Embedded newform data - 504.6.a.k.1.2

Formats: - HTML - YAML - JSON - 2024-09-08T07:24:49.275285

• 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': 18144, 'analytic_conductor': 80.83344518574224, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, 1], [7, -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': [504, 1, [127, 253, 281, 73], [1, 1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 424, 'field_disc_factorization': [[2, 3], [53, 1]], 'field_poly': [-106, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[5, [-2372, 76, 1]], [11, [-15876, 564, 1]]], 'hecke_orbit': 11, 'hecke_orbit_code': 45035996374368760, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 6, 'hecke_ring_index_factorization': [[2, 1], [3, 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': '504.6.a.k', 'level': 504, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'minimal_twist': '504.6.a.k', 'nf_label': '2.2.424.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-38+\\beta )q^{5}+7^{2}q^{7}+(-282-5\\beta )q^{11}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '504.6.a', 'trace_display': [0, 0, -76, 98], 'trace_hash': 1622564423130623785, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.990', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.116', 'prec': 17}, {'__RealLiteral__': 0, 'data': '10.042', 'prec': 20}, {'__RealLiteral__': 0, 'data': '2.561', 'prec': 17}, {'__RealLiteral__': 0, 'data': '68.734', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [2, 0, 0, 0, -76, 0, 98, 0, 0, 0, -564, 0, 516, 0, 0, 0, 76, 0, 2360, 0, 0, 0, 2036, 0, 4270, 0, 0, 0, -8320, 0, -6280, 0, 0, 0, -3724, 0, -2460, 0, 0, 0, 14308, 0, 23128, 0, 0, 0, -12712, 0, 4802, 0, 0, 0, 9896, 0, -16728, 0, 0, 0, -60888, 0, 16172, 0, 0, 0, 10920, 0, -62568, 0, 0, 0, 732, 0, 1244, 0, 0, 0, -27636, 0, 11600, 0, 0, 0, -132288, 0, -71576, 0, 0, 0, -93452, 0, 25284, 0, 0, 0, -120208, 0, -272932, 0, 0, 0, -68340, 0, 96312, 0, 0, 0, -170052, 0, 76964, 0, 0, 0, -290112, 0, 235544, 0, 0, 0, 3724, 0, 27746, 0, 0, 0, -504792, 0, 278800, 0, 0, 0, 26000, 0, 115640, 0, 0, 0, -119320, 0, -5472, 0, 0, 0, -298152, 0, 163520, 0, 0, 0, -491432, 0, 270032, 0, 0, 0, -402448, 0, -384660, 0, 0, 0, 99764, 0, -583288, 0, 0, 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• mf_hecke_cc •

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

  
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0.0], [0.0, 0.0], [0.0, 0.0], [0.3147704292844754, 0.0], [0.0, 0.0], [0.08469452192337043, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.2721823515232352, 0.0], [0.0, 0.0], [-1.127856846210865, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [1.5299045335363823, 0.0], [0.0, 0.0], [-0.7646010851636981, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.17913151592967008, 0.0], [0.0, 0.0], [-0.3755506946758964, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [1.8488365263353217, 0.0], [0.0, 0.0], [-0.5473409379065763, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.14919469686174633, 0.0], [0.0, 0.0], [1.423131614061513, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.17787296933207541, 0.0], [0.0, 