3DEXH521EwknF/2np1vttzdqlZeC8shXO3L98Qc+ys/99Ftz3xv/1xfmT00fPyeIY1heMfFNgz2bDa7aETFWX+TQ+Taf+nqNtOezcQLWNA0mxySTjZTxeshEvctUc4nHjwT82gcmef7UOFN1wYSbUXXyQpSsHK4cc7Rii8K4ppw1jwoXSp/w4mUVs+5ipjpIeig9w80Qz+3xgS8YvO8TaluqmzY1XSnxnWJu/lIjSWtk1q5omooCYJoFz0XPBprSsu83R5ZJRvkEsSPOLeXcdo/L2QVT3SWaRC+5IiNWFEO+iDbwYRldoZfJCkObiuIlR9X+BViLUZshc/Zu67PYznnwaYtUGuSaQEcbZg8NZGuqvRi45Y7OxLXyF0dAnjEQE6elPVw2zBHKC5Le+smcfVvbHDqRcfCcgyF0zIJWrc43Ksna1CXTjQ5zvZgLSwbtjoYhdVzLRiDIkUzUY84uCjZvuOpcEGR/8MPf++aXBPhLVnCAnZe9il4/+IT24NHtU/Ulb/fGPo/mJrpmcfn2PtJc4lP3ptx63wRV3WHbVM6apsFEQ2eikTFeLxX4izxwMOA3PjjFkdNjzDRQFm5OjmdrRUygUgMZpRp9RMuoFyp1o2xN9CEF1lq1sRzpucuJSTnz9vqcXki57d46rdRDsy1ciVrqFO2IKUcdq0YOloNtpRgeLEeEy2ruXix35DCysEx0K/tvrazgA3/klCTL6WcCK8vRU4opSkGqKiYdYqQnF0IdPpMkJx5Z/Egp0BPQ44ISGyuwSKkj44xIZMgwoeIlvPmVXW75eocTFw0C36WtKa+UobK/1GGO9ONF+vFgsgKgiRGDoYIvE6vRpqFLrEgQRYKwaJ9URZdsXiP5Xz+5wn/605z7D0ySoxc067hoCQ2krHLZBvjfOxf57P0xdz5U5amjHr6rIwzJ44cydq012bVlhje+6SZ03eTn/hIc/6UAdyrr8/2PfOq9N1yz+e1fvute78R5jZpjcs1lLc6v9PjcnSbHTjtMOTrrmjnTTYM1TYPp8YypsYDZyTb16gL3Phfz3/9sDSfO1Vk3BmNORsXR8Gw1ZbEtiWVoGIYcbOzKaY9WbEXLqYWuF4scfbWAYXVOTzkOVOB27JCMkI/c6bH/hQroNqYc2ViWfJNBz83IGl4MDpmD1mRVmvKwPTIGi50RCZxMiizOBKGlxZGnnIXHoOmEmUk3HWH8Jfkqrsiqiiyykc1mMdFJtBHBgCi4+BI9zoqDZwl0kyBKuHJrlx95wwq/83GTIJR0NUdxW1Z5uZQGR0OQC5GjJdnIIqhQ74yyIXP167pUXCHL0ghiQVyeEQqgb5iU/OaPdfnND1/kkReasGAV5p4RQphomORZjbWTBt9yVZfNa/p84b6Uu590uXanyaY1AXEeYde3r/h+5Xdty8r52wIcYHLNXtx2izXNJ2l4yyx2O9z9VMLJc1Watk02maHnKWuaJtMTBjMTKbMTAZtmVuiGy/z2RyV3PDlBp+WzoZEz5mVUXA2/8ElxbKWitkwlEhBCHcHiRPEuckaI8HI4bzbLqmmMbCvN0XGgag1sOyTLAz74OYv331xnJXERlqE2lqv8TYZ8k0H/PzgHjG4si17duCR0tuj3DUNFgyuOuQqV1WWMLmLQM3IpFCk6TaDIlk9TQRcdyWrDIKENZWoyyYkHHO5MVW+ZKyGvYATg5cgwK0Cu8nL0JEOXBmFo4bsJ/+a7+ywHS3zwizr9WKejGRgDv+8y2LYUIGsDgA/lc/ngv0vf8qQ4COc5iOJ7Z4eCwFKH0dLoJ4qVEmlmTOcdP9XmrqfP8Aefm+LgeY80yyCPyDHRNKPIbZW0liTfcnXIibkeJ8+HLKwYbFnXZPe2rSsLC2c/tn3LZv5OAM/k+nCpc+hnLGf2U88eW/LOLlrkSZUrN2ns3LTErffppKHHdFNn3VTKuqke0xNLLHRX+P0vuHzunnGqlsnGRkbdg6oj8ByB60hcWxYgLwzwDeV/HacarY6gM2ThDiwa9HJrKFXltIyy5y0/xkV8YIRlKHXQk8dyPnp7lXNzPvgWjhSKTFXEkZQgH+TL66MfR2mwFFZv5WE2V9OaMr5w8P6F/M2IMIwQxwrQzJg4y+m2BV41U94rfcCA3IIEm7amDwXHWo7UtBEgaYMqnhQLoLhQtSRSTVR0yUAYodq6XIG9kLbpUs3Gg9BizXjCj3xrhweesNl/RCeWHi3NUABOhjfYqLxsYI2RFl+DVLlAFHzvMEppdxPiQlxcnlkcWxKEgiDSCycrZR0RRjprmjo/+KoVHP0C7/98k8MLFcI0J80ihGZS8wVx3ucLDxrsXOuybYPNRDXk1FzG9q2z3am69jOzG6bCvwrDfyXA82Qp27Rx0yNV7/WtuHfE822djdMprbDNh74EFhaXbTLYsi5h82yb8cYCX3o05r2fnaDT9VlfF0xWMqquyvLxCmdXBXANz1bEHMfKcO0U147RRMpzx0zOLViYhoY0ixBWMdR9msaoQkcx0krLCdOIsAoa7Nn5hHd9tMqjRyvg2OhSx9Nz7LJ6jzjEDqYnI4QqY9XGsrixjHLunWLpQ0cA0yzaokJXalsByJC7nxAcPefy3AmD509IfuVHO3znjX0OnjA4es7ividTgjQjxqFV2KIJtNU8kRGADXpxmZEIjUiK4qxS8FTEEOC6VG2BLNf4hdKq00m4clOPf/dDy/ynPzQ4uSgJbEFr4Fg1nKSIS5LWkkKemOdKdGYUFOGLKzkvnFPzbdekEJlruGFKYKtc+iAS9EONIBSDkeJ43eKmq9q8bNcc7/tslzseGqcbGkRJhKGb7Nnq8i++Y4HP3Rdz7KEaG6dM+knOy659dWtqeuMjS4sr2d8Z4FNTU1imnO+3orft2HnF3UdeeMiIibn/aQtHVLh6h2DXpj5rxpc5t9zlnZ81eeLwOElgsbmR0/ByKq7AHwG2sk7O8ewU18nwnQTfjal5AY1qm8ePZdyxf5IxU2OsZmAa2qCvGwBcL3vvZDAtsayoEC1H2GaAaQQ88KzJbQ9WSTUHzTBwJdjlKr5sTUYlaHJ1izK6ji91ncMKvprjYpkxtqFCsFy7x0Ir5q4nLH79D+sszRsEIVy5vc/kRMIbbwjoh4LFBcF/+sOIrzxe4eJyRmRBC6MQO2QDKm25/CkreCyyYZKE1EikNqzicsgX11OBnsihVlZItQASFpaR8u3XBXzu3jYn7zbIY0FPc9RhEoEoMte0Uo5YiIKTNCcdmNMrcE80Mjata3NyOeTJwxWmPEHDyfAdCOwcN8oIokyBPBT0Q0EvEPT6gm6gM1a1mGjY/MJ3dXj13rN85Kt1Dl106YTQC0yu3jnJK/Z0+Nr+FU4v6Nz48uvi5Vb8Nt2szldrHn9ngNuWzsLcSdZMbz+TJPHRR556fsezByJ2zBhsXZsyNbHMuaUuf3an5PaHJjE1k3E3Z2wsp+oKfFcOqrZnK09AVakzPDvFsxN8L6RR6dOorfDgwZj/8ZFpRKDjzyhOAvmQGFRWb9PMCmCrrB6VaKzGgY7Vx7b6fOUxnf/fn46x0vfAtjGFLJiCCuAvFUHyooWO1AbALtsSc6TvV19DcYOZEZ7TJxN9Dp5O+fU/HOPux2v0UhsMAUmKJmNIJFpsoIUGk7WMP/jlLl9/IuDX/yjm+LmMdlShpZnIQhepMinzVRwVIUc2nFIrKnTZqijAJ4lGootCha+siHWpE6cpMjHoBRa+m/IbP95hqSO46zGNDOjhIBAIynZp6I1Yfq9SPR+4AkipSG4bpzT+y4+s8F8/HPDAs+NMejoTcUYlzAnsHCfM6QcpPVvS7Us6tqDdk7R6glZHZ6llMlbzuHpzj+t2dLnt4ZD7nnZ48JDDyYsWW2dr3Linz/mOx47tu45u3rDpzOHDJ9i2beNfCXDJX3P92n/8ZT716VtWer387iRKXmVoc5Mb1nbw3CVue0hy1yMVLs7V2NiUTFZhqiGZqBuM1w2aNZ2xqmCsmqskiEpC3U+LaMGQWiVgqtGh2VjioedjfuUDM6wsVVnXUJXfc1b36a6dDQwznSLGxLYjHDPEtkI8t49l9bn7ScEvv6/JgeNVsB2kbuDp4BftyVDOttoOQ1FwS2VQIVw2wR4EYRV+KmXwbGEx51ghVbdPkvX5wOd0fuODTR5+vkkkKxiWjWmY5JrBdDPhW66NqTse7Z5DkigxwLa1Ca+9uodhJTxzSKcTGWRSFJONXMX6vcgo/1J7uGH2j1j1GqGeinw4JdGUHfP0RMJV2/u8cBJOnlZz61hIMhQ7dFTLWXowqied+h7ZpoZrqwP/2omMV17W4rlTIc+csohiEzTlcJUUG9IoyZSlc5wRRBCEGv1QZWB2+watns3cYoX1TYsrtqRMNANeOBcRxgFJlHDF7quZnmh895nTR54aa07znve86+8H8Hf873dy6+e+wOSWvReXu/ncqfn8+/YfWuL+p31EWufqbSZ7t2YEkUbF1ZkcM5lsSiYaGhP1jLFaylh1aJZfq6gMn5rfZ6LRoR+1+fqBnP/0pzPMzddZX89o+AyeAKqtUXIoz04Hvbpjx3h2hGsrY85KpcvcSsRd+3V+7f3jHDheAcdF0xWZqiILkyA9V2r7wlLCGgX3wO5NjoiaS31lXpgFZcXNlQyyOX23R5L3+aPP6vx/H21ycn4M4bhULJ2mCRN2Ts2GmabOno0OunTpByZJppOlkhzJ7ETGNbu6JFnC04eUi6smBIZWMv60wcJnIIbQCucsoamKX87FtRH/xIEPytDuQ3FPCjOiTGNmIuWanX3OLmR02jkrK4JYk6SaQBbJDkIrmY7lVGvIC7JMdUbRhMbMeM4Nu1tcXOpzcUXnbMsiyRVBLEogjCGMlCl/EKb0goxekNMPcvqRIE50uv2Ue5+WzC14bJyyeN2+Lptmltk42+Cyy19zz+X7bvyLicn1i2vWNP86+P71AC+vj33wf/Ga63fvblbi7zt6dI514w4vuyxBGl0On0u4sKizaY3F+jU5G6cjppshjWpEsxbSrAVMj3eZHu8wXutR8frUKx0uLHd5x0dM3vu5aVqtKuvrOU0/p+YJKl6Rvelo+EUkuFu0NZ4T4TlKtFDxeuh6l8PnE/7nn1V4381jHLtQIXccKIKZfD1XEYL60EpioOssrcJWmQWJQeUuq7czCMIardwRrt2nXu3y9afgv//JOOc7DcyKQ80UjFsZdTun7uasqcG6poXn+JCbpJlUW74iCSGJBTUvY+eGPk8dgsPHTRJd9eOj3uSrXG1HFmJyIG8bMQbVCnmaKFiJcthulH4toJGlgqmxnNdcGbJ+OuDwiZzlDgSpTqpJJAy2nWUl1wciEDGiUwVyjTVjOTdd02b9dJsnD0tOLph0IsFiR7DQ1WiHGkGs0Q2h04elTk6rkxfqJI1NMwHCanNusc8Lpw0EFt2eBe4r8Oubf/nosRP37vxrWpO/UQ8+em3aMgOa/8j0fPuzl+04/5YTJw/z6CGdc3OCNLW5covF3q0h66dX6ARdan7CVENttiwz4IkjGsfOaxgy5YotIbaV8Ft/XuHmeyaRZoX19Zy6k6nVvVXGmgjl922Vk5YE145xbZV536h00ESPD33J5ON3NnnkYJUgt5RBtjCQQsOWYIl8oGIZjLu0Uh0/mk5cLndYxTkpnWitQe+dFjZziv576HTKH9w6xul2HdN1aBiKIVkxczwrx3c0ar56IrV7OvPLilyVpkNT+zzXEG2Y8OGnv6vNkfMGh85IWppb8EsKA59iRFceumWiQBHrGXoqC8GE2i4q03n1yjJBlhYe3anyNhSaOkjmufKtaVZjvv+1MZtnF/nYnQF/dntCp1uD3BzMwnVRcOWNDDNKsSJBL5TYfYFj6Zi6hWH4rGmmfN+rl7GMs/yXD4RYls7ezTFSwNFzJk8d9jAMA13LmRkLqIuc0yccljpgmxaXb8vZOtPnzMUeURgzuWYHW3bu+KzT2PqIE6/8TWH7Nwe4JtZx8uSZE1ddfsMv3H3vE7JW8d5syhZ5VGf3JsmVO1ocPNPns7dCErlMNAJ+4tvneOwFnXufqfDMCZ9zFw2SLOa6HRepuAmfvX+M3PCZqkLNLngpxZzcsQWurfrusi1xbTX+890+9UqbJ45G/PFtVW5/pMGFhQrCNjD04QFJ18DWRjaDIyO3UgY2Gr2tl0aapYF8oe4ZruWLcWTBK3etPs+fjvnPH6hz+8PjSMuhbq0GtxqHKrNSKQVJotELBIauD+JC1DU0unzjtW3QFvm1D0gOnpO0hIUpRpY6Ulkj64XJfck+TKRyci055YoTUoK6NJ8XRTyKAjUpysYj1YkiE13PuG5HyKapPtfuOM8f3hbyyAvjgI2mCaRW5HXq5U4gHcy87Z5eHMYtDOkzLhLefP0KSXIB39HYt8UiTkzOzPU5eHqZ+57Veex5hx9/E0zWdMK4z30HbL78WIW5JYfdm23Ozndo1l0mJ2ufv3bf9b+wuHju5PjEzN8Y4H/jFgXgXe96J2/7njes7Ny6du/iwvyNSdDiml2CyfE2Dx/qctejHsuLFSp2hSu3CHSzy//56DgPPjOBkdlMuCbrxw2+89UdLCfl6wfG8E2LKU89xmtF5n3F06l6skhNTpUayIuoegG1So9mbYUDx2P+wx+M8fkHpwiyKhXXoGpq+DoqCa18nGpqiFHySBTnW/XeRmnmM2K3bBeeK/agRRmNVImVIb8d4jkBmdnl/Z9x+PMvToLjU7MlDSunYilHALfIAlVpFippwtTF4MlRrr0ZGO6o77MQGru2BPTDmIf3W/RyC00KzMFEBUbFyKLQag7W92Lk6VS6+uqK1KTi9vJCwa68WNJMEscGUWIQxQZBZOBZOvt2xOze0OWpwxknLxgkmqnIYaL8Ogo9rhAFN10bvmchHdRFyG33mDzx/Bjj1UmypEHds9m3LWPn+i4PH7TJo0nWjVWYHTfZMhsj9A4HTgpOn5fYRsbsuo1s2fHam0+dPXXz9m07/zaQ/ZtX8PLauH4Nfm3tO7rLL2y+7Wvt7z+/PMf9D2i0V5rsXGeyZRZmxiO2rO3y/tsrnFussWNSY7apMTWms3OjzhuvdPny44mStRkUYNCKaqcXMX85vpPhuym+W4Db7yJEi688nvN/PjnJAwfHlZbT0vD0DEOqjLQg0WjHGv1UI8k1Mo2BnGlVvuVIIrEcbDKH1dsoxQzmqEGoYiiaZp/PPyD58682yRyPqqUi/PxSmVR4p1uFpbQutUKHCHGq+NTKYlkvlinGgOikFjkpP/TaLo8fXOTm+