Embedded newform data - 975.6.a.u.1.7

Formats: - HTML - YAML - JSON - 2025-07-06T06:55:28.407348

• 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': 35100, 'analytic_conductor': 156.37422431765611, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1], [5, -1], [13, -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': [975, 1, [326, 352, 301], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 11, 'field_disc': 2152433213896340024857175918869237936520890757952, 'field_disc_factorization': [[2, 6], [3, 2], [7, 1], [13, 1], [191, 1], [2441, 1], [4603, 1], [73483, 1], [18525271090643, 1], [14056339475523691, 1]], 'field_poly': [55036800, -98068800, -3093984, 20144528, 509768, -1208172, -29138, 28715, 442, -286, -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, [55036800, -98068800, -3093984, 20144528, 509768, -1208172, -29138, 28715, 442, -286, -2, 1]], [7, [14641761684689350021824, -622421685854505936588, -5968169726323961339, 374906154391958069, -420373827950394, -58070804529884, 112874325976, 3818034718, -4590338, -105532, 55, 1]]], 'hecke_orbit': 21, 'hecke_orbit_code': 90071992648074191, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 132000, 'hecke_ring_index_factorization': [[2, 5], [3, 1], [5, 3], [11, 1]], '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': '975.6.a.u', 'level': 975, '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, 13], 'level_radical': 195, 'minimal_twist': '975.6.a.r', 'prim_orbit_index': 1, 'qexp_display': 'q+\\beta _{1}q^{2}-9q^{3}+(20+\\beta _{1}+\\beta _{2})q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 11, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '975.6.a', 'trace_display': [2, -99, 0, -55], 'trace_hash': 210672589277955526, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.212', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '237.509', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9933.996', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [11, 2, -99, 224, 0, -18, -55, 270, 891, 0, -125, -2016, 1859, -1311, 0, 5756, -4507, 162, 142, 0, 495, -5975, -4672, -2430, 0, 338, -8019, -4149, 5197, 0, -277, 2272, 1125, -21225, 0, 18144, -1696, -27485, -16731, 0, 2040, 11799, -31436, 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• mf_hecke_cc •

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

  
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[-0.2709240898547699, 0.0], [0.12336920345605491, 0.0], [0.6594001192218643, 0.0], [1.400745434364, 0.0], [0.0, 0.0], [-0.18820744294453456, 0.0], [0.7645281364391892, 0.0], [0.7297228066547466, 0.0], [1.5476722767975457, 0.0], [0.0, 0.0], [-0.8466362862669274, 0.0], [0.05354624267641168, 0.0], [2.7619117470846968, 0.0], [0.6097414486736882, 0.0], [0.0, 0.0], [0.7389662378346158, 0.0], [-1.1061253162023617, 0.0], [-0.10918356356665164, 0.0], [0.06898159589043407, 0.0], [0.0, 0.0], [-0.5529915767715581, 0.0], [0.08587974397614602, 0.0], [0.2088761462385442, 0.0], [-0.33043676312404563, 0.0], [0.0, 0.0], [-1.0362871714974287, 0.0], [-1.2471700223341973, 0.0], [-0.31569404403260476, 0.0], [-0.01867730990447623, 0.0], [0.0, 0.0], [0.4461446609611382, 0.0], [0.8214066143278245, 0.0], [0.493207243224305, 0.0], [1.232045680260211, 0.0], [0.0, 0.0], [0.21670107187155158, 0.0], [-1.4726919784891759, 0.0], [0.6995103205590028, 0.0], [-0.21055447877230615, 0.0], [0.0, 0.0]], 'angles': [-0.2174193508112878, None, None, -0.4222003276852071, -0.23825953184631687, None, -0.4705139839742148, -0.13059224964517163, -0.28645239228549296, -0.13773753582861814, -0.17979758597902487, -0.1578779257757957, -0.3126643939354121, -0.24672657133960918, -0.3547526705524175, -0.29238297170378197, -0.24088497852665977, -0.1276450075149167, -0.05149323730372622, -0.41417368019683315, -0.23967010691651058, -0.09017729335241803, -0.2139082143073273, -0.21241044219719524, -0.19091053102359493, -0.3950890234791378, -0.33134550694404097, -0.023520149835539045, -0.40568364991860745, -0.3516359207028846, -0.25097487239885696, -0.3260957250917781, -0.21158197141540486, -0.39291851366556524, -0.1581614104549521, -0.21500913369824304, -0.2675247006222264, -0.21264307488546308, -0.38770294435481484, -0.14792444666404866, -0.3212842051882119, -0.1517180795117786, -0.2403986534569136, -0.1743428585003978, -0.17871104385081601, -0.10684158493996031, -0.2546364696466514, -0.3881925740315217, 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-0.3082048979656376, -0.42440496356645574, -0.13277885511251578, -0.32568288000443313, -0.24757435931895738, -0.32653043863347775, -0.4301002100620692, -0.1862745771829948, -0.2658377537711744, -0.4162849470895866, -0.24777479022279875, -0.30695177893711745, -0.43983806808989706, -0.21062981541286968, -0.34515483950821335, -0.136157655348061, -0.4453648288554104, -0.15214094717053514, -0.2016050885991519, -0.2549375058076235, -0.2254565430355341, -0.17885346626730503, -0.1875722362638156, -0.3195673714001045, -0.3432704969145052, -0.23334779854550844, -0.21419569414060938, -0.3817252031343008], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 7, 'dual_embedding_m': 7, 'embedding_index': 7, 'embedding_m': 7, 'embedding_root_imag': 0.0, 'embedding_root_real': 2.2998899742057484, 'hecke_orbit': 21, 'hecke_orbit_code': 90071992648074191, 'label': '975.6.a.u.1.7', 'level': 975, 'weight': 6}
• 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': [23, 22, 26, 24, 25, 20, 22, 28], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3, 3, 3, 3, 3], 'ALdims_old': [59, 66, 62, 62, 65, 64, 62, 58], 'Nk2': 35100, 'analytic_conductor': 156.37422431765611, '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': [975, 1, [326, 352, 301], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 688, 'dim': 190, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 7], 'hecke_orbit_code': 100664271, 'hecke_orbit_dims': [1, 1, 2, 3, 4, 4, 4, 4, 4, 5, 5, 6, 7, 9, 9, 9, 9, 11, 11, 11, 11, 13, 13, 17, 17], 'label': '975.6.a', 'level': 975, '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, 13], 'level_radical': 195, 'mf_dim': 712, 'mf_new_dim': 190, 'num_forms': 25, 'plus_dim': 89, 'prim_orbit_index': 1, 'relative_dim': 190, 'sturm_bound': 840, 'trace_bound': 7, 'trace_display': [4, 0, 0, -508], 'traces': [190, 4, 0, 3104, 0, -108, -508, 264, 15390, 0, 892, -396, -338, -5080, 0, 49796, 892, 324, 812, 0, 1764, -332, -2648, 2916, 0, 0, 0, -3592, 1668, 0, 9180, -7748, -19620, 8872, 0, 251424, 11284, 54568, 6084, 0, -21548, 29232, -51792, -128876, 0, -13552, -23860, -57456, 417606, 0, 28584, 3380, 56852, -8748, 0, -108368, -3780, -286856, -102364, 0, 131300, -96424, -41148, 1254376, 0, 117252, -124772, 163936, -21528, 0, -186276, 21384, 46340, 309944, 0, 243216, 294072, -12168, 12624, 0, 1246590, 110684, 316964, -179568, 0, 548808, 144216, -477740, 211212, 0, 29068, -202984, -9756, -668380, 0, -263736, 262772, 326084, 72252, 0, -382668, 270504, 54208, 160212, 0, 56064, -153944, -32076, -109660, 0, 163512, -349256, -362012, 407520, 0, 595216, -27378, 612276, 61264, 0, 1537046, -838960, -245448, 575816, 0, -411480, -149056, 720168, -76824, 0, 592304, 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-6214752, 0, 53244000, -790236, -83548144, 43653332, 0, -2169134, -60891584, 1100664, -10056032, 0, -54138780, -61225196, -25585288, 129300048, 0, -386619152, -11040660, -60095932, -241914808, 0, -15364568, -226931236, -37045476, -228648856, 0, -127328832, -107528500, -145297164, -21362616, 0, 15881072, 3596976, -153499024, 8194808, 0, 65250900, 79260856, 21284532, 135709424, 0, 354634704, -19413740, -114087200, -104395320, 0, 44205404, 26412804, 180861872, -58029192, 0, -351015824, 37983952, 213417720, 99562584, 0, 5852412, 203737872, -168624512, -120075372, 0, -513398208, 1362816, -260686700, -52387064, 0, -66102800, 105913920, -80921808, 178308280, 0, -192283848, -28017672, -111381116, -30996108, 0, 321515192, -79931160, 131628624, -279194464, 0, 209825528, 107700512, 21910824, 276669600, 0, -69402564, -232391252, -43695964, 186324336, 0, -268766008, 4390848, -657969192, 115362540, 0, 123903092, 9299640, -23928912, 57683896, 0, 12977172, -118825108, 528240704, 72937656, 0, 5260804, 65088936, -84483008, -419584076, 0, -202672864, 99197084, 5332608, 49198604, 0, 59433768, -256035504, 99613372, 4541184, 0, 42560188, -11732472, 321633300, 223692408, 0, 88299390, 49337184, -12469464, -441483408, 0, 305897616, 179642652, 80963568, 119678184, 0, 350547088, -2598156, -52905088, -456341536, 0, 350691528, -27755076, 91278144, -139685176, 0, -8882460, 58476800, 4296220, -46283148, 0, -263053144, 29878416, -128260184, -12699504, 0, -298960344, -205544688, -79965828, 194001048, 0, 338697252, 19036292, 28390848, 13244472, 0], 'weight': 6, 'weight_parity': 1}
• mf_twists_cc •

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

  
  
  • id: 48356572
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 11, 'source_embedding_index': 7, 'source_hecke_orbit_code': 90071992648074191, 'source_is_minimal': True, 'source_label': '975.6.a.u.1.7', 'source_level': 975, 'target_conrey_index': 1, 'target_dim': 11, 'target_embedding_index': 7, 'target_hecke_orbit_code': 90071992648074191, 'target_is_minimal': True, 'target_label': '975.6.a.u.1.7', 'target_level': 975, 'twist_class_label': '975.6.a.r.1.5', 'twist_class_level': 975, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 48356573
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 11, 'source_embedding_index': 7, 'source_hecke_orbit_code': 90071992648074191, 'source_is_minimal': True, 'source_label': '975.6.a.u.1.7', 'source_level': 975, 'target_conrey_index': 1, 'target_dim': 11, 'target_embedding_index': 5, 'target_hecke_orbit_code': 76561193765962703, 'target_is_minimal': True, 'target_label': '975.6.a.r.1.5', 'target_level': 975, 'twist_class_label': '975.6.a.r.1.5', 'twist_class_level': 975, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1561625
    {'charpoly_factorization': [[[55036800, -98068800, -3093984, 20144528, 509768, -1208172, -29138, 28715, 442, -286, -2, 1], 1]], 'hecke_orbit_code': 90071992648074191, 'p': 2}
  • id: 1561626
    {'charpoly_factorization': [[[9, 1], 11]], 'hecke_orbit_code': 90071992648074191, 'p': 3}
  • id: 1561627
    {'charpoly_factorization': [[[0, 1], 11]], 'hecke_orbit_code': 90071992648074191, 'p': 5}
  • id: 1561628
    {'charpoly_factorization': [[[14641761684689350021824, -622421685854505936588, -5968169726323961339, 374906154391958069, -420373827950394, -58070804529884, 112874325976, 3818034718, -4590338, -105532, 55, 1], 1]], 'hecke_orbit_code': 90071992648074191, 'p': 7}
  • id: 1561629
    {'charpoly_factorization': [[[534925719552911231492700480, -12139480957432800949744116, 9817290462696454202109, 885018636196533129071, -1589255807948060204, -22890488495783774, 25563235463386, 234533906516, -95865864, -866666, 125, 1], 1]], 'hecke_orbit_code': 90071992648074191, 'p': 11}
  • id: 1561630
    {'charpoly_factorization': [[[-169, 1], 11]], 'hecke_orbit_code': 90071992648074191, 'p': 13}
  • id: 1561631
    {'charpoly_factorization': [[[48670384592860413418858517974656, -143794300083269532805300382328, -2502871708862863040700145389, -3598450402853643791565079, 13109978057900966458652, 34381314274031297636, 12663151776370794, -26015750450018, -21351527348, 741260, 4507, 1], 1]], 'hecke_orbit_code': 90071992648074191, 'p': 17}
  • id: 1561632
    {'charpoly_factorization': [[[274946242644627529188778734495040, -2451788589008223685305524280384, -17504087196865900931409822560, 33581424143410068959694480, 62570449075852043644368, -102708588251514595456, -39281554578049820, 68958785150096, 5796279854, -14787877, -142, 1], 1]], 'hecke_orbit_code': 90071992648074191, 'p': 19}