0.0], [-0.6624457902369194, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.23731626982134876, 0.0], [0.0, 0.0], [-0.21855692008129687, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-1.560505241597153, 0.0], [0.0, 0.0], [1.7762923037833527, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [1.3540751817752186, 0.0], [0.0, 0.0], [0.1397024577082574, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [1.5630374473994706, 0.0], [0.0, 0.0], [-1.0729609920350693, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.23130246157086576, 0.0], [0.0, 0.0], [-1.657525420585136, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0]], 'angles': [None, None, -0.2158970589637904, None, -0.3816843343770082, -0.1819848736678309, -0.28486964062594994, -0.202101789296739, -0.1266385495600431, -0.35155642592344527, -0.3919640671288886, -0.29789309644510586, -0.2940334195366383, -0.15570858103608373, -0.2109465618779899, -0.2369810495014463, -0.3970604546455382, -0.07773514095630445, -0.32595440767822786, -0.21631153259571018, -0.2863689007993176, -0.07388151498553308, -0.33105914404331704, -0.3530577541645338, -0.408813349156769, -0.23473549174644254, -0.31779743779670483, -0.39363434794173147, -0.30066892950384466, -0.4317039159757218, -0.15167860303448757, -0.21512247628107606, -0.28161937188160424, -0.29668193400963283, -0.24099202792271196, -0.21401384161378192, -0.40749609847128604, -0.27810302632547207, -0.2586231414041677, -0.3793200230536244, -0.474399558052759, -0.15580971792113676, -0.3612610685644142, -0.2835308372970348, -0.2237400894427015, -0.2061669804708085, -0.16832850495550167, -0.09909751728210554, -0.17705921542992048, -0.31196656862701233, -0.2246602193971604, -0.23240265095595977, -0.21872556679034152, -0.24087875817769372, -0.40946595450314727, -0.24671999341819462, -0.2315969499224096, -0.26087590186873316, -0.28806881352654373, -0.2875013492534471, -0.26294509071674727, -0.10614214370126496, -0.1687589288311465, -0.3030404956065229, -0.34917972418238874, -0.2973253081474621, -0.09491019900483007, -0.14064357718046497, -0.17247471583593038, -0.3606781702740244, -0.084418023341853, -0.19396520598118655, -0.22204285669441332, -0.29457578885526753, -0.1780529473115571, -0.2627046989194301, -0.2864350521554415, -0.1634303213230604, -0.1088841798491829, -0.30178552910071027, -0.2792761201680908, -0.2248151565192442, -0.12247142761565337, -0.32461750016591984, -0.11862990275177375, -0.22693673949427098, -0.14727547777507904, -0.17732136414661523, -0.17157602758584423, -0.2649164488078216, -0.28142033363440866, -0.158616014174386, -0.24475667165598047, -0.4877054595475176, -0.2913583962024464, -0.20534759339042452, -0.22729720202013146, -0.26522059183197555, -0.24390324901094043, -0.3149260164851223, -0.2915319565171051, -0.3559323515178156, -0.2136219346990612, -0.2157925028934037, -0.18854668903767957, -0.2377313953941814, -0.3144911977032951, -0.2131452709988094, -0.386551985033986, -0.1252432729350044, -0.36996782960717706, -0.2186950849265579, -0.3149906687037819, -0.2218693995188504, -0.27128899487839186, -0.3153322820029215, -0.1565893517530021, -0.07170016296508623, -0.35758607790835345, -0.22332642746157827, -0.17898786018167492, -0.26029966189834686, -0.44872136793647627, -0.25792574682854663, -0.3445262649064712, -0.3420602006159884, -0.3014164473841481, -0.2047428350315027, -0.3764485491742529, -0.28820392886594304, -0.37715251627737506, -0.3653690067866724, -0.219731424385357, -0.11821216715951312, -0.14638046864335677, -0.15539464976249065, -0.07972411606964197, -0.22918997204164143, -0.19605348700690542, -0.3047144684250789, -0.2750570274046883, -0.1411700439737594, -0.14132964008135113, -0.29730949051331285, -0.3678893581126056, -0.1313471063278027, -0.3059756729924219, -0.03640093448403847, -0.40178603551697506, -0.12616872221939346, -0.1365676418101707, -0.4008176124827667, -0.2045979291883875, -0.18841881143256084, -0.2361371925315674, -0.17871815290119233, -0.29345363690141435, -0.22484678561784188, -0.34535531150867416, -0.11138126210403218, -0.26427396101394135, -0.06227556416376315, -0.30373060293419035, -0.23107037204324388, -0.39245475262749263, -0.13163171827252015, -0.34012325227060863, -0.4054773539877969], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': 0.0, 'embedding_root_real': 10.295630140987, 'hecke_orbit': 11, 'hecke_orbit_code': 45035996374368760, 'label': '504.6.a.k.1.2', 'level': 504, 'weight': 6}
• mf_newspaces •

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

  
  {'ALdims': [4, 4, 6, 5, 4, 4, 5, 6], 'Nk2': 18144, 'analytic_conductor': 80.83344518574224, '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': [504, 1, [127, 253, 281, 73], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 464, 'dim': 38, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 11], 'hecke_orbit_code': 100663800, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2], 'label': '504.6.a', 'level': 504, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'mf_dim': 496, 'mf_new_dim': 38, 'num_forms': 23, 'plus_dim': 18, 'prim_orbit_index': 1, 'relative_dim': 38, 'sturm_bound': 576, 'trace_bound': 7, 'trace_display': [0, 0, 98, 0], 'traces': [38, 0, 0, 0, 98, 0, 0, 0, 0, 0, 268, 0, -382, 0, 0, 0, -688, 0, 894, 0, 0, 0, 3712, 0, 28534, 0, 0, 0, -12944, 0, -9204, 0, 0, 0, 7350, 0, 12592, 0, 0, 0, -17448, 0, -22796, 0, 0, 0, 34908, 0, 91238, 0, 0, 0, -79028, 0, 30232, 0, 0, 0, 78498, 0, -4130, 0, 0, 0, -22324, 0, -91936, 0, 0, 0, -107824, 0, -47020, 0, 0, 0, -23716, 0, 53720, 0, 0, 0, -19430, 0, 33356, 0, 0, 0, 276500, 0, -22442, 0, 0, 0, -249768, 0, 4768, 0, 0, 0, 68962, 0, 13748, 0, 0, 0, 395952, 0, -54168, 0, 0, 0, 329872, 0, -222656, 0, 0, 0, -69580, 0, 1171806, 0, 0, 0, 290580, 0, 876480, 0, 0, 0, 266834, 0, -229810, 0, 0, 0, -50852, 0, 431650, 0, 0, 0, -685624, 0, -1012316, 0, 0, 0, 61316, 0, -207104, 0, 0, 0, 2152320, 0, -196878, 0, 0, 0, -207368, 0, 1953988, 0, 0, 0, 378980, 0, 1403942, 0, 0, 0, -1131290, 0, -406308, 0, 0, 0, 985808, 0, 59874, 0, 0, 0, -966740, 0, -2369688, 0, 0, 0, -654912, 0, 368920, 0, 0, 0, -1341708, 0, 1399580, 0, 0, 0, 176596, 0, 1759356, 0, 0, 0, 946256, 0, -2546464, 0, 0, 0, -243944, 0, -922180, 0, 0, 0, 1005900, 0, 613272, 0, 0, 0, -361758, 0, 1929306, 0, 0, 0, 1529300, 0, 2139360, 0, 0, 0, -2653936, 0, -1603696, 0, 0, 0, 235298, 0, 1799488, 0, 0, 0, -1424578, 0, -3014544, 0, 0, 0, 1695796, 