006sY8tCkfbWH2NsVTWE4lezKfTbFCpkyLnp3R4LQNl1e00tNvTtJwklQSBSZQoOOh6Sj+MCSKDq7d3ece/XuF3PpVy38EJLva9AtCFt6QEQyaFXbZiXpbe3mFkoOsGZ1dc7nxkEh2LHet1ZiZcZroWMxMa33Z9xB/dmnNhLme6abN51uaGXT12bujw4JOwcV0dzd70ie07rnjHydOn/7Zw/dsDvFLfxtkjN69cednan3j+8LHZL9xrvbJmabzulYJGvc2xCxnofS60WzxzdIrZmmTzlGBN02B2SrB+KkSKlH4oMITAN1UKsWspBb7rCDwnx3eV1E1V7pBGpYsm2vzOx3U+cNsEoajS8HUadoZvZjiFF6CmQSuAxQBaYY6QahNql5F7MDLfZTCRGLYpBalrlXh4uCm1jAjb6rPYj3jHRye5uFzFdY3CDSArbJoVv90uIlRMvYjw09RaO0k1ohh0IYr31wvRjKK3qmlFSrOa8qs/2OG+J1qcDUzawsIu6Apmop5IsZ5jFIkOhp4PevAsVeO5LFPtiHLPKmTDxQ1kmxG6TOn0HVo9m05P9dqmoQ7SUaQq+pVbOnz4N1b4k9si3vmxGc51K8NlVOEQrOsapmFgGRqOpeMEKf3QxDINLBOSHE5dTDAkhLFBEHkILWfv+kUmm8vEuovtxjzwrMXzJ232bZe8fE+fQ+e9e5tbNv3ERz59R+/tP/otf2uA/61alPL6nfd+gu//4Z+KJ6c2Xnfm1PErrtq6JHdsmucjd+gEfR/Hyvj4XTYL8z47ZyXr1pisnRKsm4rYvLbDYqfF73/B4fxclZlazpivUfMlNd+g6kvqlZxGJaFeialX+0w02mS0eNcndd7/hTUkeo2mozjldSen6kDVVQe5sapkvC6YmGgxXl1iblkQZqY6bEo1IjR1Vs2+rcFLK8aBI16Gtpq5O3aMW2QF5XR5x0d8vrR/AmG6jJlQs5QqqYxMVK1J6VcuMQwxCIQdqBY1BbpS6jhq2yAKu+LxeoztBtz7lEmQWEgpMAUDx1jVmjBsD3SlttdHjIpWpWmYyofdcwLQejx1LOGFUxZnLo6x0rWJIhUKlRShq1kmyXIdU0iu39XDsno88qzFcmCqLfDADnvo2WKU7mNGxlg1wvd7PPi8w+KyiSlSsjQnzXSSzGT9JOxc12Fu0WLHrMMVO9p8/pGMlY5g7WST17/+uw9P1uWfvOVbX/F3gerfvoKXlxA6Tzx77Gc3bd7xivPn2nvavYwN4x5b1oUstBLSsMpl6w02zuisnYT1a/rMTrQZqy1z6/0JTx3xqTkC386K9kTiu4KKlxd9d0zN7zPZaJGzzLs+bfGHX5hGmh4TDuogZytOuWtpeI6G56qw2k3TGTdemSKNJX71D2NuecAiMnWyXIkiRyO4R2NIhltN1auqw+VQvFxuK7/8qODDt48R4zFmaFSNDK8wBXWMIg/UGoLbNNR0RgitiA1naJecl85Rl3BNRIqQynbiR761zd37l/nCww4d08OVGnZSVPGEonKrwKc0yUmNXLUol0QVQnnIzqh4AV98OOOX3z+Lkde4cZdg/RqNRlVX9IpYiRRKsCeppOZLfurbVtDyM/yfT8xwZqWCLCq5LstIGHXWcGxJp2/Q6jpcubnD1TuWuOUei/ycpBskhFFOnBjkWY1GTcd3A/Yfytgy2+CqzQkTNcmVV17Zn1275WEVQPt3u/7OAN+1+3r6vX4eR93Pf+Ou01sf3H/Gnp4IefA5HUvU2LnWoFE12LE+Zsu6FogOh8/3eeyumG8c8IgCl2Y9V7n1jsR3dSou1LyUeiWiXumzptkiyVZ47802H7h9GtPymPIyaraaUHi2hmepmELPVQfTZl2j6md0+hbr6zb7tgbc+lBInOqreObDFqX0nAY5agFxqe2EEeN7Ac+dTHjXxxsspxVcWx8kvNlFqrJtosBdjjqLpAkpVcsQJSrYNBbFhCPXXgRw1aKYhb20TcWL+Xc/0ObYRZdnT1q0pY6daJgJmEle6DMLLWcJ9FQrWpSRMOTCMUrXU7I85pHDNhc7PtvHNNq9lIWVhBxDRaOUUX+JprzIC0/yRlXw49/SIucc7/5UzunlaiGVywa9uG0ZOJag6+osd2zG6zY/9oZl1k3HPPx0nZNnXM6tmGztQBTr1KsuG8YFW6Yjnj6aM+aBW9sY7Nj9Le/2XOs/O671dwb436lFKa/f+q3fyq992Svu6UW+zLXo5QuLHbl9RmPdVECnb7FrY4Qwl3j+XIc7HhN8/r4qh06YLPQkaeoyU81pVjUaVYOxms5YNaNZixmv95mZWCHXlnnPLQ4fvH0GS3eZrWY03Iyqo3ypVd68wHd1fFdS88sk5piKG1GrKEbfo4ccVtoOVXvouTKIFizjTiwxAGkZt+JYqWpNbBWGZZhd3vNpi1u/MUFueDRtqFmZak3MYmJiiWLEKUfOFOA56gC81Ero9FOSNC9uuMIPXFvN/RiGzKoD74bpkDSOuPtxlxgTU2qr0t9KsljZJii/cjXLtwYMTMWfqVdCTl4M+bPbfc7MVxnz1EFfL7afGkpmlufDINo0lYOceEPqXL09xDa7PHLQYLlnY+takd853HJahoZjZnhOBHrAhgnBVZskayb6SDOkF2astAWNWs4zJ1MWl00maimTk1PRVbu2vKPbnvsfm7bsSv4+GP07V/Dy6sRhJMzJ367XliNfv/CbcbIsTl5wMIyURw61mV/ROXjOZX6xwrVbLL7r29vc/0KHT92Z49vgO5KKJ6l6qu9uVAOmx1ukrPDemz0+fMc0vmmyppJSdZQ/ojsS8OoUFgKeqw6nTqHPFEXyxLrJhPFKxunzw+qtjWgZBxMUUcayDBmLg7m3GeM7fZ4+lvG1/VX60qNpaVQGnuUMnABUayJxrOGBueJmTNRjWr2Qx14QdDuCZlWN5/KiRRlOdAq5mShjYEz0IME2HF63r8/lX1vh0cM2HdPETTSsRCWpmamq5Gmm2H5pWiYl56Rlxn3R/UuRs9TWOHdRkqdKMBwWmfa9IEUKDbRiw5pJ4lQb8rhjSZRIxuuSH3r9Cnl+kffeDKeWKgXNWLE8HUuxSDu+QY7kCw+M8djT47z1FSbffs0812zvcOSUyeLKEq1OjY1rUs7Nt2n1G9nl0zO/uWXT2DsvzK1Efw9o/sMA/Me+//v42tdu6ftrt3z26ef1/37HHQ9wxVaH00sR5y543Hi5RjfsUpOSa3dobFkb8ezZnKqtUfU0qp5OzddoVBLGqiFrxtsglnnfrS4fvmOaim4wXcuouRSMRAXuweHQlDi2hltsPC2r0EQWTqVxohGnoxbFI+2JHLYnuj4EtzEyOTENRaayrD6ff9Dl2dM1XNOgauS4xtCoaDQAq7zxXFuBu1FJWDvZZa69wrm2T3vRw5CKxqyxelSpFDmymCXrhQ2FSddw2DoT8R0vb/PowQq9SKenC9w0HSigyoWPalGKGL9MK9oUTVmQF3n3ulRtWEJOkgniRIE8DMsUZcVMT1KNOC5EC4U9RBgrc6HJMckPvX6ZNJvnd28RnF32MGWunhRWiuvoVLsGnZ5Nu9Pj6NmcR5/TGavVWeqnPH+swiuv6HNmvsvZOY/X7UuY2XhZbtjbPnvmYrf/mld/798Xnn9/gANgbgdn8oWZmfrbv+dN5vsf3P+oSGKLN12X4PuL8LzP7g0GW9cHPH085O7HKmwYh0ZFUqtI6pWMsVrEVLODlMu8+xaHv7hzmjHbYKam1EAlu9C2lI2EWl8rC4mSFGUZeSFCUP1znGR8+SGTx4+aeOaLM+alNtxg6qVdm15K4FTvbVsxphFw8zd0PvHVBjEOTQs8IysWQaUhf/kq0t0sRRDz7YyKG1P1AjpRj15ss9jXaPbzgfOVypAfctL1Acgz5f2tmxh6imM5fP9rOzxxdJHPPezQiS18XcPWVW9vJUNvwzTLCr7LUPFeZt4HkWDP5ozXXxdw8PM5YREWGyU5YZJjxDm6VDG1SSoIQ5C6htVXG+ZeKAhCSRQLppqCH37DMkLOKZCvOIXrQVLc5JJTFyq84cqA4+e7HDpjMHvUYv20w7nlFW5/qMZVWxOatYTqxOuzXdt3vn16/fYXukvn/0Gg+Xc/no5cr33FZczWW9G3vO66P+kE9i9tnmly2YYez5+J+MDnK9Rdn2t2JZxeWOEPPusgYpuNUzrNmkGjAmOVmIlGD9Na4vc/b/KRO6aZcHTWj2VM1rRCqW8y0VCq/WZVUvU0HHsk+7JsK3SlWtFlBqTMLwminuJLr9Y8DicopapHl/nI/FsB3HNCFtsRH7/D4/CZKhVbDoKwbH004U1TLMSCQmpbOY6Z4dgJrhVjmzFSxuRZRhBr9CIIQggiFUqlXrmKt440wkgQRpIw0ouXqoQbZnR++FvazFY7dIOcfqoRpmp5FKeMHDKLGPCsiPPLGHBeklTDd2GykZCTKuOhVD3pSqMhdRjOCIKUdi9haSVmbinhwmLOxUXBhUWDi4s2Zy5WWG6N8cOvE/yb77pAL4u40NJYbqestBPml3OOnbUQNPjZt/SZnm7x2PMpSytVfvI7crZs6PHo4QxhTjNRd35pev0r/uS5g+3IH7v8HwTg/zAVHJhZt4VO+1T6Ez/8xiOnj3vtL375a5WVbsTmKYOXXZawHKzwwdsMGlaFK7cp7xRdalS8lGY9oOov855bdD7+1TVMV3RmGznNqqBR0Ys8To2Kpyizhsxo9STLbRWcJMXoWrqILyyMdzShg5Aj62UumdsO18uj4LaK/EzLCPjqfskXH69huio30ytN+c2CW26OztKLpN4i5cEq/FIMI0GKFC3PiFK1bQ2TjChWOfKhnmHEhUVFVJp8yqJtMgqlvkWn7XLTFcu8/ppl/vROn3Zs4RoaTuGCVTpilROVZMBBGeGlZJIsFWRpTp6lxFk+cNZKUxUBmGVKlpZk0OokdHrqsOvaAt/R6QWSINKJ4iHP5cffMI9unON3PzNLpS2puCn6Cqx0BCsdl307Jvnp77jAH31B46HnKph6DV8GrGlW2bj9hvbWPdcdOX7qfLp715Z/KFj+wwEcwPNtzpzSPj+z7nU/u3mX++5DZ+4aW9dY5OEXQp48YjPhOezbrrN7c8zphR7nl31mxjMmxzocnw+45d5ZZqo668ZyxmvKNL9RlYxVchrVhPF6SL3SZ6GVMrfi0+l7uPZwOzecIau0NyFSNGHACOVUFFxpKQViAO6SOTgiR9MTXDvk/GLM5+/3CeIKY1WhtpXlwXJAs9VGjPhHDUHzgY2ELlLljZKr7PYoQYE7UaGopq5EAIauEZZSuahUFkkM3cA0UnqBjefYfOcNPe5+vMOZFZOqoeEZyucwTkugZoUXSREJXjIJR0BORuHPUqz285w0h3yg1lFniTCJOLUUsXDBYMzLGK9GqhePlMd3nFokqdqWfvfL5/jcfSucOT/GmobGZDNlodvj8cMWUexy9c41/Ngbl3j66AKPH65yze4ab7vxdYsbt97wiyLvfl7qzj8kJP9hAa5pEwCcudD+8FVXvlKfbiTvuOvrX524MC+Y8Axedblk27qY8yvL3Pmow+XrcxrVkKPne7z3s00mHYv1TZio64zVDJo1QbOWMV6PWNPs4dotTi8F/N7nK3RXcvZuTDB0Y6APVHKu0j+kqORFSOOALjvIkGfYx+uqHx7VWZa990PPadx7oIZtmVSK+HBVnbUBUWuoANJWhc4aRjow4hQyG1hWJrnyJEwKp1glBsgx4myYkjzIAJLF00UvKrlJr+9ww2UrXLt7hVP3+nRii0ohKFDVOyNOhIrTLox5Sibh0HFKydiyVIE6LUx88mzAaECXGo2q4DVXhyyH87zvsz6n5jyWejoz9USlFMdG4YVok6SCdVMav/K9i7zvljYLnTqWIbnp2oib7wl57Pkqyx2LV19VZ6oasDJdZ2LDa+f2XXvDfyCLP6zJqX9QcMM/UA9+6TU7VSGKwg+Nz77y1xprrpgbq+u89qqIiUZISp/9h8GRLns3Z9Qqy/zB513OnKmydUpj3aTJzKTF9LhgZjxh3WSfnRuWadQu8uGvRfzXP61z6Fidii0K697R5FwGyhVdplxchiNnTXQhBkY6ckDYVwe71TbIpUpezb6XOhEf/YrPcrdCxdaGsSov2ZqU6+mhKWjZMpXMPU3L0MiIi0f/qnjrRBH+4zgjinPCmIGxpVKkq5YgiAzaPRvfsfjRN7SZrnZoRzn9RCgTzcJ2edXSp+jFh1VckCSSLbMZU41EcVeKhOI0L0LFBsFiOe2ey67ZCr/54yv8wBsvcLEf8twZwZmFjAuLEecXIs5czDh+zuDw6SobJ2r89JvbLPYDDhzViAKfq7alCD1krpVw537B/Irg+iu3z735W1/+a5B+SJONfwwo/v0WPX/V9e53/jYTO69/vBMbc+tq7Vel0YLTCyXPnAg5frrGa6802LNtmfsOhux/tsb2aZMdG0w2zggm6jljtYSZ8YCZySWW+sv8+VdNPnLnBHnosW0qZ6IhqfoqWs61VR5lmXvvWGpq8dSRhPd8pkqSuzRs8K0cz1KrdMeSOLbEdYb2FZ4T4zsRFS/Ac9rc+WjOe2+dxLLVUqdqF5vXYnvqWqV5kV78nRQCjRynUP84hbSt4gYstCJuu9/j3LKPb2k4+ogniyht28oov6EkbTDWHFXokLN1bZ+njsOzJ3yk1It0ioIWXDh0qdZJG/g52pYSartOyOxUl/sPOBy/4FGzwClDvAbW1UqdLzQVGT47Lrhme4BldDl6ES4sW+QZaFlGP8xY6UAvkGSZxUwzoxP2OXDMIIltLt+q4btdktQgznMmJtYtvvLq+q/0Vp7/ULX5sn8sGP7DtiiXXr/+U9/JmdNH/iKKdvzHb3zji2NJdz8vnKpw0z6NK3Ys8Y1n+nzxvirrxyyu3KazY6OSskWxjYbB2qll7n22ywdur3PmfJUNVcl0I2esojgnFVdiW6paSlF66qn31rRcWRSnAqlpw1yaATGptGkbqnbUpk/NvbthxMfvrpKkPg1PGzAWS56JVXgqqkNlETxbTHP0gaFkNqCkjjq0Kn5I6chaVnHVpuhxRihGqLxSQxStiqHnmKE6BHcNG991+KHXdvnK/g6tqEHN1Ajj4mmQDm2Yk3RE8JAOTTH1IitzEK9d8FbSDJIkJ4gyOj3lkpVjESd1ppsWb3vlEtftmuePb4948MkmpoTFfkqYRpxdNOiHFprW4HtfNY9lLfPQU5DnJjs3e1xcDnjZ5dvaujP785+7T//4z/2rH/zHhOA/LsABxtdsTrI0+VdrZ2Y3HT3e/eOrd5ywN860eeFcn1vubjBbc7lmp87erR2++mSHC/MWN+w2uWJ7j28cCHjXzXVWlqpsnYQ1DY16Rafm61Q8pdV0bGXnUGoM8yHpuQgy1RBZ6fU3srkc2DSP2kAomqjrBNx6n+C+Jxu4jkGtMOdX3uVqa+mYpaxOFsnLpSlQPkwME3nRmqwOTgV1vstGAVUAPYpLm+RsRDFfniFkMRc3MAyLVtflhr0hb7x6mc983adjmVSSnGjgI16CfChhyzJNbTYzjUzThrEfQ8NYslwdfDUtI88T0jQnjBVnvNeXrAl1Nk0b/PvvWeE9msbho2NcvsnkhitXOLe4wl2PjpNlJp7d4HtvPM/C8iIHTtdZ6Gi8/MqtQaMx/ZNZXv0MeZD9LaD0fyfALV3L3/MHn77v5PzGB6/d2u2HOh85cvq4faZl4FgOV2zV2butw9ef6fKNxz12zXo0Kim62eKOxx26rSpXrFd2FGM1g7qvcn9cW63kdb2wQqBMGCgse7MRgv8I97ucmpSU0peq3ivdkA/cXiPIXSatoYjBGaEIDMBtMaDXWmaZ7jCSO/kSuXurrPDzYnqRKVAqgU9W3KCgCVlUc1HEfUhM3cA0Mrp9G8d2+Fdv6nDn/g6tsEHd0ghXjQyzgg043Gyq780wraFUPg38BnP1NElSZU7fCzI6vZRO4WPS6bt0ezo7NkjesK/NM0f6LLcN8rjGa65I6adL3P/4GDXPoOJXWdNMyBONy3euC9bNTv/IW799/WcPPDWf7r32+/+x4fePD3CAX/iZt/H5z30wbUfTN6+Zzn+s5Yg/PXjqlHvZWskV27vc/UzANx71uWytzQ2Xw7qZBT73kOTYiTpXbxKsndCZaOiM1zPqlRjXVtOJsir2Ap0gkmhRjmUWXOZcDAj+KvmL1eqdYhRXprKVQmLXDvjcA4KnDtdxbYOakSkrMlPxvEvui2NLxf22c1xbbTXVDZcxVKwPabGj9qeXBqnmRRWPE6U8yvMhBVB97XKoOJKyYDummIZJt+dw+eaAm/Yt85l7fDqxQSVWrcogoSFV6/jykDnkpah1vBQqrnwg5ZMQRNCPIEdRHnSZ4lopNV8Z9bR6Jv1wnO1rdL7tuj5ffURy71MeeT7OTVcskWcrPPp8nbG6Tc0KcTas7zXHZ/7FW9+65ebPfv54/tbv/OF/Cuj90wAc4M3f+RM8dN+f5df9zOKn/vg/zuq1pnz/Nvt07cDJmGcP++xZZ3LFdo1N65b40v6crz/cZM9ak3VTymNldiJgvN7Hd/uYRkKeC0AQRvDM0RpLbZOap2GZ5YhMqh/kiIBAFG1K6fltjlRv24xxnZAgCvjzO+sEmct0IRx2zLyo2kNyl2treI46nCqAK040Wtn/F9UyL0S+uTacTIzoRWUx/clzBolrSTH5yPJ0+P8LXdFSJUVukY5pmNimjec4/NhNXW5/pEsrrFO3ivl6onrppOCqjC571DdG/eVSUwdTywDPEVQ9wVIv4djJjH6k1PfkaozqW4LJ5YzpjmSlrdPqNnj9lZKMPg88KbEMlzhtcOWGLkHY4+njDq+/fsNKrdn8N2967b2fev+HDN7+E/804P4nBTjAda/4cd73oQ/x5pdNfez8tjHj7NzMO88//Hxz05oOrqUz1WzzlcdjHnhqjBt36Wxem2JbGbMTIa67wtHzIQefVrEcW6ZSbro65XMPaHz6LpctUznb1kl8VxKncjjzTdWoqGxT5Mh4sMyzt6wUx4qpeT0+/BXJ44fq+JZO1coKOV05eVFTE9cWeLaS1flOiu8kuHaCruf0A51eKMgzNb+OEzEEFEOA61o+XDBJRR3ohTm9SP23aymQ53latCpa0YNrGOWBU8/omRbtnstVW0O+98ZF/uzLFdq2pBKlRGUVT8s2RRsyCwtLPK0QLxsyxzI0Kp5k63qdretX+It7Yj59X5Nvu6bNtqkAIQWHTumcOOuw3DWY6cacnpOcX6jyuss1TKPL0wcFM0sGSy3YPjtOdXzXQj+u/fsLJ62PWffmvP0n/nEPld9UgAP8/L/8l/w8cOHiyp/Pbtb1tTP3/PYff+JrEzWvywtnenz9UZ+brtLZMNvj4nJII3PpRW0+cY/G4RPjrHQcqh50dnTZu7HL/kMJR8/AmmpCLzCJk6H3x0QtZ8tswrHTDKt3kdygNo6ZGi2aCb4bMN8KueXeOv3MZa2XK72ouRrcqnqrgK2Kq+IR65WQitsnI6IXVllu1zAMpbG0DFk8TQRlYy01lRtvSrUR9Wwl8+rGMfP9jDwzqNsok0tAK3J+SpN7lfgmMQwd0zSxDBvHcnjrK3vc+lCb5aBBw9YI42GgVJyUG87Cg0WDI2d1Li7rg2BYQ0dlm7qwdTbi2u0hjz6T87JNOldvrVP1clp7A5470+aL93v4nk691uWFsxZJ6nPTyyKCfof5ls++XS7j6143953f+or/GEXJn1tO9Z8aat8cgJfX1GSNdqfzwU3bb9R+5C3a/1o6e/vEn3webthlsW4m4EuPJuRRhW+/IeLT39A5c77KujHBnnUa2zakHD1v8fhBm+t2nefwiZh+WKzsC8vfJNXYtTHjdVeH/NHJkaSEwoXJ1FVorG2lOHZEvdLlY3dLnjpap2rKkeotVvXdSryg1P5VL6ZRDRirtdl/uM/dT5n4Eiq2YLyuBACupeReZRhTjkpTUB7nObapFUoknV1bIyxvgbuedHjy+XrRv6sDa7mgGuR0FiC3DANLt/Aclz0bQ75t3zIf+UqFtiupRFkhDcuKVkUr2ia19LrrMZNnTpg0HQZhUhpKl3rsvOCxZyyu2yyQSG75hsX2tTp132THmhjn1W3ue6LOTdtsoq0d7nhYcP+TNXZtuMgdj7is3fqtc6979Q2/Fqf5B79Z4IZ/pE3m3/Sq+D6+G//JNddc/SuzW960NN7YxNREzCOHMkw8Xn2FRjuKaLdc3vrKjNk1LUwzp1HtcOJcRi8QrJvIadYyhFA+Jo1KzESjT45GHJvkWU5e6DBLk3vT0JQdm5nimDGNSp8LyyGf+nqNTuQy5mT4VjZsTezyUKmMJn0npeImVNyIZq1HELf4i7tMPvylNTz+nMfick63rxFEkiiWhYC3OPQWvBijqJiWqfSoY1XJ1dst/sUbNH7sDQsYdpfzHUErgG6Q0Q0zemFKP0zpBTm9QKMbKKfWbmDS6jqYusvbXt1jutliqasYi2GcF61KPqjgWaapWMNi7Cg0uLiisdxV7MY0g4WW5MxF5Qq8YTpnqdcnSiJOLXb47D02dcfHdULuftwhietctT3i3FLMmuYm/uUPvHFpy45rfuX0fPYnpul+MyH2zQU4gKbV6YW1D0/NvvzHr7li+79zmvvimgXXbA/w/T5nLkqu2aEjjR5ziybrpzIOnkrJUknFzbnzMYvj50zqFcFYLUHqbfa/EHLinM9KxyOJJRpZ0Z4wSGsrt42+G+HZXb70mMGTx+o0bY164bLl2dogaqXsu9XGM8V3yuTmNk8fy3jgmTrrm4KKo8KlophCbCEGFm3l5EKIES/y4obTJXT6kjNzVV6xC/ZtWWYhSFjuC7qBVhhUKsVNP8jo9bWBv3anZ9DuWbS7Lrs36LzxmmXaUcRKIOiHOUGUEsWpOnQWTlageDpNV7J5Ai7f0aOXJyy1U5bbGhun4PVXR7S6GrrQ2b4+5ORFwUTNIcgDHn7OYd2ERjsIefBZWF7R+e5v2xNXxnb/u9e/+rof37LW+fCmae/vC49//gAHqHhGdvf+M5931t70++s2XPZzO/a8Ip3vOtlDz2Z0exZhFvPgMw4zTZeZiYB2L6Phm0xPBHQjSZZbNKsaa5p9Tsx1+ciXxnj+hE+nZ5NlQqXqFqPBQfW2Ulwnplnrcs+BhN+/pUka24x7ORW7NCIagtu1KYz7lWm/60RU/T4r/YA//2qVIHSp2conUEMZ7qSDDWIxl881cq2cO+cDmq8mypwbjXbPwNRdfvT1Hab8Los9ZVbZC3N6QTYAeS/I6QYanb6g05d0egZLbQdd+Lz9LQGvumKZuTZ0Io0gUgukOGYQBJVnGkKTVC3YMavzY2/Q2DDd4fxSxuJKDrmFbkrOLMYsr1j4rsbZ+YhzF2xevlPDNPpUbZ2X7e6ydZ2WveqVL0u37tj1c69+/fW/b5qHPq9p5j/6Eudvcv1fAXCA73vjLtY35qL16yY/LNwtu/fs2vpfNq9bx9rxPsfOpMw0BRkRJy7Ac8cqXLszJdNaLK5kjPuS8VpOxevwmXt8LGkVeTcqAtsuBLhle+KYOZ6d0KgERGmP2x6xOXqhxrijKQNQR4XZDoTDtlYAO8UrwO05EabR596n4YFnfaqOUtbohQwOGIwKy0DUsoKXW1UhGMRjpwW7MIokra7Fy3bm3HD5Ct00pRVodAKNbvASIO8LOn2dVs+g1bFZbnusH7d407UrSKvPQlfQCyEIs6Jd0YgTQRgbpKmyksgyiCOP774xZjmMWWxlLKzYTNYzNL3DIwcFe9YLNk5nIGMuzAu2zMYcPhtjOpuZmt31X152xezusdrEh5cXliNNu+abDafB9X8NwAFeuW83V+3Y3N8+fuyQO7bht7/lVRt/c2pmR7pjncuJ8z16AdhWyM61BmvXrPDlRzWeO+rQ8AUzkxF3PZkyN28z05RMNhKOnU+45ymHuiMKjogCuGtnVP2IZq3N82cTvnFgjLplMO6riEOl1i+zhIQ6bDoZnpPguxG+G+I7AUILufdJk6BlUbXyIqRKTTo0oQ0BnmnqgFnMnkWhhC+JVHmmFDhRrBHGkn5o0KhIXn1FF5uIpVBV8U6o0QsVsalfeGt3+tDuCtpdnVbXYLnt0O5VecVlOXvWrbDQzljpQT9S05QkhShWAoRXXR6zYabPxZWMs3MGMw2L1169wun5nOWWYPcGwU0v63Nyoc+hEz7dKMe3UtatWebE+Rp7dm9Pe/nW37zhVZf/9hfu6x7ya5f1G+NXf7NhtOr6pk1R/qrrFa/6EY4/99F0465/8V+XFhf1xx6/65dW+o9bV2y+wP0HLDZMJdzzlMFUzeBbXxazsqIxOdblocOChmsyMyHwvT53PQX9rseWNRlGkQhmGeA7KWPVLofOBvyvjzWZn6+wsa5U+1VPUPV1Kp6OV6RL2JaKXvHdmEYloF7p4tgBmpbiuwaGqQ02gaVjlhRqKhHFmjpoJqJYTiniV8n2E5oaB4ZxThAp5XqSqMNpp6e0la0kJyvSzPQiMsQ0lBW1Wq0L0ARSqOXPxUWP6fGEX/n+Dv/twzZzS1Um+qpN0TRBlMCxcx7r10RcvaPPvY+6nJnT2dKqUHGXuLASs9wxuO2hCq2O5BWXJ5ycE+xal/PY83DTmo1ce/2V4WtveN3vjDWb/1UTN/NL/+a7v9mwecnrH40u+/e93v17n6Hb6XLgVH7X7OxWb+/2qXRu7ugpobmzh08viTC0mJlMeOqIye4NBtJqc+dDNmsbDldsy8BY5uZ7bNZUfN5yY5/lXkIQWqyfEmya6dMJl/nNj3g8e3SMDQ2ouVDzNMaqSmwxVtPwHVVlXSun5sWMN3o0qss8eSykF2g0qzrVasxdT/kYuclULadZMxivSxrVjH6owOdYGY1qSDsM+PJjDlHfZqYBjaris7R7aoxpmwLfzWnWQ7pBl//zKZ9TizV2ru+xeabDsYsWhiZwTbWU0aVGGKkpSY7iqxhSMRGj2GDTTM6uTS0eOWQR9g3Gq4J1U7DYD7jjUYOZms2G6R6PvaARBgZjVYOtswHPn87QMpvLNoacOJexYVzg2CvE+UziVLz73njT9xx/zSuu+JTrRr/+y7/033jNK6/8ZsPlL73+r2pRLr083+OGPXW2rqv+Wq9z+jV7L3/tt19+xVWf3rRxR7Zvp87FhZia7bJtfY+nj4KpuWyakUw1ezzwbMb8gseVmwU7NkZYVoqmaVS9FN/rcNsjguePNrhynWCqpg57apOnMzUGG6f7pHlELwA0NS93rT53Pp7wH/5ogj/74jqOnZ7C0R0MLSYHTEPgu4KZiYSKv8iJ8wHzy9ANdOJEJTromoalg2NpNGsGG2Yy2lGH8wtK9xhGKhsnzTP6oc/2SZ2feoPOO3+yxU3XLtCOc/qR6tsdW0PqEScuRswtxKx0IIjVIfLCosMzRybZs87n265fYTlMafcz8jwnjGMOnQx58rDFVM3huj1dLq5EHD2tEUVVLt8cc+hMTLvjUqtkHDzjMbt2b7Zt5+WfvnzPy7/9uUMnXiPl+K9p2gyVauWbDZO/8vq/skV5qevql30X9+8/2Xaazs+/5lVbDy9feGDP0fnwLb57nJVej7kFj53rDdZNqcPnvU86zDZ0ZiczTi1kXFzWmawI1jT73PtMxF2P1blyo2TPRp1mo8/+Qwlp5lL1NDasCVkJlrhzv8/uWZ2JhobvpLSDgA98sYYWV9Azi2NnbdbP9HjZroDHDiiOiOdorJ3sc/v+kAPHLK7amhFExeQiVyIGXahqXa8ILt/ap5t2+OoDDjPjKXGias5DBw3SxGDrhIYW1xAk/OSb5jhwxKcTOAhNY7wu2bm5x8e/BqfmfKp+ihQ5i52Qxw7qjFdcknSSm668yOm5FseONlnpaEyN56yf7HHqose5eZ9X7+3y9f0hp+ZMKsdNpuoujt3j3JzJa67bwuGLjc9e/7KrD2zbMf2ePAjawtn6zYbD3/j6ZwNwgBv2rQeYby+d+Q1/349skN7znD/ffMuBZ5/ANXr0wx4LbcFTJwxs3UPXNdY0Iw6e11hq21y5OScTXT73gEVFumxfZ7Brc86ercucX5acOVehXslwnQ6fuDdhblGirVXjPMeKibUYIUzGPMX/7ofqMHrD3pCHD6j+2LGg5gd0IkE3kgWbTyuMP0uBdDnRUQog09JY6uUEkToECi3j3qcc+j2JM62q8nLbIc9NsiyiGztkuWpL1jR03njdIh++zWalo6MBZxZC7noiYe9aE0NaeM4Y33n9HO8+EXB23mfrepOZqYQjx1MlkQt83nBNwrkLIZaZsrCUceM+n00b97L7sp2f3Wns/UWy9glNW/vNhsDf+vpnBfDyqjRmmbuwcGLfnl2/cqRmfHhmdusvtBcOvOobDxwmTec4e7HC9bszTpyHOIs4chrqjsH6qZhnT8SkQZ2X75bs2pQx0Uh4/AU4cFRnXVNjrJqimx2eOVZl67ik6gk8R+Vw3vGIwcKywcaa4pQkiUYYGoSRTp6rZGK1fo/wbXWQVFzuUt2TkeQqrrzUSsaJpN/PieKEONFJM8VhKdMmdKnGjd2+ZHZK8Jp9fW6/t0Y3yGl1Mk6e99mzYYUwC1lqm7R7kss3xRzcHnP6rMfjL0CYOFy3p8bOjT1OXXBodw22r005eTpguaPx+BGLTdMZp84G1Kp1Jtft4rp9u75hmvZ71q7b/VSSxCe8yj8/cMM/U4ADTEw1AQ7neX4YOPDcge70ls17/3Dhwv6trd4ROd9usX1WcGI+47njLldskPheh/u+4bBrrck1uwPOLSVkiw5Hz5nMLRvsWS+YbPR44mhOxTRZO6EzM5ExUQ8xjIRDJw3CvsAeV/RWJQzWSRJJnmeKDiBBN5JBopsaSyY4VogI+mi5Sy/K6IWCKMqJYqmU7WlKkqq/V2gZ0tALWwo1aQkiiWfr7FgbcmsC8ys5vpswcdFgaqzKFVu7PH/Eo9WVjNc1Nq1JiQOJ6UY89LxO3a/wyr0RHzwRs7Bsctk2neeOhzx/yqdeb3PyQpVde65JL9u7+3AnCH9692WvPJfBIflixcY/q+ufLcDLq1iUHMqTxUNZlnzLOV+brU686tO3fvlr1Yp+yjt6ts/1OzKm6glffTwjT10u35by+ImQZw57vOlqDdBxLEmzlpNpXe57wmO2YbB1HWyaXaITpswt2WR5RMWGmieI4ozljk6nZxKGGlmakGPh2BlPHZF87TFJw1KTmKmxgGdPBdxy7xj/6ltDPnNPhwsrFbr9nCCU3HR1xDNHI3qBr34oeoJjSnxbBQOYBrQ6aiWvazGTVQ3DSzl6McK1BNNNnxv39jh0PGBxxaAXGOS5egrcdBU8ebzNE4erfOu4yxuuWebYuUlakc/a8R7d0OKaPeu7m7e/oXVmPnnbzMz6M1LIE9o/c2CX1z97gJeXpo+R59mJ2Y0Tp5Kz3cv+xfcG12tc/0ePPX3cf+a5F+p1/yznW5KdawWTYwt8/akKV23SSLKcTNNxbIM1YzEPP69xcd7hVXsl29Z3eOxon68+NMbbblTU05qrsWdrzkq3y9k5n63rDLRcw5AJea5h6hmdQGO5bTBbUXbOhtnjkadNlhYmGXcjrt7e4isPxSx1THqhYIMnsW2NuK8WP0maYgI1VzA7kTPfCzl63mDTrIkl+ly+QfCW18TcsT/k4FGNqabDq/Y57Nsdcn7Op9PTIc8wZMaBwya7N4Z88oUWzxz10S2HdpSyb22tPbnmukWvsUeXkp/asm3Tg5u3VVfylEzq/2+AG/4vHxP+bS9lJK9lG6YvLK3fOPVlT3tk48tf8R2/9C9/7F8/M7n+ZY/n+uwTG9fbwYPPNdizUaNeW6bTSxCasojTZMT9T0s2TppsXZfSCTrc/2SV8VpCu6eR5QZ1X2fLbITtdLm4lNHtC67fnXLjFSH9SBtE7JmmjmNr1CoJc62I5464NH2D+RWPvRsNJhohK52UXiDohxa9wqjHsTLuecrioWcsPEcyOZbRT9ocOxex2DIgN/DdnPkVjVdepuN4IYdPJ5w463Pj3piUkKWWTpzquHbGXLvNky9YvOkGhyizgz1b1jzxba+/8pnXve4nfutLX/3zLZ5f3W54M19+5LnuktC0/6fADf8PVfDRSxNbALKFVoSpiQ+mefwhTZNcf/VOWa34v2/Vw+0iOfHKrzxwUe6cjXD0PmNuTJr3afoe+7bnpFnG15/S2bMexus90qSCY+oYdUkv7vPAMxI9S2l3dXSp41oava5yqdVFjq4rE07PSTh2TtLp+lyzNeaF05JXX2mzdjrm7JmscGmVSo+ZAeR0AkmcSCquwLYSbtzT5fQZg7klgyC10TR49AWYrNi84Yolnnze5tHndfbtrJIRcX5ekqQmrmPw2pdVObeyJr3x2vX39iLzUBB0376wkqam6fCrv/CBfHbtht43++f1j3n9Pwnw8mpWzfLTUvObLC4v/WvTNBuLi4v/cyW422wtH00bTnPfxJi8+rHDZxjzIpZ6XVo9l6PnKmydynniqMN3vTxm3VhGGNp0gpgcn92beyys+KSZKDxRNGXZZkZKJgcILUESsXVaMNns8/QJydEzNpI+5ClgAIIwSMizfGAyL4WyrXv6RMrlm3xcJ+HcgkU/M1np57zllT2OnPaYHTc4NwdBusK5Cwav2yfoJxvZOMZjadzZX6lvkNe/9qao0Rj79SiKljxv/Jv9Y/knvf6fBvhLXWP1BsDS/7+du/dtqwrjOP4957753b4mcV5spzaJk7itFAERXdpSJNougCpgY2RiZGPsyMY/ghgACbVIFZgBdYBAidSmJEppShw78Vud+Pr6+p7DUHVBYnZp+WzPeH76TY+OHuBjgC+//gGlxMVibnglnl35IJf2VrYeDkjoLaremGTU56Aj6A2GnHiS8lzAxo7gdMFgvepT20jw8MCgdwyZhGAYwF7TYjnvI6RNvSW49bPNWkkTCh8tJUePHa68OuDbYQSNYntfspof8aiu6PYt3KSiNKNwk4qbmwJbxnil0ubO/Tj5XIApfBotk2bHwHJcfGJcu3yaZs9ltWxttY4zX1RL1s1xqGul5UuTjnyiXriC/9N777wBUGs0O7XSIj9G7GBxZaWj7v22p5IZt1wsZD+dvVsHaXHQPSTm7HHUNom4YzxfMgo0mw8i1DuS2eyY+/uCX3eyvF7xuftA0e4b7LejvLkWYAmF0jatvmbGFbhJgWWNuPNHhHOrClsGWFbAVEqzXADTCLEljPyQqTQ0On3Wqy+xUMwxGkuqawUCv/WZf9DdPbX0ljyTdGUmZe0AN6KxzKSjfSa88AV/aibnAtx4Omv9J2Bnms36T75v4wV2cHb17CfSGF7+cO7JhyevWyMWhXTSID9tYJgCzx/DWBOGksNeyPzUk0NAMecYSw7xTgy6wQm9Y40KQ+KOz9h3GAWSVMIgFpP0PRstQJomxdkk5y+uk0nC3Msay3S+Q/U/f+wJq1CqEk/N1c6dH3UrldykI3wm/V/wfyHEKYAu8BXAoF9HCO412npmelYrx/T5/ZcNbNsjHpGk4gaD4Si4eum16+6m93ZhKggGhmRxXjN0FEZiTMsL+ej9kOOBRTYXUK3GKOYD+spiYUFaJNPfBN3b17WIWFqAlJJ0KsFS5QyZhEN5Ucl232wI2F0qz046ov+E52snNGF/7X6PlGLm1u2j9HTK1zt1g+K0ZvtAk44oDruaaxc8DjsW8ahidz9CPhey/cigPG+K5sl8TwjdePfqhUk/5bnxN6ZCL5P2IGtKAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTA3VDE4OjUwOjI2KzAwOjAw1E6JhwAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0wN1QxODo1MDoyNiswMDowMKUTMTsAAAA5dEVYdFNvZnR3YXJlAG1hdHBsb3RsaWIgdmVyc2lvbiAyLjIuNSwgaHR0cDovL21hdHBsb3RsaWIub3JnL0jPKKMAAAAASUVORK5CYII=', 'weight': 18}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  Showing the first 100 of 258 matching records in this table.