  • id: 1561633
    {'charpoly_factorization': [[[9410980041961282024832027798415360, -128537339800507795498230942571776, 465277948809290982390807445824, -4018969207709689187736064, -1262250438346479999486208, -242477630821405873424, 691984058462473088, 161810078781584, -106331623188, -23411744, 4672, 1], 1]], 'hecke_orbit_code': 90071992648074191, 'p': 23}
  • id: 1561634
    {'charpoly_factorization': [[[-10706402452193793789632651069347222279395, -16181148773316276405660357016469305857, -3556143912876911064120537369308817, 3102203140528276891561217866965, 710656411298940120965226642, -248679999737095428693306, -36999276113839242546, 9309849540394746, 745693764705, -159009941, -5197, 1], 1]], 'hecke_orbit_code': 90071992648074191, 'p': 29}
  • id: 1561635
    {'charpoly_factorization': [[[-116754170272167294145959585013917996176, -1075222196180008029237174052060050240, 738981877210634289350302945118773, 1862587346255610973979072470211, 72103694749518633516465516, -268143961085109312484938, -967931530994000838, 11326690157083792, -36208689312, -184279666, 277, 1], 1]], 'hecke_orbit_code': 90071992648074191, 'p': 31}
  • id: 1561636
    {'charpoly_factorization': [[[1064085904756220150878222566103429220726976, -172222403815798757297895410569295163456, -717841665669903043585318105341984416, 208894297636866195969663901182192, 15897588926605245466220039440, -7482022278270951385274784, -80585132175110868692, 96573598200240248, -244848853878, -522127919, 1696, 1], 1]], 'hecke_orbit_code': 90071992648074191, 'p': 37}
  • id: 1561637
    {'charpoly_factorization': [[[133420401496867942979775913053043108413504, 5359909537717935183524823055034026813056, 2264780524956458564938859968673316096, 107025928592910877004667024554640, -70481931583727354982039326016, -8397789990579313940205424, 600729763450069014060, 112861030393965768, -1171618164024, -564461621, -2040, 1], 1]], 'hecke_orbit_code': 90071992648074191, 'p': 41}
  • id: 1561638
    {'charpoly_factorization': [[[834683840167765870732541847074071292716288, -643793591690928604729222729362877762560, -1812150849665709087361748773908656576, -514068421645247045908214114129664, 5725615252396213001379692544, 15926959680856837800622448, 1303535304434548768720, -88400966629483216, -13520534480980, -147970888, 31436, 1], 1]], 'hecke_orbit_code': 90071992648074191, 'p': 43}
  • id: 1561639
    {'charpoly_factorization': [[[-19860906235223720182094408913938686326796875, -54866704309474394518859081076291579137625, -35156538170499306000114575354318462775, 1377860792770144490528214281817125, 1476412226526474205522647669406, -100041762593312649900118254, -9150319768188300217486, 662472464377878002, 20548328437901, -1441809985, -15499, 1], 1]], 'hecke_orbit_code': 90071992648074191, 'p': 47}
  • id: 1561640
    {'charpoly_factorization': [[[-7285881783455663009541846997471566124686440805, 1939155684201772007233155192591681868765911, 1416883760108393681653960377884985349893, 214737085003637449702617727786104909, 7225478571683669692576014016902, -1083673079526607119764858242, -119798904396336636393582, -4114470868549876990, 13734038781999, 4681858395, 119577, 1], 1]], 'hecke_orbit_code': 90071992648074191, 'p': 53}
  • id: 1561641
    {'charpoly_factorization': [[[276143067079671088792603776434841978870822489900, -29637355654211932674426051083718663620603976, -28962490041948129418077069876921954002961, 2685257679785161791040023772747387017, 131503989044428855145894040965778, -9253784891367925750248560344, -192248099062037092253496, 11441479653855816266, 103439925161838, -5793257620, -17115, 1], 1]], 'hecke_orbit_code': 90071992648074191, 'p': 59}
  • id: 1561642
    {'charpoly_factorization': [[[-70037281900233892668050008575192041716357485440, 24165957465385159485185985299495363874724868, 6912969884370878906689882918249509055167, 124159880675334551957994552646997249, -63119319550314393662170225248492, -4078421228032947883923787788, 24753611830379023717050, 6705484337897074886, 46248426932884, -4152944320, -26273, 1], 1]], 'hecke_orbit_code': 90071992648074191, 'p': 61}
  • id: 1561643
    {'charpoly_factorization': [[[403479502667856088957635688825029066534348187189, -391597347955056870565704557083769998080361571, 45588153870159192700490530224966516979715, 11210917650888132073880483932974982893, -8545267587643769872000436407410, -32042606361536426489239320314, -169983495877264823644082, 27767113144098593474, 141505134307797, -9007563379, -26313, 1], 1]], 'hecke_orbit_code': 90071992648074191, 'p': 67}
  • id: 1561644
    {'charpoly_factorization': [[[-43654931689735829467834064695513096102236845828160, 4527436192420877956183558290778276756799675328, 344253852575929945921816424838462058194912, -22976950640897813394768662527839914832, -1226205329132725212961220703747312, 29434842864598574900279483264, 1712035412670748390079052, -6062594161282495672, -885299024405742, -5648601583, 105756, 1], 1]], 'hecke_orbit_code': 90071992648074191, 'p': 71}
  • id: 1561645
    {'charpoly_factorization': [[[12381195418374434329481009671877719711070266368, -5423922638579375200725445980259077067453440, -9430234157818589234949004511602391697728, 3572545368343100644838553808743287680, -374688384359922269940142653376544, 5402932021265418805806875184, 787560896338061186984528, -10178651946043174928, -787388359929012, -5036516780, 103230, 1], 1]], 'hecke_orbit_code': 90071992648074191, 'p': 73}
  • id: 1561646
    {'charpoly_factorization': [[[1069957416470278614246596400960219682284977235984064, -496581002914278329501589769764755286701648822720, 44272119871991455187422721568819994639134656, -1113022093844307958517717987295869123568, -17867982861519933134413110880878752, 1177903454462263910022260946048, -11487445980743952926398380, -170197808582095861212, 3314034750221912, -2832440717, -210732, 1], 1]], 'hecke_orbit_code': 90071992648074191, 'p': 79}
  • id: 1561647
    {'charpoly_factorization': [[[-1706332303906332420952126290255660312220400064273252, 413346388553572845143564958800096673276966483348, 26365408171737546500222810770012143687580917, -716305545879845368662165929996134736995, -39307176190868696996559214856658226, 126275690696461825162203080572, 16386017282965658268484568, 49653562483283122870, -2626994777899318, -14806383732, 144247, 1], 1]], 'hecke_orbit_code': 90071992648074191, 'p': 83}
  • id: 1561648
    {'charpoly_factorization': [[[22423772356510750230435535361031406392063082324377600, 1615224188231665829330982909316166573386465689600, -123296125328442290391550515608874842468241408, -881382665148155116110196678833077582848, 118967830810057811136307156737243136, -521357751720159089371848260864, -34024519113575762596420160, 243985461092017742912, 3604911995987856, -29442081332, -117088, 1], 1]], 'hecke_orbit_code': 90071992648074191, 'p': 89}
  • id: 1561649
    {'charpoly_factorization': [[[13255505961269722999580335715281279982884767289344000, -3717176310601231755580238941166954428446421555200, 58661495072417792249023109678070134276369920, 4862390095016815472189102409431434265344, -62681099967567691164845262057547776, -2021941923755646602873936499584, 21116210281613833337214528, 354419061272817368192, -2656439327550944, -29567857216, 112934, 1], 1]], 'hecke_orbit_code': 90071992648074191, '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': 21, 'label': '975.6.a.u', 'level': 975, 'portrait': 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAAB3RJTUUH5AsHExc2f1/2ugAAABBjYU52AAAA1wAAANcAAAAQAAAADnCbpecAAIAASURBVHja7P13uCTXdd4L//belTqdPmlyHmBmEAmAAAiAIMGcRFMExSDJtHJykO3r+/lalmzZsh7LlHjtK1u25KBAiZIokQIpBhEkSIAEkYFBBibnPCef07nS3t8fu6q6+syA8pVpQ5JvPyx2nzA43VVvvftda71rbcH/9/iOPe750sNIKda9dPh006TGbJxy8VzJMyc63PWaSXH7NfWFh55N2Ti1OHXz1efMC4c3EXiSdVM96rVUaLlrBczM1MY3AmwAloG+EOLV/mh/ZR/Oq/0G/qo8jp68CLBD63SdQeheP+Kzn/tTdm08z/YNiwTK4/jZz8VL5rW/0O8u/Q1HmPjcRY91k4K4N6Czknjnzs3/9plzApEOfuzMWDe6MDPPhik4PYgYq6fuIDn5Z7/2ewd/Yf/Zz4t//69+/Fdmzp34kyB54ZnuyiFl8EEIqaQ7A5yo1De+2qfkr8Tj/6OGV3gcODqHEcG4a07c1Vt6ESVkfG6p+Y86A/kOKQxRnPDss89Tryxz5cYWyx3FmdkK6JAkTphoGA6d8bh2R8qFOcnEWEKj5nPsgkOqY6brgvMLMdft1Bw5I5kc03ieRxA4nJiTLHdh99qEXVsn2HP1azC4OAp6kfP1gycGv5qa1H3LG67jyu2bHsKEy0KufbVP2V/Kx/8H8OyxuDQP8K56Pbzi1MmO/le/9hn9N981tqMbrv2n3fYxaoHHyTMXabcXiGKHpZ4kNR6Ba2j4htl2wpELAzZOBjQrCiVipsc8dm1R9AYgZMi5OYdBBOcXBAqPfhhzxRbDuokuEkmtGrF+TYdDpyZZXK5QC1J8J6Y30LS6iihJGJ+YplbfiHJCrt21gxcOzf/ybbtnTmze9YMyFk25aa08Zgz3NRprXu1T+pfi8b89wF9+/hGkFHctt6J3vnh84UPXbZ/bE/Y8fvtzh7n9umXm51xOz/fYNKWo+jDd1Jxb8lHSIIVmw3jK6dmAWtXwzLGQXigIPFhYgR3TDtWKz7rphLuua7P/xBjPHBQcOJ1wx7UpG6c0tZpgy7pl5pcVgQ/90PDcoSnqFcnxWY/1EwOkAE+lXFxUjNUSJCkb18bML9TpG82bb6hxeukaKvWEN944dujC4rp7klR+TQgeesfb3vRqn+JX9fG/HcDb7RWCwJ+Ym1v4N7/9qa97+469mP7t91deu7g0cfMffXWG9WtO8dYbazywt0k/XeEdNzs88kLAzs19un2XC0uKMBb4TsLVm1PWToQsdiQvHB8jTgS7Ng6Y7Siu39nnyEmX9sAhCuHWq7scPlulUYk4eM7htt2SKA5pDxxeOCW5cVtKq+NyxaaIKJa8dEKw0AlYPw57tnTwHEkUw8Ull06YcOUGl2+9YHjrzV3CfpOvPNnjTbcsc8POLew9vJGlsP3M979t9tmx2q1q3Y73RGPNiZ9L4mip2Rx7tS/B/9LHX3uAnz59Gs91xJ986TF2bIpUc2zsN9Y2o917n5t5w7f2nldHLs7x0Xcus77e5IG9NZ4/2efvfXCJdmsd9+3VbNnUY129wuxSwoY18OIxRWxAoNg0kfLa3R2WOoLuIODACYdrd7ZxPY9OTyKFYM9mzYtHNfPtCr24ww07I7r9MZbagheOSHZvTdBCsNLTVHzDa7ZJ9p1w6Ecxy23Fa3cZ1k3GKJGQpC7PHffYvMYwt6CYmmizbW2Nrz/l0oqW+Xt3S57dP85XnhqwZXObH3uPZH5pG3Od9amqb3pk947gcByt/N2NTdLpLXdhdGI2btz8al+i/6mPv5ZZlJmZWZR0ZKfbCv7vX/mF8P/3j//5P07T9Ade2P9MHEULV939+iDorVSpOhD1FM8fkfzA27tcd0WdC4sB9z/j8z1vWOGGnZN843mPKzb3WNesc+pCwq17Ig6d9WjWYkCy71SVDROaxWWHx/anPHYUrt9quHqzZKkjeOSA5C3XxjRriuVOnbMXHVbaBuVG/OC7lzk902ClI7hp94Drr5jHZZyZhWnOzsPV2zT9SHJyxme86nDwnGT3Zuh0JLu3LrB9Q8A3nvY4tdjng3dpZhfGOXgKWmHKDVfEkDY5drrHgeMH1eGF42/6yLuXb5uojt+6vnGzG4Xh7//Ln//5f3vy+HF/rNEYJGmq165f/2pfuu/4468Vg/cGhoqPPHux3ewsH7/dleI3Dx05luw/cGRy3+GZxstnBhhviV/+kRCdbOLFIxVeOBJzZKbPO+9ocedVNV483OShlyKak10+8HrJy4fqPLKvz1U7EzZNVMD0EY7AlQ7HLjqsaaS0QkM9CDk9l7L/bEpdjfOOW7osr9R56oDh2u2CK7ekpIngzLxLmmqu3CS4ZkfMU/sFS90eb79ZUqld4PCpOqcujlP1BZ2ey9RYwvGLHp4ToqTCaIfN65a4Zqvi4efHeeZEzPvvarG21uTh5wKeP9njthuW+a5bPI6dnuaFw5oXj8f0ZIeP/fhFfLGeI2fW0onWtDdu3rG4ZesVThCYn7j6qiueUKqxAui/Tnn3vzYMfuLMIhdm5rdF/RObpPDvefKpr47tXnuudvKIz6ArCVzDZEXy0oVxHj0ww923L7O55dDqOrT7Pvd8o8Zkvc31uxwGUY1H9xk+/1iPD76hRRDUee6oy4bJLpMNj7OzDu1+Sq/Xp7bWJdYOEzXFhnHJG6/t8/zRBEcKfC/BryY8c0JRq7tsmooIE9g4CTfunqfVcwiTcWLt8PIpyYtHtuKrAN9LcZoh/RDGGn22A+2ux9m5lMlmj+mxOl97yuPlMxF3v6nLpmaDx14MeOnkgKt3LvP9b045cmqc4+cE5+YSLrY0731Tm21rGhw8UWelbTg7e7HxzIunG2daT/KR96z5E5CtKA4/dMO1286ZdP6UUNOv9iX9jjz+ygPcGAOw+9C+RzecnJH/9djpl66ks1ddWFjkbddpFpe3IfDpDRzWDTTtAfze1yZZP7nI7bsceoMpwtilH1V56kBEFC9z/S7wvSp7Dyk+93CLa7et8Ibraxw922B+ZUDFS5ge1+zaqLi4qFhqSdqdlHolxPdcNk1HnJxxcWSfu1/v8Oxhl6u2rtBstrn3uSrtvs/UWI3njnhcvaPD5JjLqTnBxmmXIIgZD1JcRyKl4JmDE4zVelS8kCs2KzxZ4dGXDNXqCh98E9TdJt982uPQuT7X71nixp1w9sI6Dp5wOXUhZv85w83XLfHDb084N7uei4sBiy1YaiVcWDI8d2KJ1508UXvuhSO1u991w0Nn6snRgyfinzLGXAAO/1Vn87+yAF+Yn0cq58ozJ597zfnZwT+8cObEXd949ACP7JunT8yV61M6g4SNazr0Q0k/8ggjl35o6F6ocO9TNe64ZpEbdytgHGNcXjg2zu8e7vLBt7S5/aqYqWaNZw6O8/WnBqyfGrBnq2DNmMPxCy69QUy3B62uwHEMG6dSUBIpI/o9ycXlAHSFNWMRV2zs8dhLPiEJH7gzJo2qHDsnmR532Dgp0DphftmhPQjpxx6drsfmqZDJxgClJI4jiGOH4+dgerzHbdcnbBh3OHJ6jEcPwYWlDjdf3+H73pRy9sI6nj/sc/h0wvMnUmLR4b23Dhj0pzg3W2V2UbKwErPQSjizIKnUNbdcs8zW6S7tdl998/4Le5z67geff+7JhyJd+Q/hoPViFCVHG2OTr/Yl/ws91Kv9Bv4ij2MnzqK8YNv+/Qf/nzMnD/zLp556YtsLL5+k34+IIsXZuYCzCy4b1nS445qYOPFJUgdtFMYIHDRnZjxOLWi2rW+zbhyqfkDgOigcXjiumFkZ0GhEXLNds3uTT6cbcG5e4DkxsVFcWHa5MK9pRwLHcVjbTJhd1py66DFelwgc1kzELHUM120bIGWVi4tVdm30OXLa5+yC4eptIbNLkjhx6UeK3ZtjhDB0epK1zYTpiZA1ExGuhFZP4fuwa5NgebnON56tcPTCgImJFm9+bZ/bdvscP7OGFw577D+RcGI+ot5s8aPv6nLN1jFOX2xyZsblwnzKzGLMmXnB0QXDB944x/e9SROoSWYXJ7i4ADMXL3Dg8Mlt2pjvbVTM1snJ6Sf+z3/091d+5eP/z6t96f9fP/5KrT8PP30MIyrTrj79