0, -430612, 0, 0, 0, -2667264, 0, 4588276, 0, 0, 0, 2912870, 0, 3765248, 0, 0, 0, 1152980, 0, -608524, 0, 0, 0, -1110588, 0, -3378354, 0, 0, 0, -647780, 0, -2658750, 0, 0, 0, 770730, 0, 3602808, 0, 0, 0, -4558656, 0, 383964, 0, 0, 0, 3878764, 0, 11915294, 0, 0, 0, 1618096, 0, -565704, 0, 0, 0, 1591812, 0, -13394568, 0, 0, 0, -3520900, 0, -12951218, 0, 0, 0, -940996, 0, -7689356, 0, 0, 0, 6545480, 0, 5087704, 0, 0, 0, -1628320, 0, 0, 0, 0, 0, -5240220, 0, -4490566, 0, 0, 0, 1517012, 0, -5314336, 0, 0, 0, 7602072, 0, -3647502, 0, 0, 0, -525580, 0, -8636472, 0, 0, 0, 2966656, 0, 7995708, 0, 0, 0, -8304204, 0, 8699468, 0, 0, 0, 2612364, 0, -1025080, 0, 0, 0, -12013616, 0, -22430080, 0, 0, 0, -5175520, 0, -14102278, 0, 0, 0, -7511544, 0, 4202416, 0, 0, 0, 15628072, 0, 16627696, 0, 0, 0, -2788590, 0, 2556328, 0, 0, 0, -13968610, 0, -1958332, 0, 0, 0, -9973112, 0, -1336622, 0, 0, 0, 15024992, 0, -23697352, 0, 0, 0, -8369408, 0, -5348784, 0, 0, 0, -7030616, 0, 14045180, 0, 0, 0, 2808772, 0, 35747464, 0, 0, 0, 1966468, 0, 3206936, 0, 0, 0, 8547534, 0, -21832688, 0, 0, 0, 4330154, 0, 3489976, 0, 0, 0, 14515856, 0, 3405978, 0, 0, 0, 7947524, 0, 22462076, 0, 0, 0, -16363580, 0, 7169304, 0, 0, 0, -2899944, 0, 15193832, 0, 0, 0, 3320632, 0, -22953600, 0, 0, 0, -16320056, 0, -8729804, 0, 0, 0, 17198630, 0, 14421288, 0, 0, 0, -32870512, 0, -1139296, 0, 0, 0, -9490344, 0, 19935942, 0, 0, 0, -1975144, 0, -7192794, 0, 0, 0, -12452740, 0, 14722296, 0, 0, 0, 643468, 0, -33586932, 0, 0, 0, 36418524, 0, -15976964, 0, 0, 0, 18862948, 0, 3578568, 0, 0, 0, 37674900, 0, 16058728, 0, 0, 0, -21333450, 0, 42498844, 0, 0, 0, -32161304, 0, 11731308, 0, 0, 0, 5720096, 0, -38734100, 0, 0, 0, -3957142, 0, -33731112, 0, 0, 0, -6558106, 0, 18405080, 0, 0, 0, 23818364, 0, -2734396, 0, 0, 0, -25766728, 0, -19774308, 0, 0, 0, 49504938, 0, -19852656, 0, 0, 0, 39751984, 0, 19809184, 0, 0, 0, -43102120, 0, -39864098, 0, 0, 0, 4078760, 0, 8784538, 0, 0, 0, 15135768, 0, -31467448, 0, 0, 0, 16321248, 0, -917182, 0, 0, 0, 880760, 0, 37458314, 0, 0, 0, -1588636, 0, 6294480, 0, 0, 0, 7462824, 0, 77521928, 0, 0, 0, 48308284, 0, 900070, 0, 0, 0, -15155896, 0, 8157472, 0, 0, 0, -45649272, 0, -17331340, 0, 0, 0, -64006674, 0, -12274892, 0, 0, 0, 19239864, 0, 459532, 0, 0, 0, 25232628, 0, -21942690, 0, 0, 0, 36036520, 0, -32942120, 0, 0, 0, -20972392, 0, 38279948, 0, 0, 0, 12575654, 0, 65750128, 0, 0, 0, 48143584, 0, 52764368, 0, 0, 0, 4003060, 0, 19204276, 0, 0, 0, 11806520, 0, 111308436, 0, 0, 0, 47212216, 0, -54159282, 0, 0, 0, -19606576, 0, -66384604, 0, 0, 0, -11264632, 0, 65096948, 0, 0, 0, -20648208, 0, -38249976, 0, 0, 0, -41969936, 0, 88073456, 0, 0, 0, -59106240, 0, -13864060, 0, 0, 0, -52243920, 0, -49936680, 0, 0, 0, 703146, 0, -23402748, 0, 0, 0, 63179932, 0, -78204784, 0, 0, 0, 19114380, 0, 45693942, 0, 0, 0, 25446092, 0, 90364740, 0, 0, 0, 94045494, 0, 78843224, 0, 0, 0, -32777672, 0, 4528384, 0, 0, 0, 47704888, 0, -48841370, 0, 0, 0, -94648664, 0, -7679328, 0, 0, 0, -98194580, 0, 34916720, 0, 0, 0, 70387216, 0, -68657618, 0, 0, 0, -1651888, 0, -40573648, 0, 0, 0, -169163508, 0, 10325514, 0, 0, 0, 21631022, 0, -46259920, 0, 0, 0, -26197152, 0, -109161414, 