  • id: 53749891
    {'hecke_orbit_code': 40532396948324427, 'n': 1, 'trace_an': 6}
  • id: 53749892
    {'hecke_orbit_code': 40532396948324427, 'n': 2, 'trace_an': 338}
  • id: 53749893
    {'hecke_orbit_code': 40532396948324427, 'n': 3, 'trace_an': -39366}
  • id: 53749894
    {'hecke_orbit_code': 40532396948324427, 'n': 4, 'trace_an': 393248}
  • id: 53749895
    {'hecke_orbit_code': 40532396948324427, 'n': 5, 'trace_an': 0}
  • id: 53749896
    {'hecke_orbit_code': 40532396948324427, 'n': 6, 'trace_an': -2217618}
  • id: 53749897
    {'hecke_orbit_code': 40532396948324427, 'n': 7, 'trace_an': -20999794}
  • id: 53749898
    {'hecke_orbit_code': 40532396948324427, 'n': 8, 'trace_an': -25242756}
  • id: 53749899
    {'hecke_orbit_code': 40532396948324427, 'n': 9, 'trace_an': 258280326}
  • id: 53749900
    {'hecke_orbit_code': 40532396948324427, 'n': 10, 'trace_an': 0}
  • id: 53749901
    {'hecke_orbit_code': 40532396948324427, 'n': 11, 'trace_an': 85907324}
  • id: 53749902
    {'hecke_orbit_code': 40532396948324427, 'n': 12, 'trace_an': -2580100128}
  • id: 53749903
    {'hecke_orbit_code': 40532396948324427, 'n': 13, 'trace_an': -344649098}
  • id: 53749904
    {'hecke_orbit_code': 40532396948324427, 'n': 14, 'trace_an': 4962466602}
  • id: 53749905
    {'hecke_orbit_code': 40532396948324427, 'n': 15, 'trace_an': 0}
  • id: 53749906
    {'hecke_orbit_code': 40532396948324427, 'n': 16, 'trace_an': 13788291320}
  • id: 53749907
    {'hecke_orbit_code': 40532396948324427, 'n': 17, 'trace_an': -48742285828}
  • id: 53749908
    {'hecke_orbit_code': 40532396948324427, 'n': 18, 'trace_an': 14549791698}
  • id: 53749909
    {'hecke_orbit_code': 40532396948324427, 'n': 19, 'trace_an': 27193720402}
  • id: 53749910
    {'hecke_orbit_code': 40532396948324427, 'n': 20, 'trace_an': 0}
  • id: 53749911
    {'hecke_orbit_code': 40532396948324427, 'n': 21, 'trace_an': 137779648434}
  • id: 53749912
    {'hecke_orbit_code': 40532396948324427, 'n': 22, 'trace_an': -336975966076}
  • id: 53749913
    {'hecke_orbit_code': 40532396948324427, 'n': 23, 'trace_an': 71031572148}
  • id: 53749914
    {'hecke_orbit_code': 40532396948324427, 'n': 24, 'trace_an': 165617722116}
  • id: 53749915
    {'hecke_orbit_code': 40532396948324427, 'n': 25, 'trace_an': 0}
  • id: 53749916
    {'hecke_orbit_code': 40532396948324427, 'n': 26, 'trace_an': 611333714642}
  • id: 53749917
    {'hecke_orbit_code': 40532396948324427, 'n': 27, 'trace_an': -1694577218886}
  • id: 53749918
    {'hecke_orbit_code': 40532396948324427, 'n': 28, 'trace_an': -136912343008}
  • id: 53749919
    {'hecke_orbit_code': 40532396948324427, 'n': 29, 'trace_an': -686216807636}
  • id: 53749920
    {'hecke_orbit_code': 40532396948324427, 'n': 30, 'trace_an': 0}
  • id: 53749921
    {'hecke_orbit_code': 40532396948324427, 'n': 31, 'trace_an': -1873231882354}
  • id: 53749922
    {'hecke_orbit_code': 40532396948324427, 'n': 32, 'trace_an': -6803078403464}
  • id: 53749923
    {'hecke_orbit_code': 40532396948324427, 'n': 33, 'trace_an': -563637952764}
  • id: 53749924
    {'hecke_orbit_code': 40532396948324427, 'n': 34, 'trace_an': 912815171396}
  • id: 53749925
    {'hecke_orbit_code': 40532396948324427, 'n': 35, 'trace_an': 0}
  • id: 53749926
    {'hecke_orbit_code': 40532396948324427, 'n': 36, 'trace_an': 16928036939808}
  • id: 53749927
    {'hecke_orbit_code': 40532396948324427, 'n': 37, 'trace_an': -19242169234164}
  • id: 53749928
    {'hecke_orbit_code': 40532396948324427, 'n': 38, 'trace_an': 18566472971078}
  • id: 53749929
    {'hecke_orbit_code': 40532396948324427, 'n': 39, 'trace_an': 2261242731978}
  • id: 53749930
    {'hecke_orbit_code': 40532396948324427, 'n': 40, 'trace_an': 0}
  • id: 53749931
    {'hecke_orbit_code': 40532396948324427, 'n': 41, 'trace_an': 221880229804096}
  • id: 53749932
    {'hecke_orbit_code': 40532396948324427, 'n': 42, 'trace_an': -32558743375722}
  • id: 53749933
    {'hecke_orbit_code': 40532396948324427, 'n': 43, 'trace_an': 61700614892950}
  • id: 53749934
    {'hecke_orbit_code': 40532396948324427, 'n': 44, 'trace_an': -41956372268096}
  • id: 53749935
    {'hecke_orbit_code': 40532396948324427, 'n': 45, 'trace_an': 0}
  • id: 53749936
    {'hecke_orbit_code': 40532396948324427, 'n': 46, 'trace_an': 652819536934476}
  • id: 53749937
    {'hecke_orbit_code': 40532396948324427, 'n': 47, 'trace_an': -314747038040020}
  • id: 53749938
    {'hecke_orbit_code': 40532396948324427, 'n': 48, 'trace_an': -90464979350520}
  • id: 53749939
    {'hecke_orbit_code': 40532396948324427, 'n': 49, 'trace_an': -101690853393620}
  • id: 53749940
    {'hecke_orbit_code': 40532396948324427, 'n': 50, 'trace_an': 0}
  • id: 53749941
    {'hecke_orbit_code': 40532396948324427, 'n': 51, 'trace_an': 319798137317508}
  • id: 53749942
    {'hecke_orbit_code': 40532396948324427, 'n': 52, 'trace_an': -1013894104582368}
  • id: 53749943
    {'hecke_orbit_code': 40532396948324427, 'n': 53, 'trace_an': -1423050064341352}
  • id: 53749944
    {'hecke_orbit_code': 40532396948324427, 'n': 54, 'trace_an': -95461183330578}
  • id: 53749945
    {'hecke_orbit_code': 40532396948324427, 'n': 55, 'trace_an': 0}
  • id: 53749946
    {'hecke_orbit_code': 40532396948324427, 'n': 56, 'trace_an': 616015365358860}
  • id: 53749947
    {'hecke_orbit_code': 40532396948324427, 'n': 57, 'trace_an': -178417999557522}
  • id: 53749948
    {'hecke_orbit_code': 40532396948324427, 'n': 58, 'trace_an': -2839276675035884}
  • id: 53749949
    {'hecke_orbit_code': 40532396948324427, 'n': 59, 'trace_an': -1863818311706812}
  • id: 53749950
    {'hecke_orbit_code': 40532396948324427, 'n': 60, 'trace_an': 0}
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