D73wmev2H4nuPn7iJJ7n0e4Kltsxc8sJM0uGE0uCqakVfvZ7F3ndrhonL0xyZqbKuTnFhbmUMzMxJ+Y1TrXLB9/Q5b23epyZmeTgSZ9j5zQHz8SkcsDmNRF3XKfZukZyZqbG2VnJUlszSDRSwngdpscSltoO7a5ivBHhCIfxRkrgxzx10GfHOs30eMLFhQqu0pxf1KwZN+xYH/HkQR/PU0zWQamYqRosdwWLXcGahmaiESMlhJFiqe1wetbhzHzC1nUDbr8uYdO0A2mVQyerHD9nOHA65fRiyLtev8z3vCGkosY5dXGcUxccLsylXFiIOTNvODJvuOWaeX7mIy3WjY1zfnacCwsVZpdcllqGxZUYSNi2bQcrSe3zP/iha1++cuf6/0AazgvnmlcbCv/dj78yDH7P5/4MlbQa+w8e+8/3P/rk375qw4tXu6aNEBUQEmMkWgu0MQijkRpOzQY8c0xw5aYWV2/VgAsopHRwlMRXhrkFl0PnFAPdZ8/WNjs3aqbHHdaNe3jCZ7Hlc3ZGcPKi4KVTcOpixPxySKuTMohdAs9jum7YuCZGiJR+6LBtXYyrDLEWxKnHYlvSD108RyCMZrqpmRpLWWr7tPuCQeKy3BOsG9MstjRnZhWB67FuAjZNR6ydHLBmMmTdZMimtYYt6xRXbXapqBonzzR4cp/Hc0cSXjodk6oO33Vni7vvMFTUJEdONzl5weH8XMpMBu5jC4abr5nn5z+6zOapMc7PjzO7XGGp5bDcEbS6KYNQ0+4Znnp5gVOzM1fdvuvMG9pLZtuRE3ztp37ie6Pf+u0/fLUh8d/1+EvN4ItLLZa7hsDlY1X50h0Hnv+6vP9JeccXHz7rfNcbFvjeN9c4dWGcxRWPpbbDUhuWWilLrZjFlZSZFTi+KJieWuFf/cAit+yqcnZ2ggtzNS4sOMwuGmYWEs7Np8x1EpoTA15/XZfX7QFPVvCVz+xSwMUFh5klQS+EJNEEnqYWpIyPJWjg9ExCuwtb17rUKiHGCBAe3b5my7qQxRUHjJUiK10IEzAYlloRG9e4dPoKoQxChzQCly3rB6z0BKcvOKTaYbIhqQcC34UkEfRCycyS5OKiYXY5wfcH4CbcdnWXO64RTDcqLC43ODvrc2EBZhcSZpcSzi/B8UXDa69e4Bd/YJl1zQZnZiaYWawwv+yx0JIsraSsdGJWOimLbcPROcGH3n6Bd98Q8MLxK5K9R5zHf+j736Xf+YYrHxcq+dk4quD5jVcbKq/4+EvL4C/u/Szbr7iJn/+5f/xLv//Zb/2fjz/zxSuu23pyW90L5YmZlG7Y42/ckZAkLsZIDAKMBCQgEMLgCIMn4cJihb3HJNftXGLP5gHVAFxH4rkKz3OoVSRVV9Lruhw+FfDAcx6n50LaSczhsyFrJ5d47+uXue6KDq/d0+LUQsJCT1D1B5y4YGi1a1y7Q7IySDl4SlGvOuw/DVduMAyilEHq4Tgx43U4dNZHOSmuTHBc6IeSW/b06Pck112R0u6nnL5QZ/s6Ra0asRIa1jR7LHfbfOZBeOFkyksnB2zdsMj1u9uMT0S8+7YO3/NGw851ddK4ycnzYxw/53J2RnNuLubcXMrxOcGZlZjX7JrnX/1Ah7XNJmdnJphdrDK/4rHYkiy3UloZuJc7hrmO4Gzb8H1vnyOKPP7o60IeOr+4bdvEC9u3TZtbca+o1Grj3/id3/8cX/jTT7/akLns4y8lg58++Hts2YN6/gn5L46cWP5nX7z/pHrxdJf6eJcffPsynjtgqhHzptcEzC5OMr9cZ6kVsNRyWWo7LHdguZWy3E5Y6iQstODsssCpDLj9miU+8saI7WtqrHQbzC1VmF/yWGgJllpWIix3NO2+ph0aeoOEyUbMlrUaEPiu4dyci5A+W9cotm8wbFjTY3Y55MWjdW660lCtLLPv2AT1WkQUuUyOa/oDuGrLgE892GT35oQwNEyNSeK0Tz3w2X9qQMWtccOuhJdORMwuemyc9Nm+Hrasi1Aq5twCeK5BCMPWtQnjdUmn79PtubR7LkttxdIKLLY0S62UhVbKTAsWBylbNnb5yF0L3L7HIXAbXFxosLAcsLDisNQWLLc0K52Y5U7KSsew2IXzbcVsO+Qdrz3HRF2jVMD3vzVizB/n1MX1XGhtTVUw+UuHze5f3MTZ9Of+zgdebehc8vhLBfAjh49Qq1Uqz710bouKH/uwief/9aGjHQ6cFBw5m3B8QbA4SIiikOt3LvFvf3KZ63dUmVsaZ2G5xnInYKntstx2WG5Dq6NZ6SQsdxKW2obZluBC14DocvedLd59i2bH+oAoqrLcCljperQ6iuWuoNMTDEJDlBjSFJQ0+C5UfEOzYVgzEeO4A45fjHj5mI9Oarzz1gjHXeHZg2NsWw9f3Ztw57U+c60+gaNI0piJcUhiF8dNWFys8vob23z1iTrb18MzR0NcqrzjFk0i+rx8POXkuQBHeqwddxivCSq+wPMESkCiIYoNgwg6PcNKV9PpaVZ6msWuoZ+mbN3U492va3H3HRHoOosrY8wtVVjMyaAFK52UVjdhpZOy0jUsdeFiRzHXTrh51wy//JNzXLtd0e3XaHebnLk4zsGTFV44HOKNTbFn94Z//v67XvMnIth0JokH/St37Xq1oVQ8/tIA/MGn9zNQU94UJ374wskTv/GNR54SW9Yuyyge58RZwdxyzFzLMN+VzPYEi72IW6+c5eM/vsyNVwTMrzRZXKmx3PZZ6XgsdxxWOoJWx9Dqpqx0ElpdzXLXLr0XW5rxZo+3vbbDbXsStq5VNCou7U6A70pAESV54Aq9ASA04/UBR88btIm4/5kaYa/CFRs9br+uR6xXePi5Jjdc6XJ0pktrucHrruvxjWd91k4YDp42/L33tzl4ymfthOSB5xS3X6VY6rU5cXaCG3ZFPPxynySsctvVHjs3D+gnXb7+rIJUcPycQ6Pq4Ajo9SXaCFJtiBNAahxP0+oaavWYzetD7riqx9tuSpisBcwujbG4UmG5bc/NclvQ6kKrk9DqJrS6Ka2eYakrmekK5jsJr9s9xy/9xDw37PBYbI2x0qmy1KoytxRwccHjxIWEMO1w7Y6Gnlp3s7nqqs1/9zWvWfu7YbcdBfVbXm1IAX9JAG50KJO4994Hv/WlK05ejD4+lux1nz/UoN0zKAVhlNLqala6mpUeLPcFcz3JbDvhtqvm+NiPz3PTTo+V9hjzy3Va3YCVjsdK16HVUbR60Oka2r2Edjel29e0eob5rmC+C3Eacv2VfdZNpHR7hne9LmTbOk2SShxpiGJ46MWAM3MB68cT9h0PQFfZs0lx426NH/R49miP+YUa12yr0Wgu88RLLjdfGbDYW2F5ucG6dYa9BxV/881dnj7osGmNy0K3xfLSBDde1eOJfSkTlSbXXNFlrtVi74EmFafGa3cbdm0ZgOzy4knBmomY2fmYh190GcQKKSHVhm3rI972uohOV7FhXHPjlRBFFpBLLZ+Vrku7p2h1Je0utHsp7W5Kp5fS7mlWeoalvuR8S9AahNy+a55f/LFlbt7lMbc0RqtbpdWx53Wp7bLcUQwigaNguRXz9JEe//BHro/nluv/5F3vfP+xRr365Yrv6lcbW696JbPTGbDSin/g6Wee+9WHHj86cfrsPG+4wWF8zEEqQxhrtDYEniFJBcZohAAlNK50ePrIWn72tx3uvn2J733zEts3RswsNvC9ChXfo+q71CoOnYqk3ncZqzn0BindfsraUNMPDZ2Bz9J8wLmzhijRnJ9J8H0DCDxlcKSg11cIXJKew2u2CXZuMGzZ2CNMO9z3tOLQsXHefpPPjVct88n7DJ6osm1jj5eeUGxsKqYaPQJVIYpd5jpQCxw2rRW8cCjixl0V3njDAr93bx/PrfPWWw2u3+ObeyO++lSNAycr7NhQZdv6lOnxiO1TMdduS1FK4ygDGKq+z3TTJ4pdOj2PfUddugOHXl/RHUi6fegODN2e/eydfkq3b2j3DSt9mO8pZpcN1UaLn37XPN99e8j1O6pcXGjQ6lbo9HxaXZd236EfSZJEEMXQ7hraXZhsepw+vt/1gslfPXviuaU9V9/8jwb9/u8Flcr/vgA3aReE/rGjBx7/2N4nH544fnKZZj3g3KxL4IPvCUCCMWhtMMYuOVJolDC4yuApyUtHp3n+SI0jF+Z4/x1d7rh6QLPeYKlVpdYOaPQ9uj2HTnax+wOHXugwCA2DSBPFhjg2JKk9osTDaJBK4DqCwBM064LxOqyb0mxa22NqvMXXnoVHnneReoy33+Tymj0dHjsQEw0a3P4aQavfZ26xxm27NFPNHhXHZ5Ao5tsxSgtes8uhWg957nDAG24c43XXd3jusAIzxk1Xe/zody3xjRciHni6xsEzAVumFesmKozXq4zVoeKD6xiUBG3g4ElBmgriRBAlEMbYzxim9EPNINT0BppeqOn2oR3CfFcy14FQD3jLDUu8944W3/9WTZI0mFmo0e4FdHsenb5Lp6fo9hX9gWQQQRhbAhICtk55tNtQjZb56n0PTBw9k/zf73zbnc7SSu+3J5rV//0Avv/4EgdO6x+l/dDHVs4/sGb72pS6HxDFAiFACIOSAikFQihAgEgQEqQEpSzAXaWpuIKFXoVPP7iJbz7f5s5rV/joW1a4dnuXyWaVxZUqnb5Pr+9mwFb2iARhLIkTQZLYpd56t2xQ6TgQeFCtaCbqMRvX9EjocvR8zGceDjhxtkbTr3Dz1Q63Xddm75EW9z/Z4NYrA7as7/GpBwVK+DTqMSvdEG1ACZhu9Gh3PHRS4b13zvHpr1bZORvw7lt7RPEiD788SZwG3HL1Gt59c5srN7f45nM9Xjpb5cWTHpsmJBMNQdUXeK69CWV2zrQBrQ1xkt2ssSGM7Y08iKAfQWcgWA4FSx0QzoAbdq/w0betcOfVKZONgJV2jZWOZe3uwKXbH64EvYGkH9rWukGoiZKUNDXEiabTk0SJw8zCIg+/eP8ao+KPfeR9txpjLv6OEK+O1/x/OcDv+ZNPcXQl5RuPfPUHB4Olj097T029bmeH7RunqFYE3b4ijLMlMMGCXAiEkEjpIGWKkiJbnjWuY/AdQ8URLA8Ui61x7nmoxlP7utx+/QoffesKN+xsMZlWSBKf3iCg23fphw5RrIgTSZJKUi3QRiAwSGHwPU01SPC9CM8NOb8Ycu8zkmPnPE6eG0dpn53rPa7arrhpTxvlz/Py8Tobm1Wu2QHrppdZaje4dqMk0YavPe0T9iTNWsI7bhnw5YdjzszU2X2Fy8WVAftPuGxeO8712+d57KUOT+wXhJHHnu0T7Nnss2dTh+MXlzh2Hp4+VOXoiRpVR+A7kppvCFx74wvAGHuzJilECUSpoBsK2gNBO4ZIJ2gz4LVXtvno29rceW3K+gmfwWCMxVZAp+vTHXj0+g7dgaI3UPRDQW8gGeTgjlLCSBPFunQzJXQHNlt1rrXMw0/+6Zqd6/Z/vF6ZTGbO/OdPPvT4BB/+yPf99QX473/q09TlBa6aXP/9T7908tfue+pUs5dq/sXfGnDrriWU0qy0fboDh0EkCSOJqySOEiglcJTKnjWOSnEdgedoPNfgu4aql9IMBJ3QZbk9zuceafDgiwPWjvf48F0t9mweMOh3uWa7YfM6RRi7pKki1RKTg1tqXCfl9Kzh5Ixgpa/50mNVzi+MYyKX8UCxYdJh6zqHHRvhmp1ttFzgN79cY2lpjFv3OFyzs8U3XxSIxGXNuKRWTejFHtJIMBLleLQGgtklwdWmyl03dXj8uQobpjxuvWaCH/muBX73qx2ePlyjO3BZXKmzfUOF3et73LKrwwfe0OHC0hJfesxnsedz+qLL+fMerhJIKRFYy0KqIdaGNNGMT8Zcd3WPMIzZsznkg3eFrBlTTNR94jjg4nxAr+/RC+0q1y+ALemHgn4oGITYlSC04A5jTRjZVWIQG3oDw3JfcLYNt1yzwkfvWqY325863bnu12KxI77/oTN/9M2v38Nb3vGhv34A37f301xzyxXic5+NP3Tu3Pnf6izNVNdWFPsuNPn5T2j+499bZNcmmQHM+rf7jsJxDEpJaxtVAid/dgSuk+I5As/VBK6hEhuqkWEsSBmvCHqRpBPVOHmuxq/80QToBJEk3HRdj+3rIpIEtNEYY4s4UgikEjiux+EzHgePBdQCh7onmaoKpiclayYcNkwrtq5P2b11hVQs8h8/3+D0mSa37nLZsy2ln3R48mWfZsVlcszQrEdUK1YKaS1pDRRLXcNiK6XVrfD6a1Z45mCPQ2cUzUbALVc3+fH3LvLrX4DnjtXo9g0rHYfZpQbrpqqsGR+wdXLAP/5Qj0a1xUsn4fBZiesalDIIoQFj/2cgSWDbupTbr01IY5c48TGmyiBymVnw6Id2RRtEqpBv/UgwCAWDyEqSMBqydn4Molz+GHohtAeCCx3JlduX+NgPL+HJaQ7OTnDwxFxzao33W+9+68bkR/7Drnt+9T/fY/7R3/lfA/L/JQD/1Gf+iC8/M67OL7xwd0XNfTLqzgXjYy6b10AvSnjuVIPjMwu8dnebJLUaXCmN4zg4StnDMbhK4jpWc3quInQlYaTxo5QwNlRiyypRZGgkWIZJIEoEg1gSpj5xGnDoWI0XD0FqDBbaVhu7EjxlPR91H65ZD40KjNUk43XFZNNhzQRsWReyfnqF2CzxHz8/xvETY9y4Q7Fjk2TnpmW+tT9hdnGMm7ZLxhuawOvjSx+jBEkqEcaQpBHL3YDZRZcb91R4za4Ojz0XsHZcUA3q3LhL89N3L/JrX9DsP1+3KdKOYn7ZYapZY7xRYbwxRqMaM12L2XpjhO8muE6CUilS2GDCYG+qOFbMzTvEiSJOFFGsCOPsOZKEsV0x7copbIAaCcLIlNjaSpIwWqXrY0E3hPm+YmWQsHtDi/UTAS8cHufsbEC7azhz8WS1MRV/8uc+FOrve/f6z1935R+n73jH/3y58j8d4GcP/z9Mjs+qQyfOf/Dw8cXfG/ePBDftWcuZ2YCq77DUNYhzKX/6iMf77+hQq3gYI5FolNQ4ysV1DK6j7HMk8VxhL4IrCD1FFFugx7EhSlKbFUlKRwpJakhTTaqxeltTgFsIUBIcCa4LviMIfEHVl9SqirGqZHxMsGYiYeu6HvXaCp9/POLhlydYWWhw3RbF1vUuV24ekIoVvvZ0lZrrMD2uqFcHvHwc23G/2dALFddfGXPdTsPMxZT5ZY/+oMo7b+7w6Et9jp5X1CoS32tw7Q7NL/7gIg/t7/Plh6ZYbBu2rklZbjk0G4qxmku96lKrGAJf43sa30lxlJVaUtprYAy2YKUFiZYkqSBJBHEiiRJBHEvC2MY8USyIYkMUQRinRHEG6ow4wjg/bJamHwt6kWAlFCyF4Pk9PnhXhzgZY3ZJcOxsytxSzJl5GJw5EFTrgz/4L58d/FAnqnz2F//Db6X/4h/++F9tgCdxXZ44nXzvY8/O/JcDxw4G77ptwPVXGpqNJp31Hhs39Jlav8JYpUe1EqJ1H22ETQUqjeNoXMfBdRx8RzFwM7ZxJZEniGJhL06siBOIYmmDnmSY9ktSTZra7EJqskxJli0RQtisjLSyx3MEvicJfEmtImhUDc26Zu1EyPR4h8SscM+jkt/96iRrgoDrtgi2rHfZtkGzdf0yn3/SsLQUsGedYrwB9WrM7CnJ3LKPtx3CWDA9Jmk24ehJw3JbM7MQcOW2gDff1OHeRwIm6+B7Hko2uXan4CfePYcr5/izx8Y5cD5gbTtmTTNhrKaoVxTViqTiO/ge+C44jrEgFyBFCeTYGzvVkKaCJCUDOsSpIUogjlNLCrEmyp9jTRRDmORZGRjEECYW3K1YshJDP46pxCEvHoWjpyMefSHm/KykPYAzS4abrgnxxbNB3XnNb/Xj3U6UVv4YyzN/NQH+O7//BR54Jv3BpfkX/t1n7ms1Dl5cyzMnlvnx97S45coe2zcpbryqx65tAw6cVsQmYbzaxVWGVgZw10lxHRfXSYlcBy+2WZbItaV0yzjCMlHGSkkCcQppajMJWtuAy+bSTfH+bDoyD2AFrmMBEvhQDTT1SkKznjDd7DM1vsLjhyL+4P4Kh0822TbmsnMdbFrnsWkt7N7Sppe02XuwQUW5TI8rmnVo1kPGxxI8z0EIe3P1Q4+ldsxKz9DqJswte2xZV+d1e+a4/+keh883qPoxrvIQYoydGxV/660LvHb3HH9wf529+5osdh3WNBKa1YRqIKkECt8V+K7EdW2sohRZ+tCi3GB7WLWmAHqS6mx1y1KLiSZJLbiTGKLEDI/YZmUGiWAQC3qxoJ0I2gmE/RgTd6nUBhw8Jdh/SrD/VEStZhivx7zrjjY/8Z4Wr9nus//4ucbhOe8/3nnztd4PvPiF393zmvf/1QP4ykoHqeSPfeaeL3zs0acXJiuuYeukx4GTa/jZ36ly4/Y2E7UYQYWLS3UOnVZ89ZEe73tjj7tu7LF2MqbdqdAPfVzXw/dcwsjBj216L/IswONYEiV22Y2TLKedkqX+yJhbog1DcNsiZcbc4ChbMPFcQ+BpKkFCPUgYb4Ssn2oz2+rxG19y+dozEywt17hiWrBljWDjGo9NawTbNwxwvBU+/bDDibM1dq2VjNclY7UUKUPOzxt8RyIFGCOIYoeta9o8TUq7p1huG2aXKuzaFPCBu1p89psep2Z9XCdGCBdtasSJ5Kbty2z9vjZfe67Hp742wbOnamwcF0zVUmpBSuAJfFfguTZWcRQ2cJai8GQY7E2mDTbTklrA5yBPUivpLNghSq3XJUoEYWJZu59AN5F0YujHmrQbsmm6xRtvXOG77+ryputiDp6OubDUx+DQrMC12wS+0+DszBhJ6tFUM5Mzc7s+/vo3vk/1u53frtTqf3UAvthawSj5I+dPPPKxqH1kzfoJF0ckuErjSsFMp8HDL9cYxAlGZ3pBpHzmW3UefqnHjVd1+b639njPrW2mxkJ6g4B+5OG7LnHiEsZOESgliSJOJUkiiVNBkkjSVJBqMdTaWlCoEmOZWwpbLFJZschzNb6XUvET6pWQqWaXftznmy8bPvOtMfbuazLuuVy70bB+QrJ20mPDtGTT2ogdG5d56VSfLz06zZhymB4TNGqCRjWm1Uv56pMBdc8ghAVWP3R47+0hX3nKemJaXc3cssOmNXXef0eXvYc6HDzqUfMTlBQW5LrKILJa/2+9ucWu9XN8+qE2Txxocma5wrqGYCwwVD1N4Gg8F5tezQpjlskhtx/pTKppPVzhkgzoliAgTgVxmlVFU0E/sUcnhTDSJFFErdLl/e9Y5vve2ubG3QnrJyVJXOH111hffpoKBpHPSqfKhbkai62AhRWfiwuSF48dWDPfnfzYB993m+51Fz9RrX3nG5u/owDvdJZZWhzgC/kDf/ylR//t7Jk/m9wynrJxbd0yKAmgcZWx+erYo59AqCHSEKcp59oVLjxV46mXe3z22g4ffEuPd9y+wsSYRxR5hLFHFLvEiUOcAT1JFUmaFWzSIcC1yZhbDz1lQpgsqLQ+DsfReG6K78VU/Ih6pU9Kn288J/mjB5vsOzmGiH22jRvWNw1TTcX0hMe6KcmG6Zgt69qcne/wX79cIwkrbNokaNYdGjVoVGOEG9Hu12jWDUIIjIE4kUz4ikQndGKPTi9lua04P1/h6h11fvJvrPDxP/Y5PV/DUXF2YzgkScAgkqyb9LnpijbX7eiy//R5PvOtCvc/2+RCq0LNV9Q9qLkGzzG4Chxpy/lCjLrrNGC0velSLUgNJKmw+fNUEKW2SNRPBf0U+okhSWJ0HDEZ9HnnW1b48Fva3HltQrPiEKdVllseSeKQpA5Jqohjh0Hk0et7tLoeS22P+RWHC/Oao+dmCOpfWDNzQ/Rv69NvSRYXFn5fuZLm2MRfToAvt3t4tcr7jh59+tfPHf5W48T5AVtu9qhXoBooBmFKkgrA4EgInJRBIggTQaihnyoGjiJMXOYGAX+2t8bD+3vc8kCXv/89Ha7a0mFNU9GoOkSxR5S4JMkQ5GkOcC3RRmKMlQSmCCgzH4sytljkJPhegqsi2v2Y+XbMf/h8wMm5cZ472MRoj8mKYM2UYWpMMNlQTDZd1k5K1k0mbJzuMdlc5mvPa5490OS6TYLxuqRelTSqmlolQrghvu/gKPv3jYE0lfRDh/4gJtGCTl/T6RqW2i4ziw1u293ldVev8OkHAipLCkfGFpDGIUk9otj2eE41A167s8trr+jy9BsvcHpe8gf3N5lbqXJu0cdTkpor8HIZJm3gWRB5LlWwTJ4YQaIh1oIwhUECkTaQJpDESBWyYbzPdVvt9bj5qpRGxSFJarS6lniS1CFOHJJEESWKKHYYhC69gUO7l/tZoNvX+C5MBj0+dc9jk9e/tvLrb7vrNcudbudL30lMfscA/o0njrBp/Qb1d3/h96/wkpcad1w5w2t2jtPpuySJXS49V1LxrOaTwuAo8BMbncepoJYauxQ6kr7rM0g9FqMK9z/b4PEDA2p+yA+9q8WmyYRtG/rcdk0HR9gWMSGsXLFVSeuVNqbE3BiENChhc+aGBGTC/pOSZw453Lu3zv4zdaKkSt1RTFcMEzXDeNXYPHjDYWLMYbIpWDeRsGG6z/rpZR7eF/Kb965hfdNhugGNmqJRE9SrCRU/5PEjikHk4NYsqIwRRIkkcBQ37Orz1MtNa3zqp6y0XRZWfGYXxvnJd89ybmGRp16YxpWAiNFAkjhEsUsYSbp9h/F6QLNR43W7erzxuh7f96Z5Dp3VfGVvwN5DFY6cqJEIhzBU9GKFEhIhxKrAM6sJGE2iDUZrXJEy5kUExLzuxi7b1w/YNBXz0XeEVDxJveISRlXaHbdENBlrl3LtUawYRIr+wFZHw8iusK4DaId7H3Uw6iJbt3y+0Z/dd0Vz00+rtPdSqqrX/+UB+JNP72Pbpqb3tQf3/vCYx7/7/fva9Loh775liXZ3Dd2B1cJKWnNQmiWGpARH2WU0Tu0RpFBJDVEqGKQwcF0GqUsvrdDppPzbT49jkpi10wOu3jJgcizhg2/us2VNRByLTG9LKDE3mf6UUiOk4HMPVXjpeA3hOJy+UOX8bJWgohjzBc2aoRFoGgHUK4KxqqJRV4zXHSabMNVMWDs5YOOaNqlZ4XOPNuh3a1y5ydCoKupVSb2iqQcJrhvxtacCwp7EXWO7RXOJUqso3nlLn0ee13RDSbef0u45rHQcZharXLW9zgfvbPPc/iqnl+ooqYE408sucWqzSYNI0h04tLoe9UqVWiXkqk0Dbt094Oxci1MXV3DclBdPOHz2W1WEUhbcQo5eRKMBDcYQRylb1yZ8+M19phopu7ca1k5CmriEUZ0ksd1ASewQp0NQJ9lKaoN9mYFcEkaKflZMSrS9FpVAUas5tHWXd922wmt3tphdvPbfrcRP9cand/3u3IX90ZoN/+PjKb4jAL9w/hyLiwu7Lpw/9xsXjz8tr9vgsu/wGk6dgSvWQ62SkhpjAe0IfJ1VD6WVKrGyedhhcAOJNlRTYfOzWhBqSZhKIu0Sa5jvNvjWSxpDyhf32pENGJ0deRUvS5EJ60gUQiKVIokdpHZwHUndh+3Thpqrqfqaqg9VX1CrSOoVK4fG6pLxBkyOJUyPh2yY7pCyzH/404DHXl7DzkkYr2bsXZXUKwnVSkSt2qdSqeIriZKZBsfKgTh2GfQF/TClEyq6A02nr23LXM3j3OwYr7865Kc/NMuvftbhzIqPEBpjYnRqiBOXKJYMQpduX1HvO9QCj2oloOpXCfyYeiXipisjPDfm5isTPvqWHo5KsiKQRggzKsozSae1RAiJ7yrAYxA6LC45mW8nj3ls3JPmQX6qSDLjWpxKklgSpVmWKx66NrUWKAX1qmTDtMMHNisa1UkOHvc5ef6gvPq6sd/Y2O4/Gobhvu8ENv+HAX728CeZnmxXXj5w6O5T7XNi52af8TFNu5uCsQ2ySUbZUtp8s3EZTdOl4GbpqdwFl2pBkr1OtCHRWfrPQKIFkZYkRpJqh1j7pFnaq/woqpQCHCFspVJBUDEEjiFQKb4LvgOBZ6j4goonqVYk1cCxAK8JmnXNRCNhshmyZqLLhjWL/Oa9mk/dv5bNTcVUXdOoKepVRa0K1UpKvRJzcVFz/KJP4NmbGXKnn2AQOWxfp1k3NaA98OgPTMbikpWOQ70SUK82+ehb5jhxcYbf+tJGHOlg0KQ6JdGGOHEydrSmqF4gqQ4cKr5LxU9pdWyM4bmprSe4KY60jRJS2nK+yA5rXRGAyEAuaOnMZamzuCaLbxIti3inHNwnqci+FllWy4I6zusUqb25BfY6aCM5N9vAGDsCb3Yx4fC550RjXffu+pqdx3/xP32u/y9++nteXYB/8uvS2zg580/ftOfoP71lT1vu9yepBg7LbWW1rh6yqZ1RIQtLqpIaJYXNwWpw06zKpk3xvTT/XuaOS/XQKWdzuaIIlMqaG8gqeTawcqTGKUkiVwlrtXVt9TLwJYEnqfiKSqCoVyT1qmGsltKsJ0w0QqbGe2xZu8jeIyGffmgD44HP2rqmURUW3BVJLdDUgoR6NWTvYXjxUJUrpk2me4dl836ouHm34cotfZ7e16QXGvqDlG7fyUDuUg0qVIImH3nDEi8emeOpg+vAKLRO7TlKDElsCj9JP3SoDgyVQBF4Gt9z8b0U39E4TorrWIuxUtpuwSLtdUAYBEM9NwzOrYVY5xkpnadfS6nYLGtlCWj4dZyKDPB5AY7sa3s9DZAOBN2+9busdBLmFmNeOB3K8fUX/8W//qm+d9Nu55f+xU8TvWoAb3d6st3t/cK/+fe/+Y8OHLjgfc8bE3ZvUaTpOMYougNbMNDaBpZCaGQOPAlS2qXbyUvH2qAz9k51DugsV5t5nHVWicuLFcYYSpX3kRU3L1XnK4XKVhBXUTJt2eqf7ykCX1HxBdWKoF4xNKopY7WEZj1kcqzPhullnjrc5xd+by1nzjXZMaVpVqFRUdQqiloAtSClEsR47oDWwKCkwlUGKYfvLNWW6eLEo1GJ6SWaXuaz7g1SOj1Jq6KodnwCv862dTG/+MMt/uUnJU8eXItBoY0mTTVJmhAlehjM+ZJKqAg8ie8ZfE/hOxrXtfl+RxkLcGUBrjKZIoQZbdDNSvsmIxGjc6CXawxZ6T9j7ZyA0gLcFCBPUktWSX4980pqoukNUhaXYw6f1zh+n9fv3ufV1VX/xB//+24U/cg/97zgL1zO/wsD/MlnHuaZJ+8TYRi9L2otBc+cnGah0+IH3t5hrFZnua3wXKuB01SgtUFqiRYGqbOTq2z1LGdtNzUWxCVgp1kxwmgzZOvMBpofrAJ4JruzwNJKFNskYdNlTtaK5joS37MDgALfjmSo+IZaoKlXUxrVmLF6xESjz4bpFZ461ONf/u4Uh89MsHXCZljqFUmtKi17VwzVIKUaxMRpxB8+UEcqhSsNSgzThNrkS7nL33r7Ml9/NqIT+fQygHf7ik5X0fIdAs/Hdxvs3pzwr390kZ//XcET+9aijSTVtqweJ9ZoFkaaMLB2V98XBK7A92z2ynNMUbF1lEYqmxuXwsZGBcCHJU8gO9fYWkL+3lMtMIVpzebPdVFcy8nKPuegLlbiAtxZ5TSx73+lB9If8KPv6HLD9hovvtQOzsw/8n+84Y1vFrPznZ9dO/0Xq3T+hQEeRgmy0vx1vfyne955a4LnuLx8rMlnRcqujYpUW2CZzA+RaoHUAq0MSpuh+UlloE4NWlkzVF5dy9uvLIML66PIQZ2f+FXvKwd47sHIK3k5eztO7juRuK60/g1PEPh25knVT6lVLLgbtYhmo890s8XeQz1+4RMT7D89xaZxwWStJE0Ch1pg/SuVIKHiR7huyPnFcVwlUFJnablhkJmmkiRRrB+3xZN2HBRtYP1BSmcgqfQUgefiuQGuM8aeTQn/+kfm+bnfgacOrLF6ONXEqSFO0ozJNaGvCSLJwFOFBHNdcB0r0axPxQb4Ms+NZ8+XwbiVK2RFIURRHCrAnVWL09LzJYBO8xU4v6amWJmVFGyYVrzxZp9rt7g8c7jC/U9HrJl6tHL9ddOvk1L+uXj8jgL82b1f5aZrxqvv/Il7rp2uLbvXXwFxUmWy6tHveswuKSoBmfa1E9VU6aRoLdDSkBqReSEM2il98EKGmALoJpcj+etXeG9SDE1UVgaJAtxKyqxRIpcnELjge5pKYKj4Vj9XKzGNakSz1mdqvMWzRwf8/G+P8/LpaTY0FdM1zVhFUA8k1UBRrQgqgb05bKk/4qmDgu7AI1BkN5nV4HkTQqoFceJQCxS3XdNh7/4GvdjKlH6Y0usrOr7C9xSe62X6uclVmzW//ONz/Mx/gycOriHWkljrrFl62IMZehLf05a93aGP3lH5QSZTSpIxq/JeDuR5UcjkAM8AnxaZF0ZW3sK1qMvXleL6Gj30xbiOZKwuqXkuS60U1wu5Ymef2/fM4HY/5X3j4N+ufv6LX+3d/d3v/p8P8H77ZYL62uaTj37zv968Xb7huYPjfG0GmlWYHpPUq8qyqMl1dsa0kpLJxy55qQatRNHsO3oShoDWBbCHTcFk2ru4GMIaioTMwJ2ZjFQBcFCZY9B1wHOxnUBeZrDyUyqZvKhXQsbqfcbrbV44FvLzvz3Oi6fWsK7pMF3VjFWgFghqFUW1oqgW7J0S+An16oCHX/RYaQWMjw/L5DlgdKZT41SxZlLxltd0efgZbbtoIl0CuSRwJYHr4DoejlNBSs1Vmw0f+/E5fua/GZ44vIZYO8SZA9DaXi2T+7Es3IWeI3GczIQlBcrJzw3F+8tvwlyqiNyVxrAgtPrQpWetS88FQ5sRgJvStSxISYksk2INaZsmHK7Z4tMbVLj/8ek3OGMHfuf1b/obP/XCgWMrN1x9xf9cgC8uLOCutH5m9sLx73VEm6u3+kSJRilBkPmoA98CKWcI8pMzsrzlQC8tdVlxJmfvkUByNXNnJyivyBXaW+YOuqHuzh2DjsL6MxyD69rG4sDTBF5KJUioBjG1IKReHTAx1uK5IyH/9L9N8cKJtaxpuqyppoxVTQbujL0DScW37B/4CVU/ItEhnchHKImbM3ihwUUWMGcGsdil5g2sXSAKGM9BPkjpeZbBfU9mnvh8A1rDtdsMH/+pWf6v/6J54tBaYu0QpoIo1RmLC4JY47sGz7W9q04Wd+Q9rkrK7PxkXfn5c8mYVdyY5VhnFbgLEiqBeATchuHPtBlZfYUAg0ZE9os0lXQHPkr6xIlgdnGFyvip7335xZePx3Hyc/9TGfy5/UeY1xu3xic+cV3UW2L9pEu/LoliVWgpy5A2oMmDF7L0XRm0ury0lQFfnDBRYophVXJ445sha5eDSjFcOZxsvISSZC1vFtieYwr3YOCmmW6OqQQh440eY7UOTx1M+NnfnOL5E2uZHnOYrqSMBYZ6Bu5KYNOJObgrfkrgJTRqEQdPGR56roYnJa7S2XkY5igswCFOFYl2uOummCt2dDl+psJ0FQaR7XMchCm9QcbCjsJxXJQ0WdHIcM1W+OWfWODn/pvm0f3TDOKKLYYlhmrm4fZdLMid/NroordVqrRY4ZQUJYCLEshzJFKwyxDkZhTgJXbOAZ6vzKvJqgxwmQiSxI6eGIQSJe31jhJNr284vziDcvde9y//yYe3muTl08K57jsP8DNnZ1g7Nb7ti/fv/fdLsxfed+X0RXxvgqWWSxjbCNoWdvIlzwxPUp7KM0MGGzL1qGwpTgRDsF/CIJZbihM0Am5hkCpPC1owOCpjbcfgORrX1fiuxvcSAi8h8COqQcjEWI/lTo9H9sEv/9E6Xjo2xVQG7mbFUK8IaoEocuU286Ite3sW4BU/JEpTBv2AQNmbTIrS0k9+Y4ss0HSslndCwsjQj0UJ4BrPS/FcB9eVdqqAdAuAI+D67YJf/qll/u0fJzxxaJILrQaDmqSZGuqJIcgmDviuyXL/OQGZgr1zqZIDvHi/2ZsWxTkvBZ7ZRTHFtSqBXZtMo5tVTH/5GCrX/gURZAQQJZqltmGh1+P2Wy++rzW7LxXVu/6P5cW5U+OTa76zAO+3zjCXzN+adk7efeDgPFtvc5lshCipCWNFknWMa8OwaCCGxZchE5uSbhMZyEWJBSidtNWsPaoK84tgxz3k7G0yeWIy16Blbtv6prMxE2kBbt/LwD3RZX65z8f+sMqXnpxmoTvO9JhkOsjAHVjdXc0Cy4ovqfomY3CrvQM/AiIefMFjOfaY9BnxYyNGV6g0tc0PDd/hzTf2eOpwRCf2GcsaeweRxgutV91zZNaAbVDSRUhboMHAns2SX/37bb7yVJ9f+sRazi2M0286ND1BPdFUE/BjO3rZU3agkZsHmlIUQXD+XA7Uyzdmhr0h0C8D7vw65tdNGzOa1tWjPx+5a7LXttPIdhOt9ASNqsPcubN845FTd2/efuAP46h/6jvK4EncRjn1K5cuPvAPdq17jDV3GOpVYb3KUhcDdNJsgM4QsMOKWJ4eG/6sBHa9Kg21mrXLsiQ70Tmz5OXmPAugcoArgyMtsO2AINv+5rkpnpsQeDG+F1Ov9HGcHg+/mPI7X21w72NriHSDNQ3BVGBliU0B5nlylR0iY+4ye8c4TsjjB5r0Iof11fz9rGbwPJ1mDUmBq3jdVX0SbQHejwWDPBsS2ZFrrpOnOFUGRFt9tJgQTDUF3/umLnX/Ap/4ap9HDkwyE1foBZJGYqg5xoLcyeIQZbK4xGQgz8+hGHrHpa075+e6LFnKl8TkIyrgFRl7VH6WV+jR38mzL7bRQjBIBHFH8fWna3zj5Zf5Bz+24x985G+88fl2p3u0Ua/9jwO8u3KW3/vjbzI10dxw4OixN546PcsPvztm2zpFp+8RxbbxIMoskoUfO6t2DXV2HmCKUZmSa21KQC+AXUo9lNNXJfkjclmSFVOk1FaeZJOvcuZ2lfVi+G6M58UEbkS1OsDzevzR/Q6/8vtrOD4/gesHrKsLJvyUhm+o+VDLOuwrvq12BllByPpX0mwlsPJkoZ3SjTw8pfCkKQJMSh8lL1ilmXcjSlwq7oB1zT4rvTr9WBTzRjxX47ppluZTWbpTWYCPBK7W+fi+O7vcfPU8v/wHAz71tWmWkho936XmShqO9eD4DniKohnCyYs+2conC6kyLACVSWWUdlez+egKPALuUso396Bbq24O7MyPntoWuX4q6CWC7kBz5cYOH7ztHNvH973x9FGxIQqXjx48fJardm/+HwN4mqb8yPfdue3okSO/+cyTp3lq3zQrvRl+7qNLbFvr0g8DBpFPGDlEiVvYJq1XYQj0vMxr8udVetwwDCopsXj5ITBDNsl0viwDXFp/ixxh7jQDeYLnWEnieyG+2+fUbMJvfaXGFx6d5MTsOI2qy0QA435K3TdZ6T0Ht8zALYuiUJBpb9+zN06jFvL5xx2Onq4QZBO4inYxhigvxjgYq8PjxGHPVviumzv8zn2TdKsOjWxalB9lcYPSOI602Q9FCeRuiVbtOd8yJfnZv9njuu3n+G/3TnBiZoylpELPdagpQTUDuieNvXGyLFOx+uXnNU8fYvX5sNJpVkG8tNKW4i29Cuzl2CvvIsoD7iRj7TC1rN1JoBtpTBxyxYYV/uEHV9i5dpJHnzjDTa+76Td37nz9u7rdzp8rVb4twDu9iFrF5eGn9m5auPjszrffehgZSH7j81We2Kf4qfet8F23t9iy1iFOAsLQJ4zcwvielDtsdNm4IwpGL6pkJa0+ZIWcts2IDsyBbZ8z01AGbps1ydk7xXUS27njJPh+iOeEdNKI37jH4xNfWcf5xSZaVZgYU0x4hjFPU82Yu1qU72XmU8mkSZY7L8Dt2eplGEccPefTjXzG/SyLkxedioCbkWJPkkri2KFRc9i+KUL5AzpRnb4nqMSGMAe4k2aFGmXz2DK3AF8ueFVMj/X4yff1uPuuGT7xlTa/9blJFvo1+k5A4CiqjqCiDH5iLJtLK1UcObQ35FXOS5icUbmSs/dl2ZwyqIdWi9yGkQM7b43rJtCLNX46YNuGFu+/vcVPva9DxVP8+udi7nv8PJMbntm5Y6vZdPWe208ZEyGE9xcD+NzcPEmzPp0mwT0f/62X3F1bXV4+HbAcVlkKNb/wiSafeXCZu+9s8xPf3WK84dMfVOhH3mgrWcHk9jlfUsuuNRgy+aUPU0oHmgLYI/JEZi45lVqAOymOSvHcmMCL8NyI1iDi8Zckf3R/g889OskgreN5HpOeoOlpap6h6huq3hDcgS/xfYmfSRNbGMoyExnAPddWPk9eNDzybJUodvFr5pIAM38UZe7MihrFCtd1eMvNHT79jS6Hz9XoB3beS+gavATcWONG2o6xy6buSiGHdQaGK2Juaa36Dmubff6vj/S4akvIp+6v88zBMeb7NQbKw3UdAkdQkeDLLI2ap1elsfUEQQnko6as1SAv3ke+3pYYvGBtM2TvvD1ukAp6KXRjQxqFTFfa/OQHF/ju1w+4arsiCRsYo3jPbQN2bNDsmnzKrQd33tPtdF6Txp35vzCDb9/qygsXDt96dN+TY1vHHY4enyYJ4cpJQy92aMcuL5+ucOj0GKfn5vjIm9vcfk2McqoMQg9HDZtP84uZs3gRfJY0uE0zlN5AznjCIHMmL0rKurB7Wt1tcFRqAa7SQo44TkyrG/PYPsHv3dfg/ufGWGrVkZWAekXRdA0NT1N1DVXPUPHIWNsyd8WXBJ4i8ASBR+bQ0xm4Nb5r9bdyQo6cg/OtwBZWMn07WjgZAsBqUJFdaEkUOaxtCK7c3OflMwm92LVjGmLwIrJR0WkmUfJCDchVnTllO0SaSuLU+sM//JY+77hlmW8+3+GTX2vwzMEGi50qLenR9Rw8JfCkwJfYHk5pd6lTYniTKpHZfi8H8NVYv0SHiwLgadb/GelhQ3MUx7i6x13XL/G9b27xkbcaTNpgcanCILTbsFddhz0bPY6e8jk6+8TYpt3OrRPrrriPbzM86NsC/OLF8344GPyXijpV27nJx/diltsp3QH0I0MnEiy7isXBGL91r8d9exf4v//2HO+/s4sUKWHs4SSaOFXZxVSFDh8FtxiJygt8F4Gl1d5lg77MtLbKulOUTFEyxcuzGTJmvpPw8LMOX32szpceGWOuXUMEAW7dpeHAmGs7eSoumeyAiieyQ2aW00x3ewI/Z+8c4E6C5yUEXoQxMQ8+53P6YoWpCYErdaZjxbDRt/QZc/tpmkmKfuiyda3gLTf2+MKTEd3YpR8LAtfgJZbFw9iUVilV5KsRckSm2EMWjQq2aupQ8UM+/KY+b7t5kS8+2uErj1V5+KU6c60qfeHR9xwcV+EIgSsFrpS4wmRSyyARmeRaZcwqy6RVbD6SEiaTJEZY5tYQaoOOY2Tc5f13LfArP7XCxkmfheUx2r0K3YFPf+DSG7h0+i6LKw6nL8KF1rHaD113438JzImrgP5fCOD7DuwniXtE8QqN2gTNvmXMwDP0QkMl1FQcgy8lMyLgzOwE//GeiBt3zXPFBgM9QyI1MlVorUh1mmVK8t5JAas0eAHo0okTJWALoYtmCSF1IUc8JyYIYgZhyuHzcOqC4jMPjHHfMw3mlmvgBjgNl6qS1F1D3dFUXEPFhcC14A5cO5PQ2kxl6RDZz00Gcl2A3HNte9rxC5qXT/rgutkyb0ol+tGyYDnospZSQZLacc7Xbg+5elOXQ+er9ANBNRH4sSFUZKk9nbF3nk3JU5BDrVK2tVpZqDLJ6DKIXCqVkB98Z8h7b1vh6892+ZNvVDl1IeDQ+SrRik/iOwwcB6mkLeeT/b0s4HTy0RvkoyjMZTX5iGwiG0thINb2OdUp6BgGfa7ctMI//NAKm6Y8ZhebrHRqtLoBnb6dU94bKDp9xUpb0umntFvLnD+9n+7yt9894hUBvrh4XETR4B98474/mDo/UyVOoOIrBDboCTxN39N4jmXT2Eh6kc9Lpxp87Zk2f//uHp4rMnZVGXtLTDaLW5sc3JdJruaReqH5bFHDShJtRz/IFN+3k1STNGVmER74lsPxcxUe2lvh/HKF4xdq4PuoqkPgKGqOoeZom0Vw7eD8wLXj2iyI80Nmh8oATqa5M3C7Kb5r2dveWBEn5+HgqSquHE0PFhKFoR+8yCgUDQR5T6PL1Vv7XLmmx74TCb3EpR4LQge8xM4EVCWASykQUo4wOTASyBUyKO+bTBVx6hK6Ho1KxN96e8id17U5v9zmwac9Tpz1+fpzVS4sBqR9Fy0dYk+BVFnhx3bl28aV3CoxTB6O3MTZ66JSTe4kNGBSMDGkEegB77i1yzVbod2t0OlVWG5XWGr7dHpOMYDfzioH35VsXtPg2ZfOT/3wRz/0D06dO/nxbZu2m8vh+BUB/p8++S10mn7v0QMrtbofMD1uCDyJ67h294NYM4g0gZ8ipKY1MDhK0Go5fO6BKm+9uc81WwYMBholnUx/25EO5eLPJbobiqxJmbULKaJSXD8lTg0nzgpePqF4YG+VfSc9Dpys0A59wsgH10M1XHwlqCqoOna1yfPAvpP7NHLbrPWF+5ks8TyF58nsBjBD7e2mtrLoWp0feDFGR8wuSULj4zgSTxqcUpptta8jB3lqhv2OaZYPFzhMT0RINaAbu/QcYTMd8dAw5ig9UoGUohTF5sOOEBgth0xe6p10U1WMn+iFHuvGI7asjblpR0g/6vNDJ1vsO+XxwFMBL58MOHHGJ04cjK8wUoGQpLJUDSoX8y9TmRxJHRmdgTsD+CDhmu19vuetPcZqkvklxSByWWwFzC97dPp2AH8UUexZKqVg85TL5ORMLYgf+F6l5cf/XzH4vhceYHa+re79xn5R83ymmnbSqiNtpTHNOqijxDAWKyp+ynw/wmmH0I+4cF5xsSu5thriJqB1kgE7Y2/K7D1UbwXkpfWNIDRCGuLI7h4gBJw6J/nj+316seKFAwHHzvosdD3C1APHA+WiGgpPCioKqsoQKOw4M5UZj5Rlbc8VtuhRBrcr8TJZ4nvge2RZE1sydx2N5yZZRTSmEkTMLac88ESdVsdnfEzgZPFBbvq6XDBWlK0LLS4JQ8XUpOIdtw34+jN9zrRq9F1pZYoDbmJw4zxnneXYZWrThZRnncjib2jjlP6GBbqXKlJHkbiKOHWIY9emUt2Ymhdz57UJr7sq5P1vHHDkrOTFgy79SPGpB6qcnHFBSHp9hzRSRduUcRhWg8pVuWKU76p6PVkHcl+zvhazcWOKqibopT4rXTg947K0Iu0OEslwQKjB2gsWViRK+jz7/LIQlWvUn37x68kHvvsd/30AF8Kwbk39N266Mrp+ZUVmPoV0OJnJCHSap4Ak1+xI+b73LHBmYZ7PfkMxOaY5eNhDRYLr9sTUgsR+pkyWXD74FsVwnlZP8OJLLottSSWAvQddvvxowCBWDGLFxRkPLRxi46KFC46D8B0cKfGUIJCGIAO2rwy+MtYD7mQ5X2fI3F7el1mAW2U9mqJgb8/VeF5u0EoL9va8GKUivvW84gtP1lGeY9NtI/r7lRk8z4WnaZ7xUAwGLu+9vc+XHm/zqQfH6CYBtUyHu7kOj/OijCm6hYSQBcDsn5IlrV8CuM464R3L5K6jSBwHJ0kt0FWKUnaQ/niQcPvuhNt2xxgR8sE39RjEdpzbnz3q8/RBj4ovWGgrXtzn0e7JTCWtyouWs+QZ4I22rYHXvT5iz46Yx5/1OXQUPnV/wJnzLjunYqpeMjoRt3AiCpbacPYiHDw9uP6tb639Boaf/O9i8FMX21Qb9caR5+/ZvXX9rDLTCb2BZ8vwulR2N/YCuq6mWQ/ZvNbw2j2a73lni+eOOvyzf9Pk8IUGd9wSUw/sG7xUi4wCnCzrsNJVPPOyR7slkY6yM1GMY5lJONi5wA5IByklrhQWzNLgS40nybYYBE8NZ/RZkA/HJNs9fmTReFwGt2X4zFbr5gyelo4E34kxJuL8gkcUBvhjEi8re6vMlTdSxcw7emCkFlB0p2tFFLuM1xWbpyI8MaCf+PQTQcWxQzBzD0le0FKybG+Vxd+yfyNbMbUeVk+1LqrMuTRKkjSrG6hs/6OEOElRsa0lOCpFyoRNUzpbMTRXbRkQmR7SMbRagmdedljpSZTkkoB6NdAFlrxrFcPrb4k4dMHhn/+bJs8dqRIGTabqPiJOGa9a2SvFMG4pdpFLBSt9Q7PZUW8yK7s//P4PNYxZagsx8e0B3lpZZNBrffzf/eGpN21uzvG33xcidIN2L8gKN7LIeChpL3qtEuK5sfU2aPjaQwEPHw5AKr70YLDqbl7F3+VlLe9bFAKdb7lA5jkVVvsJIRFSZqmsHNRZ2VmSbdya541Lz07WSa/Itt6jALdt61J4Gbg9h8Jiahk8Y3FH42XVUdeN8f2YswuaP/h6DRwPV4phgCmH9s9LvNWlHHE+JNSCTZGmFuQffUefLz7c58BsnW7qUk3sprTWBWiGnTgqrwkwzFHn57RQBLJk8MoPXXhhHEfhpmkxj90auoZFM+sbz14LnaVoUxyhEUYzVdW85/XaDl8SeQYskyX514bh6wIJBgWs3xXx9rsGPHm0Zmc1ppKZjnVT+tk+oLkTM0kFYSJZDiERA973lovccWX9Te2V2z9uTPx3/lwG3/fsQygpvY3+Ck+8uI6dW87xA29ewPfGCCO7K1m+9YeU2gZafkSz3kW5IV950ucLD9Yhkw5paekcgnjVMiYEUPq94t9YMOctaEqAK2xZ2RdWCjiS0nPeVFsyEjmU5qDkrD3sqh8CXBayxfdM0dLmebo0OCfBzdjbc2KkjDg9I5hvBwjHwZeMyBMpSh+dYcxVlg4jwMsyHVFirchb1/U5NBPSTx0GKfipwE0NbpLp8IQiszQsoauRc5zHeHbSbr4RgChJI42TalIlUU6+fbnKzGopUulspdAjqVn7N002IUsjo3xSlhmW9TOA55HBsA2OInmQCo3nJXzgrj7P7u/wlSd9uj2XGePRjRUVxwbs+T0SaejGgm4/5KNvW+bOPWM8+AS4tQe9yymESwA+VT2OQPCG1/TYvQV2rDfU6j18TxcAt0GM/XCOSgiCAQutmAefdPg3v9Nk38kaBI4FeXHCywC+FOAit2Vmr5XIq2cW1I4w9lmawuORvy6+p0ZBno+IcJTdXMpxhvNQLLilffZyoOfBZwbuvPvH0YVEcR2rTz0vJiHmK49XmJ2v4I4pvLKHo5xBWb1ujVhHxaogUDEI7QTbd9/R5fGXBrSTgJ7jUEk0UVZOV3JoiMoNZ0Johp1DeaApVi3v2UwVA6myf9PRgkQJnFRmu