0, 0, 0, -24097344, 0, 86106114, 0, 0, 0, 52981536, 0, 40717828, 0, 0, 0, -83910368, 0, -26438360, 0, 0, 0, 20695836, 0, 7453520, 0, 0, 0, 140743916, 0, -157888744, 0, 0, 0, 36020044, 0, -20884976, 0, 0, 0, 125078648, 0, 84516872, 0, 0, 0, -42072248, 0, 84678656, 0, 0, 0, -106987236, 0, -17822552, 0, 0, 0, 105819464, 0, -181779056, 0, 0, 0, -19598334, 0, -62275872, 0, 0, 0, -145272224, 0, -1367032, 0, 0, 0, -65831552, 0, 2146494, 0, 0, 0, -102903120, 0, 27702292, 0, 0, 0, 25736370, 0, 31033280, 0, 0, 0, 115303948, 0, -165207628, 0, 0, 0, -82789036, 0, -41944848, 0, 0, 0, 40315240, 0, 123095862, 0, 0, 0, 141821476, 0, -166583656, 0, 0, 0, 102346754, 0, 43420370, 0, 0, 0, -6508820, 0, 10031880, 0, 0, 0, -120697284, 0, -31029612, 0, 0, 0, -76477696, 0, -54882112, 0, 0, 0, 102002960, 0, 19754918, 0, 0, 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: 47144683
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 45035996374368760, 'source_is_minimal': True, 'source_label': '504.6.a.k.1.2', 'source_level': 504, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 45035996374368760, 'target_is_minimal': True, 'target_label': '504.6.a.k.1.2', 'target_level': 504, 'twist_class_label': '504.6.a.k.1.2', 'twist_class_level': 504, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 47144684
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 45035996374368760, 'source_is_minimal': True, 'source_label': '504.6.a.k.1.2', 'source_level': 504, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 90071992648073720, 'target_is_minimal': True, 'target_label': '504.6.a.u.1.1', 'target_level': 504, 'twist_class_label': '504.6.a.k.1.2', 'twist_class_level': 504, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 47144685
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 45035996374368760, 'source_is_minimal': True, 'source_label': '504.6.a.k.1.2', 'source_level': 504, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 144115188176520176, 'target_is_minimal': False, 'target_label': '1008.6.a.bg.1.2', 'target_level': 1008, 'twist_class_label': '504.6.a.k.1.2', 'twist_class_level': 504, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 47144686
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 45035996374368760, 'source_is_minimal': True, 'source_label': '504.6.a.k.1.2', 'source_level': 504, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 211669182587077616, 'target_is_minimal': False, 'target_label': '1008.6.a.bv.1.1', 'target_level': 1008, 'twist_class_label': '504.6.a.k.1.2', 'twist_class_level': 504, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 964750
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 45035996374368760, 'p': 2}
  • id: 964751
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 45035996374368760, 'p': 3}
  • id: 964752
    {'charpoly_factorization': [[[-2372, 76, 1], 1]], 'hecke_orbit_code': 45035996374368760, 'p': 5}
  • id: 964753
    {'charpoly_factorization': [[[-49, 1], 2]], 'hecke_orbit_code': 45035996374368760, 'p': 7}
  • id: 964754
    {'charpoly_factorization': [[[-15876, 564, 1], 1]], 'hecke_orbit_code': 45035996374368760, 'p': 11}
  • id: 964755