9hZL0+SAX1YTMuD54zFsyRAvv1intItWyoK80XxdSk7hkHKFJ06XL8j4pf+3jK1Cnzj+YTZ5Tpdz8fN06AZwBOjSeIUJx5w4lyNT319jE4/pFo/jfnzAP7L/+WLPH2x+non/PrNN+84ww17Ypr1Fl98SLF2IuT6K3rokkQxRpOmhi8/5HDv43UefrbG6YUqVN0M3E7BxkWuNNOkhbeE7AIxBLTC3rV5mVhlJWNHZI0MYtix4xTPohiFUAZ2MQdF2e5t53IAzwPOXHc7uSwxmd4e9ZJ7boznRsy0NM8dq4Dj4WTyxCkZlPIKpliFcOucLLnuNEU+PM+Jx7HLjVeETDb7tJar9BJFVYGb2M+iUmOPuAxwLMiLPyRXOTVFZlnNzG9Kk2qBqwWpkqRKkypBkoG8bF5bDW5VWjmGTG5GwJv/rKhpUBoVJwwSk60IKWlXcdWmiI/93RW+9Xyfrz5a42vP1tA4RX4fY8cA3nDNgDUTKQ893+To+Q5b1qzwI29Ob/6xH3r96z/xy3/wmKj/rcsDvO4LfDd5z71P+Td88ylFre4QRR57DyqmGwlXbQ1Jk2zAZYZWjeKxfQGzSz5GeFBxQTp20GXJrKMKIGdGKSgqYyIDdRkY+cg1KYasOAR8qSVNDK2etrk471SxskQV3StDYOfNt5a9M83tUOjtPCVoGXsIbrdwJ8YIYu591OfxfXWk7+BJYedvFw7CYRvd0PG3upo5dFbqYgagLYr1By63XdPnu+7s8Fv31olSn24qCVJDmJCtXGXXn87knF51Q70Sk4N2ZDZoSRTgTpVEKW0ZXcqscVyXrMg50IdOzqH5bdXrXJasfr3q93KrRZJ6rGvGfP9bYt5+0wpP7O+iiyppFpAngt1bNBNjgif3R/TDAFcKbr56+obFc+57tOaxyzL4mbPnadRr7/jKfQ/+zaruc252ipeOCpb6gtjAhRXNiyfzHGY+wTXTy46AirSj2IRAZYMulSgxMRTALjObLFjcFF/nbJ57HsqjDZQYLs9KDcHu5B30yr4eYfGsG8ZVo+C24xRWMXfWs+ll7W2ukzccJKUjJiLmTx5skBofVVQvywHmsK8xz2yMaPCcxXMbqZZ2OlSaB5sOApcPv7nHH34lZEXH9NOAfipwEwoWl9IgE1GYzmy6cLX3SJZSk2XLqiB1TDaAKQO5Y1DaypVUGVRqHYy2eiyH4C5SlCWg5quILLN4mcm59CbIX2erRBR7KJXSqKS893ar74tWPy0xRmU76Tm85QaXVqfC+bk6Lx902JqIv3n9je94aHHhwtcnpzaMArziRSjhXLF5TXfnzXsGTDQcXjyWUO9AL5aEWtkRXHkePBvakne25wyca+PVjCxKAC+XrsUqMOfMp0oMKMWlmjMHfXm2h1Ki0OL5aISRYTcZsO0wflGaj2KZ23XzxmSTMfcwwHRK7O27Ec8dkxy9EGCUi5IST+rsZi5/7qEAv8RaOqLBGfHL5xmVOHHZuSHm6h1dnjxSIVYe/UQQSDuN10lEJt+yLpwk0+FIsnLaKlkkVgW35TaxPLti/S4W3Fk7mzIlcOdeIGO3DS8sFCCkLizMkA/2LMmnPOgckSsUAC+Dvl+SNsMb08pjax6z3p2F5SovHKnw0pEud+jOzq1Xhlf0evHXL2HwQ6cW8bw+h8/PMzV9kQF1nj5SI1AGT6YkxeySDOBFqiu/M0usnL2xXH6sBrRYBXQpRpfz4XMJLCNGfFBC2O55MQR3zt55t7hTgFuOALw8/Md221MAu6hWFsyd4jm2sGO7gmIMMZ99sMriYgXhOzbvXr4JV0mTAmgjefBhy1bZx13kprXd32ZqQvKht3R47liDMA3oKY9KarV4bmdVkgzc+Vqhs5x4bszNpMoqPa7zeY+rJlGlWqJ0viKZ4rXMQJ3r76FMyQlKjjC2vCx7c0kgWgY8pZ+XpVzezFEmAWMkrhtxciHiQm/A1PgFfHEBLYfmwgLgv/aJL+A5kn0nW5ybbTJW8agrayMlvyCFYd0Ud/7QUzK8hvbNXdoBcgl7lwBe3OmM7go2kikoNcWWZw4WAC9YPB+0KVHOKMA9JxsA5OZbB2YVTsfgFqV4nb1ORw5H2c6dA6fhnvvrhNJDSZVVL0dvxNUVzFXZ/9LcP1bp8EyLp4okdfBThw+9fcDv3dfjpRMVYuXSkxIv1Vn2SCDT4dgFy4aiCO7sQ2d/a3TfojKTp9rWMHTO4mk+VkJbKVT0beZzWURxQxcsXuhxMgZnyNgZ4IdYyEA80kBxmbJQqX/AVtBlMTZbAL6X8KPv6VDxu0Tpcxx84QxSpKMAv3hhlnXr11T/wT/79e1Vs8SOpm9zxVlWwp4iM3KX5xrOOsRGu6zzD1Fc2DKTlVl8FYOPzjcpvxYFcFaPQ5Ylxs6DzHxqk+Pkm7xm2lutAndevnfzxmRtZ4YULWJ5T2eSHTHKjTh63qETeaCcTJ6YVfbYS2/kkSxKSQ+b1bnwfMC8HmrxmivYvXHAS0cjUu3T1x5Baj3bTqbBlbAbudrCUg4aTR5kDplcDCucWUjlFBMO7PeUhlRawKtsdwqphxMC8ulaad7dX/RwrpIdJXDn17xMdgW4i/crivMDpQb1YoptNqk4e58YQT90cPseUjQJAsXE5Obtu2/5P6uzMz/XW7tuvQV4r3OemXNLb3/vG9b/DJ0jLHcUcWw/sG03KoPbOrpSU54/N1x2L/soAfyyjH6ZrENR5hbl2XmZNCnN8bAgZ+iRViVQF6+zIo8iy4VbcFsAD4cCuWV5UmZvlfV1ehFLHc1/+tM6i/0A4btWnkgzsqoMB+dcytwjDJWfNz3sTx0yuM2oJIlDo+rwdz/Q4ZvPNVgMPSLp0JcSL+uhHI58yFdBUcpa6CLNZtAZuDUGuSqzIjIGN8UsxxzsSoqMwa0kSkvSREpTTKYt98kOJQiUZYosQF3cbkXrLSa/AUvBcLlGUBqyX/R4Zs9RLJhfNlx51fafiYJDj4Xh4IsFg+8/uA/f9zlx+iSer1nvB/T6SbF9SL4Drn0e7shQTA7N/b6XYfLLgZzLgZtRYIzIlFXAtkHmcP6gVMPxY6oEakdKnEySOAXAc82ti6DSdXQBbtfJ/Rej7O2qGM+L+MyDLvuPV0C6SCnxc2vs6pihdEe/opuwxOZ61QXVGZPHqUOSuFy7s8f77mzze/cFaMenLz18KYqij5KCuCQPVjO5KDN5qcmk7InRCpSxq4I2woI7nxKmIS3mp4ghwMtBprB9nEKOAlyuZm/xCkyYxQjlsX7lHSWKYfqJ3UEizQbsx6mg1xf0B0ssLhzi5AlNHIdDiXLofIDn+xw759Juw5a1Cs/N58VldsVEE2fTS5Mkn9ZvSgasS2dijFzXES1qhiZ9LmXvofYWBZuX02/fHuByCPCi0JMD3Ng52ZkUcdUwW+KWhgMNNbdlbzezIyy3NH/2rToLLR+CLHsiSsHYK0iUPNNUvpBDqbIqbZenDPM9cVJFnDiMNxR/4009vvT4gMWuT6Qc+qnM0pMiy96I0TFoI0xj2Tv/li7YfDigyckzKyp7LbOvJaSK4ryXQS6kGAabQtieWW1GZWi5l7MkT3I8FM3mZnVMkg/TF8VO1nEMcZLt+RNDlGBxmtrpxtfsVKzfaPcFAnBOnjjG1OT4tocff/anzx5ZZHJdQKNmyPdztCPEJFGkCWONE2tiZfeHUakodmQYneM9OkagfHHzpP2lEkWsAng+8TRLGY4Ae3T2d7nDxQ53ZxTc+c4GOXOrEnNfwuD5uInhyAlH2crlyVOCI6cDND5COkVz7tA9WI4fRCmrMdRmZS8KpYs7ojX1MKOitQ02MQ57tkbsXD9g8VAFk3qWxVMrU/Iq72j3e9noldcw5LDbxmRsboZ5ci1FkUAoxzZK25tGSzLtnV+XIRnJEpiHr+3XZEw+nKsihlmlXJqwqmk6B3jG2lFipcggss3YYaSJIk2U2PgijgOee7nDLZWxn9555a0vnDh+/JTTbPSR0ll31bbOO+L5M8Rps9A0/YGiOxC4A0lfDedty2SYC03yyf26PK2q5CBb/cgvPpcynSiBWpa+HjL3KLCLZ0U2CricBy8f2ZbWqgzuEsiz/erdzBqas7fKvnacGKVivvJknaMLFfCG8sQtpS4vlVyr7u7LyJQhKYhSOqy0u1luo40cdkxFvPu2Hk8fqIK2uwr3pcRNsyGf6ahUGjJnTjN52lBmI9PKU8ay1zJ7LTOwyfyw5z7NVgwpMlbXeRLAFMQ0rGmIkWRCXsm85KSU0pfl2fG55rbgxoI7hjCbn94fpPQHmn6kiRPL/E8dnCVYk7xjckN33fJKdMo5dl7g+4ozZxKMusDt17RZWKmz3ApY7ngsd1xUvnkospQd0cQ5GPOds3JTOuIVA86RD0t+EiilB8Uoi+cD7VcBu2BzJUpNuCVwZ/MJh9t2cCmwneGAoGLEm6MzkCdWnqiYSjXiycOKL36rRn/gQdXBkQJXjEqT1e+/HGu8guQc1d+rUoblvHicOIzVHd5/14D7Hu+x97CHqbn0Ux9PUNxoqvj75Rx0Du4hyMu9sDb4zG4wZdk8lVaPa2m1eaqHmSudBZdSi9LOEKIU6F6aPChf71e62YvUZQFu+xzFdpRbGNnR0nY3uoROT9PqaZa7sNAVzHVSrt62xFXb22xfn9CqRTgXFxMmmiFPHlB85etN3nxrzG275rl2m0/gj4Op22UiGbJKXqAAjUiH4LRzoPMUziiJFx9rFcCtVhSXlSqFFBFDUEtV2r1BiWwO+BDcQ5DntlmD4wxHKDvZJkyOGgW6W7C1PZSyAabnRcRRyn1PVDlwpgqui5AqA1XmjykFl0KuWplW39g5Y+WsmVWETamIoU2+bZ8scuJp6hBFDldtSXjnHV1ePFUhTDxS6dLXCi9l1XvJc+GsYnD7bFa9F1QOMI1WApWP9MhmdcuSHi9W1ExvF9dGlyRKFgPYkW+jLF7GQ/l95CvJcKMqke2Anent2FipHFnmbvU055dgfpBwzc4WH97T5w3XtLl5Vw9H9GlW+zj/7Q++jONIWitd2q0p/virgs89GHL71Sv8+Hu61Ks+nb4NOuNEkDj5rmnDjnhB9uFFWYObompXwvYlEsUCvSxNRAHuIYsPdyAYSpNSqrBg7Bzgw8mphUTJmNsytimY2imeh6/dLLh0VIzvRew7Lfj641V6fQ9qLlLkzkFK6cHLVDFLn7V8WYcmUpNpYDOaTSkXfEoGrCh2qdcj3nl7yJceHvDiCR8cj4GWeJkWVxpUCiPWh5Ss4CJsfrcA+xDYxtiVr5Au0rJ5vqrktQdtQJpMmmSMLnSeTSmtYNn3hB6y9urVuwB4ubpbaPAsLZ3k2xFCkprhjnKJod0HtxLxzz4yxx17IHArtLtNThx7ET84itEaZ3O1hZSCKREzqSRRAr0w4OBRjxeORuzeJLM95fM2KSsLZDq8y/NuDZHPG8wvHKPoHmUzQe7RWC1LhgBfzeBWb5ermSrbSSJ3FDqF4cqytSrmg68Cd3a4+RTazODvqMQeTozrxiQm5d7HKjyyr2I97tI2NLt5mbwMalYd5S++zbI8zDyJYjfyorCh5QjQw4HLG6/t8e7X99h/OiBJXIxQ9IWDm1K8J5EOWXz4Fi7P5OUh9krlzG3Z3H6d7ZAnh0C37J0xen69clCXYqjRWMuM4GBUronSTW4JM997s9jcKh2mrLW2tYyrtwmu3zzJ2YtVegOHfijQJkBIBzA42zf6CCmIQkW7M9xJ2FHgUKHTt1s+O8oU5qHym5aSrJk4O1HCFCmfkUdpaSoALvMcacl5V2LtoUwpA71cpi8dagjufFeH4nCGm6DmgHZLoM4zJzZjYp+VivHcmBdOSe55sA54IF2EULhFcccU5qrRNGeeAs1XOLEKYCXWoszcJQ1uBDq1rXt2Cq0qyvfGOHz4zX0eeGLAM8ftJIFYK3qpGLo3BVkJXxTrxYhUzN6LMcayeAno+U9VBnots/18SkFgYUkw2d/Kn4XIWJtSoFu65vmNfwnAy4WvoRYf2eUDsq4ku+LVA9BRhfufdHGU9UrFsUY5EqkkGI2zdsI2vGktWDteOEjwPW137fXTbFC7DTDzOyo/WVLYTyeKpVZcgu0C49kHG71RVrO3GOZTc22XM0eRUSmBPGPr4WZTlrWHA/CH4B5h7dJz3libSxWlElw3IU4THtpb4eVjFXCtz92RAk+Y0uTYEoPL0VTnKHmPQsuUXhTW2ZJHZMRYlEq0yveHdwgjl2t2DnjjrZbF+6ll8VB4DDQ4qRgGfmmeLsw9FOUshhkBTzl1qSQYZZBGoIxtbjFG2OssQBpRSBUjhtq8fD70JSz+ygw+fA+jTF7EcBkODBDFMAgtFueWbLDpudnQI51Sq9qNcLXWOK+9ah4hBEbHRFFEP3QxWNC4bkItSFBKs/94g+PnGoShLpaI4o9LkfWXikJ7Xwrs/O7NU1ei0IUFoEsMPsyclPLLqgRsMdxgKmftMsCHDF4Cd2kofpE9USnKKQE8kyieE3P0ouCT99UJY9d2KUnblpa3pqnyLsHlbMFImohXWpNHgF6WKbq0q7A2l9PiDjVf8gPv7HHvIzUOn7c3X6oVvVRZl2EqinmCCINIs2AvHV1JTA70EsClGWpxmWl0qQ1G2o2qjBQW4Lq00po8yKQUT12aBl6dZLjsOVlVS5HCuj+FsE3oZ2Zj9p83CKmoBXaYkyNTNIJ2H+pVux2k1gbnbPhDaxeXXvxnJ0/fzxXretx5bYIxCgDfizhwWvDkwSpzcy5LSz71Svah8tMkSiFL/s4vE1mOBJgiz5zkjF36fs7aJbZebbKSJe+HKth7COxci68GtzsC9LT0XNLeWXAZmYTPP1jjhaMV2+4jHJSwlUsn82CXm4vLMiUH+SulB0cuaHExy9uUZ95nrS2wR0Au0dohGrjceGWfD7y5y6/9kUdfO6AdYiHpa4FbzmqkeYwgShXEXKJgtUgWN2FMxt52VVEGTJb7NmYI/hzc0mTXMJcoUljm1sNq6iUpwxJuyvFumcnLpj2ZFbICDzZMCcabA3bsbPHEQZf9p6oEbjZ81KTcfm2P3Zvh3Xe9/Z+99vrrf8LZMLavOT+z8q57vlbF8at8YqJLksaAwHEC5pYDFharbG0KNownKGkH5CglC6YauZgGkIwuzaUPkzeQ5mAfAfdqYJcliaC0wdQqoJckSZm9VbHTgymA7qpLJcnw2YLbdWKOXJB8+ptV7PwVy95u3rmf/31Rkk2i5H8vEfeIm1CIkiy5VHeWCy95E4QNPDNgG4lOFanKtHjq8JG39PjCQ1UOnnNBRhghGaQu+aCpIoBPM8SkeeEnZ+6SdMprGHlbefbeZHYTSgPSWNlS6G5jYzOjs/y4GQaY2lxazJMlgBe4MKUTZgrUFD/P9zn1XcNYTXPVdsW6ac2H7lphfmUR17X22CR2WTNWJUlczi4O3vX5B882nW5f0ggUd9/m88IZh6+8WCVNtZ054kjGPJiqGKquGeZC8w874prLBfbqnHcpRbQqezKS8y4FreUS/RDso/vIDDX4cKvAnMXVJeAeyhKVvVZKo0r5bqXs4aiEVCV8+bEaB48OtbcQ0o6sKDpoGLkpV1cwLwmsVjNU8Xq0AXkkJ16aSOUU89Xz/LiVKlddEfLe13c5/mmfKFUgHFLh0BcCJ83HHueBrim9J1N6B5lcydK7xgiUyRgdk+XCMzYvJxPyEr8ALS3wtb6MRCkV83QJ2GU2p+RdynmgnIkSAqSydpB+6NHpTLC+2WfnugGuG+OolDhRfHPvGM8cqLBlB4yNhTjK6+FVOkxMzzHdrzJZGaOmJBXX4CtNxYOqZ3f39RwxTN8VH0KU7sbRKHm1wab8e0JeurSX9dvQIpul41TO6EPWzsHulIBdBvql4M40d77FidQ4Mh9qY8HuujEnLir+8+cbDKQFN8Ipdc1nK8iIB7rM1KV00bdTJ+XsQBagk1fyLulgkcO5KUqitCLVDknq4qcJf+fuLn/6UJXjFxxQcSZVXPpCoHJ5kunxoZNvFOR5bj5PFxYrDAJpMomCyVg7C0KzwFNnbG6yv6Ol/Te6hJORhEIJEwXZlcCNKX0v0/W5Zz6KJa2ui9aCbt/F96t4bkrgJrjugIutDnO9Lmt1m1gEOH/44BjnzoU89GidiWaFjXVNrdTK5TmiNM5s2OMo1TA3PaqrLg0kyon+0Q88ynZl3/fQijlaSBkFtx5KFFk6iuCyDOTV+e7SIa08cZ2IdqT5rS81OD/ng7LyREg5TA2WNHfx+jI6U+SsKb491kdts8OtFYfgzkv4Q/YumiGkIk0cNk6H/Pj7OvzyJz1asZ16ZIzto3UEqDR/HwZSwTBtOAS5yd9M+d1mBaicuVVR2cwCUJkBXmYAzK9dlkcXIgN9FqAVZFACew7m/N0UJGhK/x5IAJHkWLKbnA0iZTfJzbqwKr7Hu27p8YE7l6lP9XC8EGdjXeBMKm7Y6tOoypFWMEcKlDM6UyRvIhjmqi+9K0e0eekuvVznzojuLi1tQ0N9SZ4UI8tMYfZS2Y69lsV1SYsPAW3lSEmiFFudJMWzo2IcP+Zz9/r85mcbhNq18kQopJB4gkubii9Tli8H0CNa7RXAnaNrmCos63PB6q6WwkqbZVUS7RA4CT/5wS5HTnt84stWi4MiFZKBtr2bMqVg8KEBa0iZQ8YepistqIeSxZiMzUXJOyKy38lwYDKDlswAqotrbP/9ULKYS4kRLsFMfhMUwXfmAQ9jiRtqHOUUMZaUAUrUcdQY29JJGo06zmt2SFYmFE1ceqFLp6fRpXRP2Wudvx7ZNWwVSxdvUoy+FpdhussBW5T3hSl10iuZbdGdbzp1OdYuvj8KbsviQ8ZWWdZk+GxnDS4tw59+s8pymIPbAtyVVns7gtINtjooFsVnXO23GCHFS+TJMGsw4urL3ZlaZp1TetQnLq1U0drugzTmpdz91h5feKzKYkeBjEErYqwez88tGbhHb7myXMnf5XDPUlUqCuX+FMWQxXOviswALnK5IkvgFiLrsl9V3SxkrCmR5GjcprH/rSS1xBsl+XWQxQovsviw0zMsLMM1YZXpqSrORDPGVSHttQMWVzyk9IrYumBcWU7tDYMSLnMBVzP55aJo8QrAHgJ+yN7DdqzRpldVBnkxfSkPOHWWDx9NCRb725T1eJ45qSbc+62AvS9X0Ln2llnPpcjlyaXDiVaz9wjzlH52eRLP2LOUKixvdV5uhjDloNNIlBnmxZPUxdEJr7s24rtu6fEHX/FARSAkRghC7diOKHItfjlQl77OUoHK2Du2KOPLoYwyJuvqMVkBxhiMHEqS/FkKe0MIYTKNbt+DMMPYTRZBZk7fZgRLkGuUVYF8JnVlxirGQLuXcH6px/RKH+GFOAdPCebmBfv2w7oJQ6MmcNWlPYVFIWBkZERpmV11qi6rSUvL+tBmyQiwhxrcrEoNlrbpLgbP5MytS2DPXo+AupQxkSWJIhOUtIPfj5+RfPLeOjMdz+53Le2gdyUY7thwmaD4EjYqg/qV1cnwnBYSpexNKW3QVQo2TdmEldr9c+yz3f5kbS3lB7+ry2Mv+xyflSBiQKGRDIREIjKpkoFMrwK5WS2TsoHzJSuGlAZFCdAjrzO3+SVAz1KJZUIryRBTnMfRIuGlRTBTeJ/Kcwjz8+4oyeSYZMcmuGIXjI2BM9nwMVGFtc0aU2OKRk3jlAaUjs7tsK1qqR6aYLQeTcx/W/YucttmlM1LjC1K6cAyyEdAXQa90iOBZb5fZllvF4FmLklkiiOtNPG8mDDV/NfPNHjkuYrtbZOO1d5S2q4dMZy/UjQTjDTa8opMPnLT8+0u3jBrkV/I1RvnDm20tt0sTxemqSaRDipxeONNET/x4Ta/8F89wkTaRlQtSYRLH1Hyiw+lSBlVZhWT54lwg7DelAxoUuYl/Azc2c2RFbULtrYAF5j8mpd+VjD8qtitHPiarFsszQ77Ordmj8AOx7E7+YWhz8S0T2pcnOuv6NJZ22VtZVCYWGC08VNr29hpfbl265IkEXbVEJcyeXGx8yWkuHNXM3YJKKW5frL0PQv2bEs+VQZ4NuhSDWVJGdxyRIcPu3Ok0sPgUia4XsKDz7h84ZEqYeRCZTgVt2Dvku7+dpZYUUJxAXYu33RcdjTkwM6lQdl8ZVQGHl0Gu82kSG2lSg70JHGoVBPufmOf+x/p88AzyqYNsSI1waE3ssIIhnnwy8uVHOPDYJOMra3kUJlW1yLzrQhb/KGQJZn2zpjWmGFjshRWfgk5ko0vTkq+o0OS2qGbSWIy7NlOMp2PvstuBANcWMiaIUTM2rUJztrJFcarizTUecKkRq8fMAhdknS4O3GSCuJYMYgkfWlLlcNppSUiYHTpKWcaLgduO3Ig09clkA/Tg2Yk2MxlyKgOHw6GXA3u8lxrpVKktKB2MnB7bsxK13DvY1UOXwysNBHWEivkMHMynCB1KWtf0r0yAuhvo09ycOd0V/KEF40QiCG4LxkONCzfS6GQaYqUDnHosGtdzHfd2WXvQY9WlJVftcQgiIViwDBtKBEkea5Oj4I8L+7kHyVvzhg2Qwy1upUlFvQyy53nxGakLV7lGLBmLSz4pUGYy5ypPEuTsXacGAahZhAZwtgQJ2QdP/ZtJ6mgGwvakabVTZjaEkEQ4XQHioMnXP7zPRVed3XMR97Qox/WiZMhwONEEUYO3YELuCSpbQBdfcOPaNIRn4YpNaeuWuZfkbWHE0xVztT5z1U+6dQUGz69EnPnO7PlBZ0c3K6ToEn5/a9U+M3P1zEilyZl9rYj2UZvylJAvArc+epFGeTfhr3NKiVQzoUXvnBzaStbUdE0WWZF2oBTaU2cukil+cn39zh2weU3v+AQJxnIs7HJoZAobSVH0e2T6wU9fFMmi/4MFqQqvxfJAtDi89nAWGXi2rJ75jrM/73IAT38mxI7nkLoYQk/P4fl1U0b6wMfRLbJoTsQDLI+zSSz1oapoJNEfPCuNtdv6zMfpiRC4dz7+Dgzs5qkvQaVhAg5x+RYm3xCqdGCRCsGoc9Kp0qa1mn1nGyfl6E8EaU3J0rAvnS+SYmVyxmTS1hbZ4UdM6LBR1OEepg9uUR/p0Wg6UjL3nnWRMkY14s5NiP5wkM1ul0XKnYvSLsfpCyG7ufDbqS4jEQpy7FVr0fqAH8ug5dAX5IsI3NLdO73WAX0/MgCTintTMN6LeH9d/W479EKxy5muTQ7t5dUCPojUUEG8nzjpQxeKvscqqzRc/Blvv+iyydnc2mNV0iT/W72tci+h+0b1cJaAKS2kkXLvNJaJoq8B9SuGN0BXFgWzPehG1vpkub+GaGouxI3HaOhGuza41NrgHPlJpetU5IbNg6YaBqi2HBxuceFxeFcZq0lcRIzGGjCQYVuz7buF77wVSmx1anAYa740pTfK7H26u8Ntbcugb40oD0DeAHuAvy532RYknechDDW3P9UjW8+n7kFS+wtBVae5KtLaeZI/nmGN7MYZfHLBJh/rkxZDfTykU1fyxncZFuRjEzByvR4KhQq1WihSEKHt94Q8dbX9Tn7VZdQy6Fe0JDgEArblSUMCJ3nvvMk8UieoogNZMbkI5IlOyFWaWVEhcjOUwb0XKZkN4fMyvm5uYvMZ14mB5v+AyntFK51akB1ssemOCRO7TaEIqvln1+osLxS54n9Hs8f0XzgXVV2bKnjzLZ3rkxXl+9bt2nhu588oPmjhwVPH1nLi8erSCGzqNggjGbMg5t3CPZs1jjZGOKRFqbSxR3R3PngRlEGbNlbMjolqczWhRdFaqQqAXsE5Ku19pDBlRoCWyrbqSO9hIef8fiV3x0j1Q54aqi9hSzGseWpwTx7UmR8yvEFl2fyEfn27ZCdS5PLyZSR7MlwdqDJ2VuuKgBlUkVoOyzI81L+6Q+3OXzO4eGnJdoTGYtbDRlrlW3yvrrjaAj2/Lsqr3jmN94qySKNZfN8IcBkJi0ogH6J4YRMjGODVysFRru68tksEw3BVTv63HTVMrUgIt9lxP5uwssnO+w90uaFY1WeOdJgcjq47713bVpRN92iuwvL549/4zn/Jz7xlQqPvzzJoFtjuuYy7juMeYqG5zIeOKypudS9zIMgRWaaEqOae3XHTalvcmQC1IiPO28z0yPe7tVGKpVp7tF891Ca5EUcRw3NU06poONmvZbnlgS/8skxHns+20tIeqBsS5ojBRVJsaFUvsFVsaPCJUfWAF0MyRkdRqSydi+pVjVMl1a44deiCLqHq90qb04Wu5TTq0NCyecEmkJpTE0m+I5h70seK/3cWyDztRadKeLhBoSU/j97LmT56NK0ugaSSyux+puM3vFi5PeG+MmbX6SwE8rsHHdJxRdMNAyNqgACwqhKb1Cj06/T7dfp9RusHQ943R7DTVeGbFnjcOHiuR/c++LTh50nnl+DkoJuP2Zt0Gf7NmE907lZxkCSarTJdihzBTo1tvdNCmS2SZCSQ8ISeVBZyJCSFFFDL0mR6y6YenhhhyyuL5Eo8jL6W+YuQVkCvMw1d5K9jkm9lE9+qcEXH6xhgpy5bfZEiKGpyllV3HnF9GApe1LotNWPVd8uCjyjRD6UKZRZvOT7KHX4GDmUKUauGjMhFFJrhHCQ/ZS739TnwAmXj/+2Q+QnJYCDwSVCjgC78KNkz2RpQVli86KySdldCCYzoRSrkWTkvwPZuLdsRRJmGGgWNtksGJX5BmKuzaBFsWRpxafT87KmZNv1L7MV3nUMvptwzWafqza7gMa581orN5aWDafP2xnaquQ5SbSh10/phTbRmFep7JI5ag4ql6nL8mM1YxcFnFJeW4jRFODoVhl24HqRTSlthFSWJU5Zmsjys/V5S5Xyzad9fverdQapM0wLZptlqbLnpCRHROn5kvQgjGjwS4PNP0+rZCnCku5dnS4sW2hNAehMg0vrF5eZRNHFs0ILTaodfFfzw+/u8sSLHg88X8PkABdWHBstiEqMChlqcx+sJiv0ZHUSmWVY9DAfXvRxZv9WZxOvVPExh/6WshTK06pFLcUMz0uZVBC2wBjGijCC7kDS6SuSzA6cz8IRwtDquQzibBrEzKLMGEOydtLD91XG1HZoDsD5ecGxc1ERXK2ejFoEl5TAvco0NeybHGrw0aCR0dfC2KKMKAN9dLcvK1tycJe0txw9pExRTkwvFPzS74xx4ryPcRUIVVQthcwbGih2dcstsZcdDXG5LMpqIP85gnxkGi+lc0qeHhvV45f1phTVTWPBLXIWlwihENpBRik7Nib88x9t8cQ/8ekMsuU57z6QAm0UoV7dnjFMIZpsVVFymGExIsuJFxmTobVWyiGoMVnBqsizD/PKwpgiTVj4cYozcKllJB+2f3FBcWE+ARjdOc+BiaZhvGFz6M4bXjuJchStVo+5+RUCH3xPU/E0tUrCZLPHvlNdnjwwwUTN7vE+cpHLjDbSRlYKKFVZf5sRP/fqMvxI7nuVJCk/W0bXJdAPwS1zaZLJE9eJSVL49c/Vef5QMMx550fmOXGFKbWjDdODlzgg8xN+SfYkH1v8CtXLckWs9K0RX08B6mGWwhRB5tCnorVAi4zRRSl9aMosnrW4CQepDTfuifm739Pi33+mSZSO0BIAWjqExcSEUvNDFizmI0GMGWZL8sKOEsN8t8rlVlHxzMr8ctXaVcwyH1psjR7adcsZpfz3PVcz3ujzZ0+G7DvWYLouqAYQuALfkzgKesk01WqNVKc4t9zxHvygxrlT+zjwwldojjlUvIRGLWK80eX5413+059NwEDSrOgSsMue8HIgxAhI8zL3pe6/7HdUSVuLMouXNjxS5c2PykDXBYMXpfhV7K1UgqqkPPCkzyc+W6fVd20FRziXsHfu9y4YWzLSelU42IrPvzpFOjrFari/2iqMl1biER9PicUZYe8hsE1JmuSDOm02JXstDFoodGrsa6OtXyXRNALNj32wy7P7fe5/UkFV5BWYTHcKUqkKkBsy/a1z8IqhJMklSw7oHMRimE4sGD3LlAyDUvsizWWKGE5GsyObc7vCqDcdLJYa1ZifvHuRX/zDlBcPTTBdhWbVkrISCW96y43c8trraLW7OJNNg3IFYl2I3LmA4wbUggGu1+PpIwn//HcnWFypc8WkGWYMZGkIZjljIkrd7vkQnlUtZCP5bDXK1quBXf4duQrYcoS9c3APA0uZVSylm3DopMN/vqfBsUU32/feAtseq9j7MrKkqMauXrkoAbuUYBBwCVGPqJRSYacM8tEyff47pfmFZtgPO2qnHcoUI/VwW8JMsqRC2exKrNk5kfB3PtTh1IzD0fMC45RuQQloLMhN7u8QRSowB7aRpmiSLgo8Ipcm1o9SjO7L04lZEehy56O8KZnM581ns+fzjRbynR2SVNAbuGxaG/Cvf3iWf/KbCc8dHMdtuzQDQT/UvK0lCFNFL5Y43b7C0w6LLcEg6bF5ssXJuZSv7vX5zENrWVxpsHnM0AgMvmf3lnSdSye6DkFdGrpTbgguvl/Kiqjhbl2XSJISqMs760pVAv9qWVIOLEWM6yfMtAS/9NsNvvBgFeOWCjpF5kSUtPfqAZZmVdZkFNyXK+qUGX0oHEcBP5JdWwX2QraUCj3lNrERJjcCabJRyHnwqe1OZ1oYUp3pcGHHniU4uFJz95v6tELJz/yqYnZFgF/W4xnIUYSZrjZ5ViQDrsb2YZrMD26kKF7nZiyZafP8ZpSyXDoSI0tXsdKlwxRpkubPgiSxAzjtbHBFp+8xtzTG2gn4+I+tcM8jHb781BinZhqMV1Kmxgz1QJJEEme5pxhT3syJGf/r4crad7xw8iy/8aU1nD7fZCxQ7JjQjFWgXrH5yHz7a3uIbDwxxQRXZ6SzZjjZdZjSG21OkCPyY5S9Zc7wBdh1sWGoFMNUYLGPegH2BMdJidB8+fEa33i6anW3Ugy3Fy9r7yzPXZYnlwH0ZZs3VgF7NXMX4F+VM14tV0Y0ODlzj+rwYff9MJtS1uO5dBHZ96SUaKNsMUhKpLE9nMrRvP2WAe99fY8//Kq0viInlylknhTQmVyxssE2XWstcExenbTVXesmFNk/swYtmTkE80KhGqnUrpqAVs5QaRDZfp9S2n7SOBE4MYRK0BsolHQRQJIoJps+f/+7O3z37Qv8+8/3QGznys3i61OT/oyjeqj/9Gv/ife858aVis/KUif8/j+4t8eps1PsmBKsbxrGK4Z6RVALJJVAEngK35f4nsLzRncJths55VNcSwMv8y6bbNuQwrtd9EkOxzxc4hIcKeTo0a8zeWIBPrTAOiohlen/v733jrPkKu+8v+ecCjd27slJaRQGZaEESkgEkVkR7LWBfb3G3sX2C7vssjjv2gYD67TsLsZeY2EEMsIE2QIECISQhIQCAqEZaaSZ0WhGmhlN7nhDVZ1z3j9Onaq63S0hooB96/O5c7tv93Tfe/tXT/2e5/k9v4cbbq/zx387xGP748oQQwAqt4KQglhCTdqK54nfd++SKL85oWhWidyXXFQbWrlMtBihypsVRWPHO3XJwcaN5/gLbwsS2kXdUw8G/zF+L45ddKWpbjvzVxZrLKPtjJOOy3jigGL77gBTiLJh4BIk3EpZ4zl55eQr8gRKsBbArXRpy4g9GAAGazZiICB49zORf+yfnL9yOc90xXwvYr7bYOVYSLvWo9U+jnpt9D8+vO2huy849zK3o+feB90Omkd2RJhem/OOdzp531GKQjdRH0cqvwnikHxTWQXcOYAD5e2JqxPu1She1rGrtKRcaOQA7P44psLL/ce6qKLIgfJg5qJ3pHnikOLqzzZ55NEYmp5vl2XBhdG7Oo7m387qzvmBqF2tnvg/kxhMKBdWUQYHDBYH9DJqmwUNnzJ6l4u+KkMRuQy12giSVeWhlAirMNYgfPnQKtLEcOKxKf/mNXPcuyVk18HK5SinKa4GHmCFIpU5H65QOu1pHZYgN8tXIpcUCJckejGWke4kMVRfR9Wo1ZcFc9oi8k3Nhc2FLADuFK6CTl8RqhApLU8cbBLKOheeLJhY3iVLEyBfQvW8s04liuusHA5YVd9PP1XMzEOa7z5xa/gkYSiJQunAXd3vHjpQ+/vCbN5PuRdRd1AgVfDrHNhiAMQ5VRGmbD8XXzclyH3lRGRI4ZLNo7OSD1zb5tb7a6VKcADgzpUrEBQ2yAORMheBifxqXdT3KcE+oCZcyLkrl96nO6rJZYnyMskcnPbxKx2dVMLgaUhZTZG+miJKHm6MQQiBRhVdZiPcjnndsVxyep/f+qU5/uTvJVMdUdbHJXlGmz8xozBC0heQ2blklgAARgdJREFUCbdxLbQO0EEOaGUtKu9qmxzo2jrqV5hp2rLMaC1YVdKVMs/wbN2tO8TqvOGlMPlakyR1XU4BJJllek7T6ze5csXJTK54Dp1OrwT4cRtWsHLVyq+I+c++b1jN/Jdde1vsO9Sg2zfFeJJfge2WqFa3A+dRO78vHVttRZddFUX56kglccwfEznYhSgBLqpR3INblJHbAb2sffek5W+ub/HhT7WY04HjHaIKcllE76pisEgw5UIObhdH7Arfruq+nXOUpPLQ9zyqbfpBwdUCTj5QOvQgKE06pa0kmDnwTQX41rrBAZl3OYWw6MzQijLectUcB45K/ufHhuj63bHFvXVRVFgQCisEmZAY3BywEqIIFIF1H8sc6IF0SacDv58KqurbLYEHeU5vBgRdhlxMJopxyUwL0iy3MMmvDt2eZe/hlMNdCL+1732Xv/Cqr+jDB4Bc+fjnf/HnNFth+tgecfyBI8HL63GKtYo0c8lkHAlqkTM/jCNb3KLQATzKeXd1HbbfYBZUduEoVTGfL9rqpbw1UAvKf8rk1ZHqRE5Z/1YFVXFKQRFYNu+IeM9Hhnj8UOTORBlWbq6KIsQg9w689qSo2VfEVBXQV7dKlGIp/3nFpF+S7/WscG9Z9g0W8W0pBk6qcjBblB8L38WrlCyXbELZImlb+iStmu84JNUiw+SI4Y7NIQcOqrIh8zRnqLUCjUBDfqtw9UqXtaBelauQP6HzkLCgDyAGT/j8g+p0T7nVr5yk7/Y1px7XYv0y+fF77r7tzosvubKM4AAvf/nLiaI6W7bczN5dN7Pv0ARSDDHSFsQROc8mN7C0ReXEqwDDyu6bAR/AASlrCVy1gIqIKiXJvyaqETy/d39kXUZx4aomKjQ88GjMW987wubtMdZHbiFLeiLcNLXn3ku5wy68UQUYC75ebewsqIv7LzxdFF/Q9xiI4MUfeSCalyu3pddQV8bdinUjlHxc5DVyaSwGWdAXISTCKPeeJpZTj0v54Lumecu7BZt3xBDmUTx/D5zwxAxcBbESKySZgEwIEuF04L5pFgo3+ROafPRPWrRy0dgtm3VXUKPKTq3xG/uUn+Rx29yU1m73qc73twYOlyNtyerlGQfmjrJy7Sm84OJL6Xa7wO8MAtyqEaJagwcebXPTV8bZuLbO6klo1i31qOTXC7uRg4mkWfCxB7ge1Gz76FxQjhLgogJkgS2rA1TB78DtgJ+hQsucUXzo+gb3PxSjVRXQwcAfRTA4ZylzlVwBdBZXLxapBz1wn6IuPqgOfbow+DRgr85pDoC9qhW3OYAdRbG+XJjLBbwzrcn5uFPuSYQxDuBCIo3CYFDacsZJff7dq+Z511+FzGUeHbacDBY2B3oO8HyY2UcC/7tT4U6yQLj14JG0RMItlw2tW0WoiyaVpyn5yZsD2y+hUsotHFY6D0ipw1cUSLSxhEHAmnbML15W58RTaqxaMUaWdor3tQD4WDum2aztOPOE4UfN1PixgUoYbVuadUMcuhJfdbxMiHIIIagkkgN2aUsAfJBmuHvIObgHtbCLPqYS3d3l11EWGVg6WnD1Pzf51M0N+r6eJ/y9rERxxxEL7o0XVA02dopk8ns1eIoQPQh8H8XF04F74FJdjeC+pV12Mz0P94WNQQFWWUERlBWUgXsjMdIgcnBL4fdkSrRVDvjGEmvNa1/QZevugKuvbzKfChfJraVwwi+A7d+EijLRPy7clSJBkEhBYvPKixHFbtFQOqAH0lkDamvRUhAYi1b5GsMC2H4IovTNCZQmStxCqm5PcGRmGfWJZY+uOaGxo5OUb2oB8JUrV3Lv3TfdtGp5+1p5+sjv9ed2EYay6D4K6S+J5SXZl/YKF6liJlJXAF5yaD9CJivlPemjtRgEeMHGPMChAu48kivLXCK5+vMN3vN3bQ5O5ToTn1AySE0GojdVQdXTA9rLkZ6q0bOkYPCZZJgVkA+UBimjtgO1WEBXSppSTTopEk7Xthc+mlcSUJGPvAnjE2KLERKMQmNZPq753X87CxY+8rkmc6mqJJuKgrfYpbLsymNCuXfOSDKhyISkL51XYiwd0GMPdGMd/ZCWULpIryu5kLedqHZ8vUR2ajYjyQynnrwcK2rX3nzLN2561SteshjgAI2aIgwbN8rg6CuazcOnLx9ViHxG0W0/ViSpQucrBIXfdLAoeusKyKstdA9wPwRclvvcBq48DREUfyw/tVeAPQc6EkQM/3JzjT/9cJv9U75iUr10VisnFe490DxZPIomcuoyyLkXqCgr7Yny8WdAvJ8O6FCplvgy4qAWZSFN8Xpxmde9nbY6b75U6cuAWEu6YGFlLldVvgKPTiwrRhzIj8xKrv18A2r5i8pHysoEQ+SmJNVXsTCaq6KDbIwikYrMSPqyCnRBZB24tbSEttQ9+QBkcZqUfibopi7BdQpGzcrJFKLu/UFQv7GfmIH3dADgp5z2Al7yxnfcoa341vknmNPf8vIZ6pGgm2ZgA7RuMD3XpJ8E+azdoB/JwDS7F0BV3KS8ECqM8sHfviXJ3JXAv18+ogkBcc2iAotJ8sBRQZSMBTueCPjY5xs8eUBBXVToSDXBlAPRe7G/4FKlwQXRuvJ7Fw4XD2SZS2C7KsLyBYMBTr0Q4ZUITlVoVYlgA//f5GKoSiR3wwYyV/YtBHlJT6yx+fcYx82tdJw91ayY1PzSSzt88/6QR/eGjtfliW0hGEsEMrBENVM0mwROu0JO0bJMkcznwSd0a1aMDEhMSCYd0GsSapZi/5FLQvPVkDktxkI3ExzsWFL6GGvo9mPaUcqbzp3jNZft/5Y2/3DHFZf/zVMDHODC00/FIhmPJL3+w1x7i+ZL94wyOQSvv0Rzwkr31xoEdnXfTcaAsaXMUIFrn4dhhg00j++VPLAz4ot3RjzwaEhQVbRhscbSiC0vPL/HeacknHx8xmjdYLNc3xDCo3sC/uCDbW75VuwGKCvJjrs8VgCPKBWDYoEkdhF3HtSAl65c5WQJVGjLAiXhQFSvPiYq4K+iukgiSzAXjy+M2pQUxe/0kRUOLqkKsRwdkZXhZVHQlBLwrtLiIrnNPciFsdAzXHZWnz/6jVl+/4Ntdu4NXIQASAUjDcPJJ6ece4pbTNuIDUbnV6D824JAsGVnwBfvrPHdR2N2742xSuX2eCFGhiQyJJOKnnFAr6t8HlZBmEf1APf3wsI5J87zukunmRhO+OK9IZ++ZZL+/Bqy7CS0NsD3APhb33QZQgTJnu37uPbmGh//yjDKROh5wb1bBMM1Q7Oe5tuADWGQEQQZYeAtGUrfvyBIicMUYzNmOnDfAyGf/nqLHbtiHtweM91XdFMPQn99dmYrAsOd36kxOpTx3NMTfvOqDueclFKvWXYdUPzhX7f51E11Er/rZAGgiwieAzDIb35KZ9Hkv4/OcjCCLyz3FVRELI7OYhEh/8GOaju+DP3Viopw0zFisG1vTa78q0ZzKyqJaRnF3QlgEPnARBXsFoM2UA8sr3thD23h9/9nm937FfWG5axTM37zqg7nntpndEgzEueUzcqCHoHLz849KeU1L+iyZbtix+6IT329zn3ba8zOR2RphA1DjIwc0JUksW7ou2ahli/HEkIQhZZlw5bzj2+wdjRmcrTHr71kjlBMc6B7CiOrX5KkmV70Xi4C+Pj4GMjWO//layecfNv9By7ZMNxjxahiYjRk+Yik0+vTqKUoZQhD58wa5hFaKecYFQYpgUpJVcoDOyU33NbgYzc1mepEzExFaOGmTFASakWhlaLWajXWZEyliqkDiie+HHDL3RGvuLjP297Q4T1XN/jMTTUSF26r6GIAeTlaq6NnC3XeCxshA7pvBoG+iLYsEZ2rUf37AXQ1avuPC7AvKhVSROkSvD7BrFi+DUTpspRYUhpPV5wI1jdenFG9wBhLKCy/8KI+gRS85+oGb3tDh1denDA2nBFYi9GSNAnQJigct6x1nELg6OdopLlok+aiUxNedVGfmQ587KYGN9zaZOvOGj0ZgYwwJqSvQhLpxufS3FjKl4+bsWD/oZh7HwpYPtpicrTJVc+H5uTKr08sX/XO+bnZ7w1wodp87gtfmZ1stR8594TW802KqtcUQy3BxEhGLdJEoSaKMmpRQhQmOcBTwjAjChOSLOOxA4Jrv9zkEze32LWnTk/k3cTC/8/VYQvk5NmVtQZMCiIFkYCwpMZy4Kjiq9+MOO85KbfdF5NYKpG7Cu48yayMYikgoJJUkieRC4C+dDOH7w34hbnl9wPuRR8sAPICHl6Mc+GpB3k1hQqYnd+f9BFdPHXCOXgySPzencIv0TjN0SVnJXztnogXnp+wbDTDprbYvKx15O6NchP/RSu0LPM6SpsxVNeMtlLe9cZ5fvHyLp+4uc7Hv9Ri36GYbj/GBiFWRXRVSGolGpcQx5mgm1gOT7s5zOk5xa59DVYsa+lzl00+8sjmr82edc4LvjfAIZ+O1vNvPe/U+Ln7D86cESpJo5Yx0k4YafcYavZoN7rU4h5hmBAqF8V7meY7jwm+eHuDf7y5ydbHGlgVQhCDChEiQEiJFHJAAyLwrV9IjSI1Cqtzs16rwUJg4Zdf1uN1L+khJPzBX7fYd0i5Ou0AuCs8g8HoXUDfA9vHrKdIMEvwDw6/lsD3obs8ExZH82cAbirJY/XzakWl4OH2Kaoq5BF9ELy+GVRwbipDElRB7sBdRPH8SShl2XNQ8QcfavGZL9VYt1Lzrl+ZRQlyV62QNItIs5A0C/LJokqFKfdqUXnn2VXcHH09bmXK7795ntdd6oD+xdubbN5dp99NsUFIqiKmVUiaSrSVrjGIIdMJ03OSMNTM6pEH1h+ee+vkWHvJ93hJgF/5kiu4/56rdTq2zN7z4D5O2yCYGO0z2u4wMTJPHHWAHogEi+bAtOU72yRbd9e45osttjxWxxBDHIKKEDJASkUkhcuUhR1wjvKHtpAYwbyWdAgxNoOsjzCWKy7s8foXdhiONP/6yg4HD0l+50PtMqsvhcQU1escmIvHzxaAuIjMlUYPS0fq6kKtwfZ85fDVoO8Vuhd8QxXQ/vCCPut5eMGzS62Gb9MLXy/3g8hVWiIXRO7iNljNKaI3Lk4YBP/znxr84xfqdDPJdV+uc85JKS8+rwtCoLUizUL6SUyS5lHcDgLcd6z9gEqg3NqVLAsJgowT1yb84b+Z5/WXdfnoFxs8vCvm/m0xU3MBQoZYEXO4U6PbD+hrS6ot423DicektFatsw/vmddXvuSVzxzgAJNrLifp967buH7PxnUrdzUnR3sMt2Y5ONPjM3coHtpZI1AxUlj2HoIb73YvMMsiiCMIIoQMkVIRq7wUJG3htx34sTRR8lVng2uJMomxgk4qQVteemGH9//WNCdvyLApNELLFRf0uO6mGvc/olxGYpdAZB6xq51KT08G/U4WN3SKBVOIRSAeOJcqmK5qUwYm65cI41VqUh2qLcqDVa8ULzbKn6OLxI6GeA93x/LsEjOb+YZMQ8m9KZNOfNOmSA7L1yUjy7e3RXzljhrdTEEoeHBHzDv+agT9W/DS81JEX5KkEd1+TD8J0LoC8AF9f+lhE0iNCgJClZHpjCwLiMKETRsS3vOWGdIMbrwrZu8ht10aKdnyWIMb7x5i5+E2U13FTKLZJNbOv+aFF15Xq9V4+1Pg+CkBvmrlOnvPnZ/5wPHHHfPW/Xs2N1cum+JjX4u46b5x7trSYnomcob5WQK2D4Fxa/caEcgYKQMiJWgoqCsH7MIKTeU1aYU7uys0XBtBlBq6WtDRGS+/cIY//fVZTlwDWS/MNWuaU49Jef3lXbY+FtHXnqoMhtAierOAngwo9J7iVgHzkrVx3/ipVk888G3leTwduKsfe6pTaKEr4PeF54KOmAUNn8HKy8IVKH41eFEyNKLwISnKi5UnYwGpLL1Ect1X62zeGbmitJTYWPLQ7oh3fVBhzFFeeJYmzUJmOzV6fZdo+lhTnbcNcg8bpZQrIWuNDhSBUuhAOVN/rQjDhDjQvPYS7a4OqTtpjswmXHb6IW7+9gyf+sYoY2Mhxxx7/OF7vr3lA6979Suf8mL5lAAHGBo/g6Q3xROP38affzrjk1+bROoak3VYN2Q51BXsPSrQWZr3VGOQMYEKqAfQVJa6tETKa8VLfz83u1k17hQFXelnlq6xnLdpnj96U48TVsd0OwKRS2MtKbVaygsv7HH97Q3u2RI4ki6qr7OkJwMUxfv6VcBZ7WgOcnCxJMAHutILlYPfi3g/1eGjuFhQOYGB6Os5dTk0sKA+XvkeUVRZFpQJK4lloUgceOfcRrv7Hwr5yjfq9NPAOfB6q41AseXxFr/zdw06b5xl0+qYw1MNklSWgaXwxMkVptI4v8HAoJQiVBptNKFy+nRbKTEak2KNpZfU2XtgnOn5GrVYc87xfc45YZY1y46w/Yl1nHPaiUyMjjzt2/q0AF+/Zl3/sV0z/27vzHH/9KXbZXNVM2KiZWjX3XLYdltz0gn7uObLlvsfHcLIkEAFtAJoBZaactuSo8ABO/SgVvmgsvL7OMn3b+b3UrBxg+CF59dZPjLKkWm/R94lJxaQieWMYzPOP7XPPQ/WKN7ZSpgV5IIqKspAj8F829hSwqoBWzYGo/TCqkrBwwvgi4Fkc9ArZRGm3f0iilJNMkXRkRysppQngZ9JkAtFWLm6UA609CutfEpw2wGK4p7FnQ9EfOfRMJ9fDIoAJpUirkn2Hqzz0c+3ePFZMe1GrbJdurxVRxbDwOSyV4MOJIGWmEBibOZ89/OSYBgkfOdRuPrGFqesHmWkERNHmnYjY2y4ycvOmWXHsavnjRX/rtVe3f+BAb5735NmeHz9PWed+ZKZTbd/pNmMDXGsaDcUo0OKE9b2ef6ZsH7ZDL/87iH6StEMYCgwbhV4YIkUhX7cR/AgB3J579aEh4FzJ2o1FCsnBHXV5slDklajRz3uE4WubCiEwWhNGGtqoV1wnS9vnpJUI/aSySZ2cYlw4cdVQC+oqlR/M5X7KrKfEuSVzt8i7feiaol7UtVu5mClpVI6HJDVCmTR0JGVBlAF5JUI70+xXiLRfpGViEDFSBXSVoKRyDBSA92LefixkBUTklZDUIsscegHW/zooiAMnAVEoCRhYNDaR2+3ptwviVVKk2n442tGuWPzJC84WXLcKhgdihhqhuw7HDM23OaSy66cGZ1Yf0+/d9DwNMfTAnzVihU0G+rQ3j07X/vql55xyz333Bc26xGTo4LlYxlrlvUJFfRTCTIgVpKhwNAMLbXAFkPJYR6twyWAHQZui3IUeqtcRbspqcWGfiKZ74UEgVcgGmTmOqbGOqWa9af+AJRECWYqSSaehtglefWgub0YjOZVLXgVwaL6+VMdT/8NSxRUSu1JpSKzqNFj8teRR3AvthJUKUnJz6tDEIMKxTJ6l0/ZTROV0uMAIQNqUtAKLc3Q0oottQB6iWZ6zllUZJkgjSAKFVFgyQJLGAgybQmVIAgsOge6DjQ63zfkf3+gNGEYEIWWREv2HNIEwjLfDZgYCQmUZnT5aemhKf3aiZUjhxph++ne2qcHeKsZcNfmXQyNrd/Tmug9KsNtJ66a6LNqmWb5WJc1y6ZI7Rx/+dlRtGwwEUI7dAMSsQe4pyNBDmyZmyUWAHfAjkJJHCsasaBRc+NvCAp7gEwrUq1QSjkrMuMksGedlLF6mWHPERwfqdCTQlxVAe+iWvjCZJOnST5ZIrr7SstARH+GJNwOfusigdVS6kG7OKov9jKkALLIa+PG+qoLZbRe0PH0IJMK9hyQ3Pdw6M6wHORSCOrSumpY7jdpwWmy+xolBdY4tWmmQYduUVSmFaE2ZIEg1JbMR/R8B5Q2ee3cusQ0jhq87TXz3HH/LDuPDOGuJim9xHDuqU3OP+fYR1esW7En6TxC3Dzxad9iyfc4hJA8vvXuXWN185YXPO8EVi+f4oS1R1m7/Aioo3zoczW27RtjpKYYiQ3NmqURWeoR1EKoRYJabjMR5waJcSjdfZzfR4o4Vu57Y/JLnCsjAgP7aLwgyFqJFXDuqQnHr9DOw6BCEnzZb8B6bUlQL6FHWZhcFm9GhWMzSFuofM8zwfeiiL2wqQMlP6byNSj5M3mN24Pab2Pzj+Ejvf++yqxkPu1TcnH/iwRSwbZ9inu+GznXn1z2IIWorFTM/zZ5aTdJDL1E0+1run1Lrw+9RFRukn5f0kvcrduX9PqKTl/R7Qd0+iHzvZj5bo2ZuSYblsf82isOIuUsO45Ytj4Jjz7ZJWhuZP+h8C03f3XLrkB9T/g+fQQHOHfTWjrdDvVafd9t3+S27Vvuvmio+STf2m74p9vbfOWeSRoqYqJhaEaGer4oOCyoiE8cQeVRu4jg3ooikMShKIaa/RCzrDz/MvIMAmLfQcnR+Tw0Vxo8voO5qBX/FG6xhQx3weNVwFcjOwuB7iWiLI70JfIHEe6s0Cgi+UDb3n+9UgN3NKQsqdpij2a10eOBJxBFOfApmjtLlBO9a9Zoy7JyUvPogfK5S1iUXzgjemfdECSmWCTlqyIm9xrUBnTgJnYcPXX7LoNAkgWGNHNXaq0FmZEMtyS/+rJZ1q/czydv73HXlhEuPrvOOWeuv+05p12wr9/roGrNHx7gAI16g6/fcc92ocY+sG7tWRfdcOc+PnxTi8eeGGbFkGSkrmlEllpEnixCIMv9KuW9cI8HObiVIAwduOMwB7f3WfGDy9Ivw6qKNVyXDQNfuyfmwSfyMk2OPpHLY9WCecvF2pOllruKpWmJ/1oFwO6cKoE7UEL8PmqFRcUkv68C32tLEL5NX6EpQlTAnbfqjfMoAVfmNAVFKbm3H2FbVDrMb2kqOHlNxqXPTfjGQ5UkvnI181cMbZyPYJZBorz9h39lstgrZPKcQSuBVpBJ4Zo/GoI0Tz5DS5JI+klAkgS0mhEvO3eOE9fO8r8+aznjlBezYmL4AzsevnP78Sdd+Ize22cEcICLz18NYviehx85dP2nvrr/1b2ZJ9i0CuqhoZbTjygsE0hvn1DUuGVp2BkoWZiWu+QyNxHKjYT8jGe5/sTvovEWZE7AY4Gjs5KsryqqRFnWv/PLqRCDM5dVS2SxJPCfInozCPzFbfwFb9qCtn4B6Cr39h+LCrgrEVxUaYsdjNbkvBqfXBZfs0XSKYUDvPBeKfljBV0xstLGlwV1ieuW0bahwl3cOndKTxNtvfMrpNqiMj9OWH2t3pGKwt8k0yKvk/t75YZnFESBIuprOr2A2W7E0ek6zXqX33jtepJ44/UH5jfdk2RTzzh4PGOAC7mKr961b9fo+EVvO3HtNhUmR1+x70AXhKQWCqJIFDXs6mCAv3xL7ymiZF4qEoWRkI/apbdhaRzkbd785H05kGyQgSWOPMfw2b77/SFlDby6raGc3rFL8PHSc/ApO5wDSWXpnVew/+rrfgbva7UW7huWnq7YBTRlINk0ttJ6t0UzyFhcFM+fS7lo1Y+0LbGOMM9pCrkrErSkn+DtqMCawtpB5xFZG0tm3DLWLIPMb+fIzGDu4iO5AWVc4PFeML5R5t5HN4fpruqWWqSxNmSmO8r6Y9bf8JLLz3wbPLFbiGOfMcC/N0uvHJeft5JG/5u7X/2S0zcfs34CKTQjLcXYcMjoUMToUMhQO6TVCGnUAmpx4Ew6Q0UYKKJADbjShoGrkYf5upwosPkQhS3csQaWT3nhjnAnwWP7JFt25lCWqgiVSiye2lmKjgwYYS5VUREVQ54qqBdE8SII4Fn494fuAXpCBdzFvShxVoniXodS3YQ8uNqEwhxnMLksE8+Bx4uvOc+TTcekrF+ROgTjFpGl1tmxZZ5Xa79L3kXxNHO3LLOVzw1p5sYT0wySDJIUegl0+jDfhZl5mJoVHJkRHJ6SHJpSTM2G9PqaRnuS4WVnb779zge/L3DD9xHB/bF8+TJGxle/L25tP3b1qvk3xLJLs6GIAhelTX42JxqyzKKN/0t6s3xBELipJQ9yx7mrBp4md6GtrAes2ExIoVGh5sE9Ad99JKIcw3GlrMJQUy4YTSs0KIslsn5TRTmeJhbRmEWqwqVoSxXk+OTzqfG98Ks+UnvtSUFdWBDFyRNOWWnhG985zXfC53zcTdZbRN7Z1MI1fozMqyuVPZs2j7baCk7fmHLKmoRd+zRYjbWGxCiyvAyYqTx6a0sqLTLzyb0tjZrwLTebvz6/zptikDjLTH5CGKxxAScMJLMxHLd+jLOes+a6+qpT35d1n/h+4fr9A3x04jj+9h++MJ2pY37l0uduW/3EE8nzG3VNPbYYLeilgvmepNMT9PuCVLsXIXAgCirdzFCVVstR7kzrrd2q857lVgfnZBUGmm7Pct/miP3TofthC7c1FJTEDgC9uB+I3GIJ7l3l46LY41itjFTls0VVpcpNnmkUr4BYeGxXaAqQy19tUUnxaqmCixe0JNehmPxjQ2EEJHAur7IS0QcWWBXlWEWWKZYNac54Tp9bNqdu8FwaUqtIDMQ2595y4f7QfIuxtKW9c2ELIguQC+FcrFJt6PdNXl409BOHl1oErWbIdBbd/qZfXfsre3d8qbP6+Jf++AEO8Gtvfinbtn6jY+1lW2ZnbzxvYuhw2G5mhEoxNVtn/5EYYwKyTJCZCoAKoRWFB3eQ8+7Aexb6m5/SDxas51YaFaYcmLJ8+6GY3nwI7SW2NeSgLoFeAn7xgtXB6frBsuDiEmG1q1nBNtV/BznoU+K6ALE/T0qKUnFZrZwATh++hLtVHvGFqagcjURg0JXnbCruV0ZLdL5WW1uBsn4teL7vfijlrJP7TLRSHj+agcnQJnDeJgZnyWYsqQGl8/dWiNKdN/c0kdIgjbOPE8J5mfvau9aWfmqYmdccmLIc7YAMDLXQcvbECG/4Vy9L7rpXdM5/7gU/CFR/MIADSBnw0M5dvxGNb3zejXcffk6nO8srL0yYHGqRZKNMzwcuITFgjd+MTAF0B+58elqV0TsMTM7D8y3FS+y7DITm4Z0h926vQextkRUqH6gIlgKz/7wSxUUlOheG9L6GLpfm4wP1bSEG6cpTRO4lWcpCflKtmlBJLitsxU/oALllm81Xj7jlqq5SkYPI3+duVtoDXDh7ZbfwyS+vqu68V1ijXdu9rzjn+IyNx/Z5/N4amBRrQ/omoK+dxUOgvX+JLfY0eaoiM9es03lkN9YWe+5VPkwhhVssPDVnOdLLmJjocOWFXbJsiE0nbeqeePyGu4X4vlLFHw3Aj9t4Hrv2d+18p3PDF75++Phv3b+99uTBjDM2djnvhIx+H+a7LrmQArdgNue5fp+PN+oMqzdl3GS+0iXIVVas5A7CjCM9w2duabB7TwzNypbigp7YIsks3viqU6z0EX1hQ0gUkd7xcbGIj8tK9HYCrorx/RKlwqfTqSyM3KJCU6r6bh/pDa5CYnPjSv+xzSsaLvK4UoqrTnjzIpHzb3KgS0cfjJO0amORxu30Ucbtu5dG0U9CNqzKuOrSDt95sMHhfgoyJRPO5iHSPpkXg4tzpQ8uIvexdMmwf71KuiKDFBAoRa9vsCLjygs6nHW8YPVozPD4mt7Gsy/5qyCUvyfE0+tNnu5QP/D/BP7qz95th9ecftvqSamuOCO7YH4mUTNzDbJMsXOvZXo2I3NZpmvzKkmYm+fHeWkwjixxaIgjQxQaosgQh5oozIhCTRimREGW3yeoqM+t94e855oROlkNAjdgEUhJQzmrgVBBlJ9ApQbdlaC8XNfLdFUV8FJUqIooI/oCrl5E9AW8XHquu5C3i6Xun6KeXrX682U0Fl4UqpWaSg5QfCYGvuxLmyz4vdWJplIP7/sG5UKCY1am3PtgwI69ITbXpRihUAxeDYUQFflxdc2LyNdyl3bc9RhadctwyzLUdIWGDcsCjk7FPPzk+uTUTRPvG6tv+2PVuDD7YTD6A0dwf7zzX88lw5PN9265fyg5OjPzRzueMDLRhsPdPvv2BywfFoy0IFAyj0aiWE7lPcWjwBCG+bR+4K0ndOG3Evip/SBhrm/57M0NDh2Noeb9v92O+UjYwuu7avtV9fsuvL4XRPPCt7sSyQv68lTgpsJ3KwB7JrmlP4rILcrupY/Y4MfUnCbcP2igoCbONzD/uEh4ffLpvrk4WYwoqIqL6p4XO2oii2RToY1BmoAkDRkf1rz68g53bq5zNA1cFDeKjpAE3vU1y08YRHGCKClQeRkx1HkfVrgcrB4bxoc0y8Y67DqYEhxu0ukZDs/VjI5H/+jjX1v9FzqZTX5YfP7g5CY/Rlb/OpsfHOo2h0+9ftOm022nn9FoaI5d0+XQfMrhWUhSgzGulOL5d5hHcGdBYYhCXYnc7hZ6zp1vLM6E5sOfrfPPt7QKdyRkQCC8a6ktDH4GdnYWq8L952JB7VuUNEWKJQE/kGD6d20Bmr8fYC+J9Py+6B1WBFhOSFX2XUylM6gNhebDGIHWovJY/rkWuTTVVUt0rhPR1e/JebjWjqZordA6IMsCXnVJj3/7mhlqJGAS0Cl9bZnXgk4m6GlBPxP0tPMP9LXuNHOtfJ1b3kBuhxNZxkf6jI0c5dEnu8x1u8RhwkmnnG3PPeu060/ZUO+++51v+mHh+cNHcIDRsbWIYPW2M08L3ypl96+3PPCgfNFZPR56AvY+EaG145OOplBE7zjUxJGmFmXEUQnsMoo716wgSInChO37BB/5YpvD87GrI8kQISSRt/vyw8w5FalSkHJjg1gQ0XOtTAHuajezrKBAWQkqjH2KS73/XHz/IbyK8TzxLMxURfm44/wuUnvhlZWOh7vfZ8tNxIt0APnPFbnpphAILXLPEZvr5CVSW6SQSKGQ2iCFIpMBMg0Zb2refOU8N9ze4JE9ARZnft8lKH5HOaxh8/fLFhQlDAyZdiVJcGKrRpyy5THNV++pc+axIfXxc8zYsmPfevF5p2zb/tjeHwU0f/gIDrBm3ZmsWrk9Wbbqsg+36+13nHHiMBtWzDDeNi7RU5TDDaEt2rAe3LU4oxal1CJn9RaFKWGQ31RKqPqkYcanv15n564a1psHiYBQiXwVycLV4R7YJV3xwi/5NOBeOCPqebWP6os9UhajWfxwsbyA5iINSjVSF5/7jqKP5qK8VR4zeddRa1FsDdaV6okptNmqch+4XfcmIOmHHLNOc9Wl88Q6AdMH3ccYTVdbZjLBXCaYTwWdVNBNoZcKeqlTGiZ5R9NHc61dHf7IrOShJwxH0xUkWfMdr7jiwg9/9Zu7knNO2/QjAfiPJIIDCHEhBw/u0yef/sodu3asnL1/28F2dz5htAn1WFGLJLUI6pGhHmvqNU2jltKsJ9SihDjKLd+CBSXBICGMU264Neavr2/TlSFIF72VlNQkxMIOdC+LweaBfTtiIJoX4JbeYD0H/0AHswSzrIhMFgJb/KhoSo7solxYJeNU4rEtDeFt/vwc5a74GQ4MEluqfi5CSLRwvoRCi5yDu6bQQBSXhswohA6QQhPrgH//qnm27gr5zC0Saq41bIjoWkVmBV0jaRhLal1ZEOvpoiAKDP1E0+1LOj3J1GxMLQh4+QVtfvmqi2YvPPfMHQcO7NdXveiMHxUsf3QABwjCOsNDUzecdubZv7Fzv/6rSN0yNjE0S7OuaNQl9ZqhHhsaNU2zltKqJzQbzikrjhKUzPJyl/fScKA/NCf44Gfb7DtYg8j52AkZEHlwV6b0B7tqVKJ3eQuKSC5KsBcRugJyOSgGQiyOzQsamb4h/YNHcTFIVWyVbVCW2rxc1gMdSWkKRDltU7ZEKWpmxcmrnfJSFsC2eRvfJZxSq0LNqYUhywwrJ3r8xmvmuO2+Ggc70msFQChSLUi1oCMVc6FitC7cfk7pHLKiAFcp6xpmY8WegwErJtfyzrdcdKQ2dtbbv7tt7oYzTvzeGu9nDeCjIyMAzEzPXPPiSy4O2pF6301fvW2yFnQZblpadUOjrmnWU9qNHmPDHYZasxye6XOk67qUq0YMSjjzmDB07v1/8dEWd29pYMMIVOQSSylyI6FyWn8wYlfq32owWiuVP+Zr4UoMJJhiQRQvgGwHAuoikJcRlgLtlsEIvwSelz4WRPCBYYj8P3rab4RwIBUWK0vNil+fbau/TIDQZR4hda5NERKhS2mx4+sK70yVycC5U6Wa556S8B/eNM1/+7Cin6l8QT1EMmXtWIqSip6JeGKqTb8eYnFLx9z4os4rW4ax0SGWrXvewY0nP++/pGl6zQnrV/1IwQ0/YoD7Y2h4iL1PTl+96dTzZNrd/6dTB+6etNZtimjWMtqNPsvG5ugmM3zhHvjULcMcnouJZMbrX3CEN13Rw5oApQy7DwpuvqvBfDeCeklN6sUKjBLcPoIHvk1foSaDQBcV2lKR8sqydl1NLAsgVkp5PlIvhUqbo1xUkq+lGkBFolq5Lfpx1U+rswe28nPId7fmOhNp3W74clYzP3SZA0sGE04hSqoiDUUJURqZ0xSDFAFChDSbGZef1+PvPpvx6F6njpJW80uXH+V1l6YoKTk6Z/nk12e566Ex9ky3UFISB5Y4hO6U5uC05dQzTjh4wfPO+21scnVcG/5xQPHHA3CAVSuG2bv90x/etDHSD6Rjf77zsQNjI62YZj1l9bIZUjPF/7q+xjU3T9LrNqkpBTZjfMhy1fOnnFMBGV//dsSuoyGEYUFNYiVyzxVbeq2IMnL7TukgVREVeiJyo6bqPvlKEikpRq8W9tNtjrQBM8xKVIW8Bs2C6L2UdJDFupXqrxzwS7GDAF8YyaXMdSqCYmLem+Mv1SYSeV1caOkitiGnJeWawcKJAN8Ucs2fNMlYP5Jw8Rk9Ht3bBBmhAstFZwaccVwLawPisMeFp3S47mt9/vt1y9l9eIhGCOPD0KhbRidWHjkw03jn//jbr33k7b++tK/gj+L4sQEcYNXxV3HdP33so2m2IclU80Nx+Fh7bGiGb27tcO3Xh/jafZMEtsaJyw1jTc3oUMDlp41ydEYx1JynWe/z3R0hB6Zj53coQ2IpaEhbbOvye+b9uotCWFVNJL3JkBLFXGh1jM4tcxUFB692HavHIqPKSogtBl8WcBQXvRcArMrbl+hoFj8vP4rat6k8jwWAlabU+XjFoZICq/wzXZAU68rr1O490EI6zm1cOU9rEELl31uqApM0ZGIo5dTj3K7BIKwxWpN89a61RDpiYsQw3OqzYnyW110yw7KRJ/n41/ps2zXKeEdw6YUbZletWflbKuh94uVX/sKPE4I/XoADpFnLzHSb1x1/TJitHZv7h3se3lN7/yeX8/CeBivbivVjmokhGBsKWL0sZLihmJ41xFGCFYIolsggxMiYWElagXVeh2qQlvgIXm3mBAuSyqAAtyhctfwYnd9ELDzIK/TEgSpXwOVlOQrzy2qUdcD2/7rRMJ80DobwJTXmlAlklcOXJcLKgE0F4tVavMz11AUXJ6+u5M+qvGLYgVKoNk4jrivUxJ0I1QzV/aRAGZI0Je0DVlALJMsags5MxEM7Y9Yuh4nhgH6iWDkhecWF05y4vsOfXCNpt07ttYZW/urJ64Y/vedA72lNe34mAP7Lv/hq9u+4Wi87duTTX71pud596OyPnbxyTw1jiIxg+ahgbEgxPhwxMQph4CZHaqHloccU92xtYESDOFQMBZZGUHGoVWViKatJpY/g1aFnJQuAe5AXAFeVNdxF9WQwmnrHKJNDRefbMqwHv08orS2oTRWIAxF0AJi+DFmpxOQg9x14383UuVrQGn/CVX+OLemVERgJpjJxXwxRFDoV/73u+6s339kszDcKPu+360EUZpx1UsJJx/TYfXAIISxaGw5PpQRBRKYjMiOpxxnT8wlbtjX4hRdt7M1my375um+suf7BPfv1n77zDT9u+P1wYqtnevzZB/6ZePw19s2/fsHWd/3m7MOtln3Z7iemwhVDIasnQkaHQ8aHBRMjhvGRPuMjXdqNGf75Dsl1X5sgo8loLGhHhnpAEb2rOpMBz0MpchkuhIFYYDTkBp7d0LMkCNyMqLOzqHgmVjh8IaX11hS+VW5t3hInn28sIVxGSt8oyu8HREhLadIrltLF73HDBVpbtHZLW3V+8/vbtfcJN5UTzooFVKbMK6pXjILaiPJ5COlXN5bDybpikqkUTI6k7DpguWdHi1oQ0Mi3YUvc9/dTidWKbppxuH9sRwUb3vyWN5/06XPW7TJv+Fe/+JOA3k8G4ABfvfFT3Hfb+Tz/0j0PXvTCNTtXjUZXrJvo10Zazq5tpG0ZH04YH+6yYnyGQ7Md/vdnR9i8a5zJtmQ0NrQiS5xryAvJahXkypt8inxiKAd17qAVBhIV+M9l8bWg6sBV5exLgFDgdMymsEsoQVcFVaECrAq0RLVqU55EMq8TVz/3QPS+I6m2ZJlBG+OAbtwCVWtsIUX1Q8HW2GI4YlB5WIK76i5Q1en47q9/DNwmh0xLsky5dns+oDzaNoRhn7s3hxyardOIhLPJVk5bMD1nOHBUsWLFhumzn7Pi11/y0oeu+8DfRrzsZb/0k4LdTw7gAH/zd5/hj/78zbztDRObl02O7X3OSUMXT80cbXTmU5aNGVZOdFg1OcNsb4b3f7LBZ+9ezngzZFnDMFTLvfBCx7edCbw7ZCWKe5u40N8XEVsShoJQSUI//BxWhp+Lm60kpTnYKxJbmXPbLLMkqSFJy/azN8AsoFTIZ72Nhqu5K7kgX1Dl7wxyo1I/t+gW8EI/MaSpIfHtbm0x+ThgEcm1LZ6D8YlokRGLgedFJXIPCtFyR9j8HkBrRS8J6CUhSRqUDmNGcvzqlKFWh3u2RRydrREp52rWiC1Rvcn4ylMO15ur3n73Q0MfHw8bvPKVP7yA6vs5fuwcfOHxB+94E3/wDrB2z0chCA7MLnuvEndMLhs9yOToDIdnZ/iLT8d84pZljNRjljcNI3VDqwb12EXAuS5MT7nIFihHVazyf7DKcHMluQwDx7XD3I8lCKtR2xaalIX8O0eH+9datHHI6CeQZJpe30VUqpNAlY5h4Sw1wH/Lr6kc0A5Q7nMHbksWCIxVzMxDr6/pJaZypWBRcK5KeZUUKCMwym+MdkLzalKrJGT595piKCFn3tIWY4JSwJGZGrOdgEBZ6jVFqmU+QGz5xRccJQj38ReftOybbRNIzcoVI7zqZZceXH3sOe8yRn/0zesm+P2fNNh4FgDuDyFW0+l0//68c18gTljLnx7Z8y+TN97d5c6tDb7+QJ162GBl2zBaNww1BO26oNVw1s1GaI5s67N7T8hEw0Ud/4f2Wm/frawmlp5zh/mytzDIlY0FPSht3RbW4QrLN6DdgINTmr2HNNaWuYCnOGHxXETegLEDEXRh9Kzq4/3zCZQry420E2bnDYem8ukeX8b0L3jwaeYKPqfWUyZfXVL8bllEb1lpgGUKAiMKiwnyTmMcZgy3OjzyRMTmR1tgA1oNy1BTkmUSm1toRWHGC06bQnGYW77TZceeDZx57mUHz3vu83/bWvv39Ubj2YLZswdwgEajjrVHPrxyw3Oz+Z79y9u33DY6Wp/i5RfM8cXbYbJlaMaCdkMy3FKMDYUsG4Pj13Y54zkH+e+fanNg/xCNMF8e60HjKySVxo7KqUqUgzsKbQ70fBZUlZWYAT9uPBj9gIZhqJWgake5ZcswJBHt2BCHligUhbTVRUGDlLLg5T7olieiLU6MUh9v8gmnjFYjJcnm+M7XAvYeGGKkYYmC3PJMUMxhgqMkvlwohS2SZhuYPILnrwVVRO8i0mtX8zam9AeXytBuJDxxqMP/vqHGzBHDCStTJsfcShHy15NlklYj5V/uVIRiiH//qib7syuOnnHWef/54Lz9h7UTzx644VkGOIAQY0zPZtfURy86cu5pM8edeeL8+6+5/uvhSSthzXjIfFdTiwTDrYCJUcHKiZT1K7qcOjTLl+6V3LB72P1xxSAXL6O3LH0QlSh8WJwPIm5ULjdr91HT2nJAwLfZA2WJI6ejmRiZ59i1h/mLz8bsn6mxsmVpGVvWmnOqo4q69WBnplq58PtrAuXAXYsMtTijVU8YH55nz+Fpbt08yVBNItE0aw7kgQKR0xVtKfi3KBJuS1Q4ykpcaizcGJqUqMxF8UxagnwgIsuHKsCdLPVaxkO7LN/4bsRobBmK0/zkCIljiVKSg0diOr0hpDSE7QvT9kjwzvPPPmeHkNHnhag92/B69gEOMNwOzNThh254x2+8KLrznoc7Z5waffCMYx8QSTol794SEgQhQy3J+LBm2ViXodYcD+yEb2ypEcV2YPYvkIO0RBVOtjm4A6dHd5p0B6g4MoShs6eQwrgSV6Lop04zLYSrz8ehph5lxGGCEpY07XO0Z2lGIrcjsxXQugRQmdLX24fwau3bJ5n+6hCHmnqc0qglNBtd4rku2ko6qfOcCZQtS4nS/Y4ktfRT36q3RQVJh3kZ0zqHICFMMWytpEBmzgQz1aC0IMjK6R9rneXx+ZtSTjluju9ua3JgGuIwpR5LxocUQqZ857GU5t4R89qXPde2x479zYPdTR+597tPJueeecqzDSvgpwTgACPjJ3PLHQ8nYbT6mmPWqlvqavp1X7kz/pP5zmHWTQqGW5blYz1WTU6jmeaGO2s8fqDJyuFKR1N5x6w8kcxr3K7J4120IIocuOuxph5rarGmFudjcoFzXZ2aqdFLa2gtUcrVa5S0qMAlXtYKpE1ItWY+DagrXVhgZEoU9fGBikblcAtSvTERzgcmn02No4w4SojDPlIarHBrrVMjinq7pxnGwHxPcKTjom8UQC1w1SZtyu8V+TY7VwkySC2RUpBm/me5q12q85E1Lej3FWsmAl51/jTbdtZ5/OgQcQSthmZmXrJ83PD8s8d5fGrNH6xesfGfVq9f8fgx8/uT+uhPB7jhpwjgAJdeeCJA9wtfvuaRS69ovXf3vvForHXod3tz+9T48Dxrlh/h3u1zfOD6Mb67a4gwioq1hGEgiAO3HCsKZaWJU/Eprww612KTD11kNGsJzXqfdrPHTKfP7gMBs3MTTE0rlBI0YrCh8ebFIJxg6C0vn+M//nVGVwck+W71zJQ1am84WXY6SwpT9UtUxbImW1hlhGGGlCl/97k6811Ju5GfMDiOHSpBreZKjzrMMM0Ouw6GzE3HjNcFQ5HJtSuWYhZWWjJlUFqgtSWT5aidp0xhIkkiV/fWRtJLIl5/aZ/Tjn2Sv/pMwpZto7RqltXLawSNTXrZxOi7H5HivXdte0xfdcIzszT+SR4/VQD3x0tf9EY+/enr9a/+P6/+w/0HDgdbN9/xjpr5erzliT7//ROTdOabLG8ZjnYzQBFIx0vjWFCLJbVY5T4sLuGU0jeAXDIXR25krpFz3Xajy9jwHPP9ed73yTZfunuCM9bWOet4wfJxiZKWWjy4x0ZJwfGrUqxJ6esaiRZ5fbqqG/H0ZPD1LewgykIB6fwXw9yyTkrNjr0xmZGUdRAXuaMQWnXF5FjIVSennHrCIb74rZTfu3qSPTPDZC3pTqiclgR5bTsILIHvhOpS++LXbwfSvX+Zdl2eXmKZmWsz1mzyn67q8Gf/NIM16zntjHP7V1x+0Z+3h8b+8Javfo5LL3/5sw2bJY+fSoADXHXVq5manmW4rX939MKL5d69yy/40OdukMdOmAvWnTgVnHbSLB+/NeO7W8eJxtyalGZN0WoE1GJXDjPGlmDKubGL4JpapKnXUpr1HqPDs8z35/iTa4f5lztWsbodUA8s8z1Dt69o1GTBS0stq0Brg7UGbW3ptmrL6G29vTa2aAAVqkE8D/f+5+XCVKncgIAUGqUqmvS8XOkMTCW1SNGqCfpJzNT0BK887yBZsp8/vlazf27MjeFJQSDdIqgocA0im3MmVwWBxFr6ifPtlsKtlkkyRbOmuXe75RNfHuKUNW0ufe7q7D+8PruzvuzV5rhjTrjzyIz+3W5njnqj9WzD5SmPn1qAA4wMF45Gv/331/wzF519QVvYzt821e7XN2v3yzWjPXbEhjiUNGuSdlMxNqwYbrqO3/4jueGkKmvIgbJEeaWiESeMtDvMduf502ubfOLmFYw3A8abmjh0IqMiIucalIq7Q344cVhmKXUpuUVCuRhqaSG4HEg2PdArLrrSMCCQEnaghq7ypVu9RHF0tkajPswvXHYYGRzgTz6uODQ/QqwEkYJaasnCskHkjVAFcOBIRppp2s0AgSKOFCOtgPm+YPd+mE1iVGODqY2s+9TyycavdXpPzk5OPPfZhsczOn6qAV49fuWNr+LQ/l2zzXr9t7bufGL71kfEcy4889Crdz6+n1pYp9kIGGoqVk1kbFg1w0O7NPsPDzHaVkjpRuBchcFVKmpRSrPRo92c45O3BVx78zJqQcRYwzhNRW4HXXQLK+UzqDaEvO7Dl+Rs6VtSqaVXD38dcImmtxq2+Rbm8ladG3KqxbID5T4SeRVF0OmFTM3WaNTavOGSwzyw/TB/84U6U1GNWmCoZZa6dv9bCldVqkUwNqR5/NAcW3cHbFhmCIKYek0xMyd5cGeECc/hqheNXX/umRdsbrTW/49+2p095fT1zzYcnvHxMwNwgInl6wEOWbvt98847fXr7/7WDsJg26sff2wLU1OufLVqssOT01PcdF+LOs6A3fY09VjlMk9DPc5o1hPajQ53bMm4+kuTpDRZ1YRW7LZGuNa+HNzGJiu2Zn5VRz7ka/wtr3QYBqdxFk0o5CfOgAtrMQ9ZtmVsLhHUFdlrafzjeHSSSXqJotMPmZqtE0dN3viiObY8fpi7Hl5BI5Q0QkFac/8vDATNmtPrxCG84JweB+cFe4+2GWmlTEWavmlw5ulncPGmjddPmU1vP9yf3XXqc5Y92xD4vo+fKYD7Q4gT2Ln76K7ly8/+z5MjtWuSc4592+Ytj1989OB2hNzLjXeHHD7c5tIzJPunM/YcEAw1JUrlyWUtYbjdIWOeT93S4NsPj7JiVNKONLVQEIel2lDl4BMyN/SUzrs8STX/+NU6xqrczjinKL4Lmlcw7ELBiHt4wespk02Zm8a7/6f4xcu73PlgQmrqBc/3zSO/ACpNoZ8Iev2Abj9kttPg7I1dfuHSKR7c0eRwZ5hmKGglrrISBpL1K/ocnOqz7fE6l53d5EXnHuajn1OE8XJOPPlkVq079tZWs/k/zjrj+O+SpbtEuPrZ/rP/QMfPJMABjlk3CrDdWrsd2Dw//42Vp5+28W82b73v+Id3blGbVguOX5sylfY4sruBFK5r2W4kjA/PgpjiIzcGXHfrBI1GTDuy1PN2e1FHV+XIm1PZ5b7lQUaqNd/aVseIsNhfoIuhhAUDwuLpX4s/gRzvzudvjMCYgDOP7xMFfea1Ic23mum8FGny1SFJJuinrjnVSwK6vYip2SZXXTTNY/v283c3SvbNtWlGkrHEJbyjQwmPHuzy0OMhqyZqnHVKg/Ybz9JrVp25PZT61y9+/oX7LDwivteT/yk/fmYB7o/8D/BI1j/yiNb6xfun5er3/vbzP7XtwduHWu2Hm1nSYbTRot2wjLYTlk9Ms3XPPP/toyNsfqzObL/JREvQDDVxsRQrbxIFotgT5JdihUFGo9bnY18J2b2/hYxiApFzYeNKhVleIsRWllQJv1xkkJt7nUsg/cmjkdJijKLbj1m3LOW1l0zzDzcO063HbvAhr7Nr4/fhiAGQ95OQ+W7M+HCNd7yhw0vO283v/cMKdj4+ynDDMtvRTM0GBCqj3pC0xzbObzz9/JlV3e5rZXzcHimDXT/rwPbHzzzAixcSj2Gt3fW8cyceP3x0ftPGteb8o3Nn/5/Hph/JNqzcO7Z89FB7xfgsj+yd590fW86OvU2k6hGGgpoiB7fIwe0jeKnrUDnAa3HG/qMpn7xlmL4ZYqTutpXNZqCtIJKSujGlUb1X7ilR1JydhVqp8vPJbxRm1OKEMMhI0oC026DdtLz2ki6fu3ue+V5Masr/73XhaQZpKkhSQZIqklSRZQG9VJFmMesm2vz+G7r88bWWfVNjTI5YjnRWzr7iijOOvOzKk4KZ+dZbRsaO+eZE3Jw2BqPUzwe44ecI4FBEc5N2njgajKz40vzOqY1vf/vH+3se+eB/OrTvrjeK9FvpRz49dtJEPay99KWzRK1Z3v/JEGWcOi4q2vxeoFXu2XQ1dE097vOFewIe2D7GRDNgRdswPpoxPD7Dd3fGHDrUohXnyWHeAne7QN0CAK0tfes06pl2PEbkP7vd6LH/aIf7H42YHGqzYsQB9bRjMl541gzX3TJM3zvH5klmpv2WYAfufmryfqtkZj7gzz7ZoCEmufJ5dX7vlzu9D31+Yuu5Z28MX/zi865pHX3jn+nR/xOr2vLejidmzEnH//TWs3/Q4+cK4P4IG2vAFTU6B/fvRsrg/Uqq92/df6668uLhD440ko0xO57/5btQx41HDDcT5uZThpo1xofdBrE4FMSRO2nc0iTr6IPq8clbW3RtnXUtw/oJwWVnK15zWY8Pf2mWv/xMRDeN8sVbLnLXIsVoW2DRPLFfu5lGGdDUuc2agCjUCNnlk7eF/P3nV/LaCxpccbar1LQaHV57cYdP3JLQ13Wsde5QFkgSQxK5UuWRGXdVqEU9Ds+EjA8v49xTLPsOn6DrYyfcfswa9ch/Gp9963e3Gh3HNTrj/2iPW7u+82z/vX6cx88lwKvH5PJ1UOZ7mUmnfk0E8eievWe85/P3fjk6e+Me/bKLe2dt3qHOTro90vQAe/e3GW1LWo2Ex/fH1CJn2t9upDz8uOXAVJO6krQiw1hbATUOTY1wxdl7+dxdHZ58Mipb30pQq0lWT6ZoMcddWyVSRzRqsmiHS2lo1jJ27LV8+VstJlsh0lgOTQVMjIb005hlw11OWjvLvv019BBEoWRyVLJ7f0aqDePD8MThOeZ6Y4jGcWzZybcu3WTvu/KiUaVGXpVkYuXvCNs7esmlQwD81rP9h/kJHT/3AF94yHAE4Cjw7wEOPn49geLi1lj0Ikn3tdseP3riscdLlje2Mtft8/Vvw5pJQxR00KbL1V9usWtfm3rkKiZRKKjHljjI2Pak4MicwuC2y1nrmipxCKPtlL6Y50ivRtAPSdJ8SCHn30IYRluG1eMZW6cs3b4hyRRKGDING5bH/JsXz/Lujw5zdM4yOWRYvzLgkUMR/U7IhuNP5OxzMw5Pjz48sWz4U3ZIffmI5NbVJ70A+H+f7bf9WTv+rwP4wmNy7asBbp2aPnwrcNv4Gn1cOzpkDj66w0Td44+58oUb3rWsuZ3msOGuRx7j4cenOW5ZxoXPca5b1oaMDfXQzHDDN+vs2l+nFRrmE5cE+mGMQBkyNOS6FT/qFgaWRj2lFvcZbileem6HrTs7HJxpgjHMdHt85Yt1nr8pYPnwUV75/IAoPI5mrNl4yjr26UPvfWDLkZ0nbrpQnryxLTvz0Q7gS5ddNPFsv7U/Fcf/9QD3x8jwOMCX/OeHDx9mQxCPzE7tuXP6UB8lSWmf/h/e9Zb0hSZRLB83/Ne/vY+RoYSx0ZRbN7d54NFRnr9RMjx0lK07I47MSoabkCSCbs+QSIPWGcpkGC0IlKEedcmyeb5wt2T95HIuPjXlkccFWx8NyAiZmBjl5OdcTnO5oGYT/uPp3HTb/eIvjc7ClWtO579csPrWXr8/NTEx9my/hT+Vx/8P8Kc4xsfHAaaAfwG44zsHWbOOrScfM7+cDDPXsQTRdur1KYJQ8tj+Fo/tjdJr//js/6rtwZffdLdN00SxbkKwYVXE0HiGUfNcdK4iMjErxiTHrLasW95hvq+Zs/XwaDb+uXMmvvhfT9oQhNsfDzA2YHykyeoTTiG1Mb1MyJOP1fs3nS52CrH22X6LfiaOn5+C50/BsefROxFCLN93cPfwzd9K7ey8Ys2YYO3ykJG2AdXlvm2SiJCRpmD9CsPqZV0OzwjueaQplo2tm7bY/a+88rxn+6X83Bz/H2P6BY8uM5clAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTA3VDE5OjIzOjU0KzAwOjAwVo7msgAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0wN1QxOToyMzo1NCswMDowMCfTXg4AAAA5dEVYdFNvZnR3YXJlAG1hdHBsb3RsaWIgdmVyc2lvbiAyLjIuNSwgaHR0cDovL21hdHBsb3RsaWIub3JnL0jPKKMAAAAASUVORK5CYII=', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 64727533
    {'hecke_orbit_code': 90071992648074191, 'n': 1, 'trace_an': 11}
  • id: 64727534
    {'hecke_orbit_code': 90071992648074191, 'n': 2, 'trace_an': 2}
  • id: 64727535
    {'hecke_orbit_code': 90071992648074191, 'n': 3, 'trace_an': -99}
  • id: 64727536
    {'hecke_orbit_code': 90071992648074191, 'n': 4, 'trace_an': 224}
  • id: 64727537
    {'hecke_orbit_code': 90071992648074191, 'n': 5, 'trace_an': 0}
  • id: 64727538
    {'hecke_orbit_code': 90071992648074191, 'n': 6, 'trace_an': -18}
  • id: 64727539
    {'hecke_orbit_code': 90071992648074191, 'n': 7, 'trace_an': -55}
  • id: 64727540
    {'hecke_orbit_code': 90071992648074191, 'n': 8, 'trace_an': 270}
  • id: 64727541
    {'hecke_orbit_code': 90071992648074191, 'n': 9, 'trace_an': 891}
  • id: 64727542
    {'hecke_orbit_code': 90071992648074191, 'n': 10, 'trace_an': 0}
  • id: 64727543
    {'hecke_orbit_code': 90071992648074191, 'n': 11, 'trace_an': -125}
  • id: 64727544
    {'hecke_orbit_code': 90071992648074191, 'n': 12, 'trace_an': -2016}
  • id: 64727545
    {'hecke_orbit_code': 90071992648074191, 'n': 13, 'trace_an': 1859}
  • id: 64727546
    {'hecke_orbit_code': 90071992648074191, 'n': 14, 'trace_an': -1311}
  • id: 64727547
    {'hecke_orbit_code': 90071992648074191, 'n': 15, 'trace_an': 0}
  • id: 64727548
    {'hecke_orbit_code': 90071992648074191, 'n': 16, 'trace_an': 5756}
  • id: 64727549
    {'hecke_orbit_code': 90071992648074191, 'n': 17, 'trace_an': -4507}
  • id: 64727550
    {'hecke_orbit_code': 90071992648074191, 'n': 18, 'trace_an': 162}
  • id: 64727551
    {'hecke_orbit_code': 90071992648074191, 'n': 19, 'trace_an': 142}
  • id: 64727552
    {'hecke_orbit_code': 90071992648074191, 'n': 20, 'trace_an': 0}
  • id: 64727553
    {'hecke_orbit_code': 90071992648074191, 'n': 21, 'trace_an': 495}
  • id: 64727554
    {'hecke_orbit_code': 90071992648074191, 'n': 22, 'trace_an': -5975}
  • id: 64727555
    {'hecke_orbit_code': 90071992648074191, 'n': 23, 'trace_an': -4672}
  • id: 64727556
    {'hecke_orbit_code': 90071992648074191, 'n': 24, 'trace_an': -2430}
  • id: 64727557
    {'hecke_orbit_code': 90071992648074191, 'n': 25, 'trace_an': 0}
  • id: 64727558
    {'hecke_orbit_code': 90071992648074191, 'n': 26, 'trace_an': 338}
  • id: 64727559
    {'hecke_orbit_code': 90071992648074191, 'n': 27, 'trace_an': -8019}
  • id: 64727560
    {'hecke_orbit_code': 90071992648074191, 'n': 28, 'trace_an': -4149}
  • id: 64727561
    {'hecke_orbit_code': 90071992648074191, 'n': 29, 'trace_an': 5197}
  • id: 64727562
    {'hecke_orbit_code': 90071992648074191, 'n': 30, 'trace_an': 0}
  • id: 64727563
    {'hecke_orbit_code': 90071992648074191, 'n': 31, 'trace_an': -277}
  • id: 64727564
    {'hecke_orbit_code': 90071992648074191, 'n': 32, 'trace_an': 2272}
  • id: 64727565
    {'hecke_orbit_code': 90071992648074191, 'n': 33, 'trace_an': 1125}
  • id: 64727566
    {'hecke_orbit_code': 90071992648074191, 'n': 34, 'trace_an': -21225}
  • id: 64727567
    {'hecke_orbit_code': 90071992648074191, 'n': 35, 'trace_an': 0}
  • id: 64727568
    {'hecke_orbit_code': 90071992648074191, 'n': 36, 'trace_an': 18144}
  • id: 64727569
    {'hecke_orbit_code': 90071992648074191, 'n': 37, 'trace_an': -1696}
  • id: 64727570
    {'hecke_orbit_code': 90071992648074191, 'n': 38, 'trace_an': -27485}
  • id: 64727571
    {'hecke_orbit_code': 90071992648074191, 'n': 39, 'trace_an': -16731}
  • id: 64727572
    {'hecke_orbit_code': 90071992648074191, 'n': 40, 'trace_an': 0}
  • id: 64727573
    {'hecke_orbit_code': 90071992648074191, 'n': 41, 'trace_an': 2040}
  • id: 64727574
    {'hecke_orbit_code': 90071992648074191, 'n': 42, 'trace_an': 11799}
  • id: 64727575
    {'hecke_orbit_code': 90071992648074191, 'n': 43, 'trace_an': -31436}
  • id: 64727576
    {'hecke_orbit_code': 90071992648074191, 'n': 44, 'trace_an': -39883}
  • id: 64727577
    {'hecke_orbit_code': 90071992648074191, 'n': 45, 'trace_an': 0}
  • id: 64727578
    {'hecke_orbit_code': 90071992648074191, 'n': 46, 'trace_an': 67530}
  • id: 64727579
    {'hecke_orbit_code': 90071992648074191, 'n': 47, 'trace_an': 15499}
  • id: 64727580
    {'hecke_orbit_code': 90071992648074191, 'n': 48, 'trace_an': -51804}
  • id: 64727581
    {'hecke_orbit_code': 90071992648074191, 'n': 49, 'trace_an': 29212}
  • id: 64727582
    {'hecke_orbit_code': 90071992648074191, 'n': 50, 'trace_an': 0}
  • id: 64727583
    {'hecke_orbit_code': 90071992648074191, 'n': 51, 'trace_an': 40563}
  • id: 64727584
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  • id: 64727775
    {'hecke_orbit_code': 90071992648074191, 'n': 887, 'trace_an': 63054864}
  • id: 64727776
    {'hecke_orbit_code': 90071992648074191, 'n': 907, 'trace_an': 21147724}
  • id: 64727777
    {'hecke_orbit_code': 90071992648074191, 'n': 911, 'trace_an': 17179844}
  • id: 64727778
    {'hecke_orbit_code': 90071992648074191, 'n': 919, 'trace_an': 133388922}
  • id: 64727779
    {'hecke_orbit_code': 90071992648074191, 'n': 929, 'trace_an': -41435442}
  • id: 64727780
    {'hecke_orbit_code': 90071992648074191, 'n': 937, 'trace_an': 13907055}
  • id: 64727781
    {'hecke_orbit_code': 90071992648074191, 'n': 941, 'trace_an': -102730646}
  • id: 64727782
    {'hecke_orbit_code': 90071992648074191, 'n': 947, 'trace_an': 48359667}
  • id: 64727783
    {'hecke_orbit_code': 90071992648074191, 'n': 953, 'trace_an': 19963519}
  • id: 64727784
    {'hecke_orbit_code': 90071992648074191, 'n': 961, 'trace_an': 53715400}
  • id: 64727785
    {'hecke_orbit_code': 90071992648074191, 'n': 967, 'trace_an': 155292543}
  • id: 64727786
    {'hecke_orbit_code': 90071992648074191, 'n': 971, 'trace_an': 20784888}
  • id: 64727787
    {'hecke_orbit_code': 90071992648074191, 'n': 977, 'trace_an': -80230692}
  • id: 64727788
    {'hecke_orbit_code': 90071992648074191, 'n': 983, 'trace_an': -198350379}
  • id: 64727789
    {'hecke_orbit_code': 90071992648074191, 'n': 991, 'trace_an': 93242736}
  • id: 64727790
    {'hecke_orbit_code': 90071992648074191, 'n': 997, 'trace_an': -41099603}