    {'charpoly_factorization': [[[5508, -516, 1], 1]], 'hecke_orbit_code': 45035996374368760, 'p': 13}
  • id: 964756
    {'charpoly_factorization': [[[-307652, -76, 1], 1]], 'hecke_orbit_code': 45035996374368760, 'p': 17}
  • id: 964757
    {'charpoly_factorization': [[[1331344, -2360, 1], 1]], 'hecke_orbit_code': 45035996374368760, 'p': 19}
  • id: 964758
    {'charpoly_factorization': [[[-5378372, -2036, 1], 1]], 'hecke_orbit_code': 45035996374368760, 'p': 23}
  • id: 964759
    {'charpoly_factorization': [[[15779200, 8320, 1], 1]], 'hecke_orbit_code': 45035996374368760, 'p': 29}
  • id: 964760
    {'charpoly_factorization': [[[-17066096, 6280, 1], 1]], 'hecke_orbit_code': 45035996374368760, 'p': 31}
  • id: 964761
    {'charpoly_factorization': [[[-12224700, 2460, 1], 1]], 'hecke_orbit_code': 45035996374368760, 'p': 37}
  • id: 964762
    {'charpoly_factorization': [[[-118712420, -14308, 1], 1]], 'hecke_orbit_code': 45035996374368760, 'p': 41}
  • id: 964763
    {'charpoly_factorization': [[[129818512, -23128, 1], 1]], 'hecke_orbit_code': 45035996374368760, 'p': 43}
  • id: 964764
    {'charpoly_factorization': [[[-147669008, 12712, 1], 1]], 'hecke_orbit_code': 45035996374368760, 'p': 47}
  • id: 964765
    {'charpoly_factorization': [[[21903088, -9896, 1], 1]], 'hecke_orbit_code': 45035996374368760, 'p': 53}
  • id: 964766
    {'charpoly_factorization': [[[777234672, 60888, 1], 1]], 'hecke_orbit_code': 45035996374368760, 'p': 59}
  • id: 964767
    {'charpoly_factorization': [[[-1804456604, -16172, 1], 1]], 'hecke_orbit_code': 45035996374368760, 'p': 61}
  • id: 964768
    {'charpoly_factorization': [[[972583056, 62568, 1], 1]], 'hecke_orbit_code': 45035996374368760, 'p': 67}
  • id: 964769
    {'charpoly_factorization': [[[-305485668, -732, 1], 1]], 'hecke_orbit_code': 45035996374368760, 'p': 71}
  • id: 964770
    {'charpoly_factorization': [[[-451183292, -1244, 1], 1]], 'hecke_orbit_code': 45035996374368760, 'p': 73}
  • id: 964771
    {'charpoly_factorization': [[[-8690285504, -11600, 1], 1]], 'hecke_orbit_code': 45035996374368760, 'p': 79}
  • id: 964772
    {'charpoly_factorization': [[[4350606336, 132288, 1], 1]], 'hecke_orbit_code': 45035996374368760, 'p': 83}
  • id: 964773
    {'charpoly_factorization': [[[297417532, 93452, 1], 1]], 'hecke_orbit_code': 45035996374368760, 'p': 89}
  • id: 964774
    {'charpoly_factorization': [[[18251504452, 272932, 1], 1]], 'hecke_orbit_code': 45035996374368760, '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': 11, 'label': '504.6.a.k', 'level': 504, 'portrait': 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yBJCYKMVj2j0/c5tgiR8THWsndbTLefcXpZM9X02L0t5bzNPRr1CCEtcSxo92sstX2m6gJPepxe9Hn+lODomZTjKylBrc9rr+/x5hshkJM8d6zF8QXFfMHcS5bnly3XXb7EL79vjW1Tkxw7Pc38So2lNY/lNen0eTvh9ErKMMlA1Xn9q6bM216995NbZ2fe3x9EnfMu/d4XGxL/VY+/9QCfX1gH+D/PLOx/WSv6c/kXd6mXWp7VP3Srx+HTm2l3fVbaPittzUobVtsZq+2ElfWMM+twaEUwN7vOv/7hFW7YU+fEwjSnFxucXtYsrFjOLKecXMpY7KZMTg952ZU9btoLvqwRqICF1ZD5Zc2ZVUE/gjQ1hL6hEWZMTaQY4NiZlE4Pdm32aNQirBUgfHoDw3lbIlbWNVgnRdZ7EKVgsay2Y7Zv8ugOFEJZhIlohR7nbR2y3hccO63JjGamJWmGgsCDNBX0I8mZVcn8imVhLSUIhuCl3HxZj5deLphr1VhZa3FiIeD0MiwspyysppxahUMrlusuW+bf/PAaWyZbHD8zzZmVGktrPsttyep6xlonYa2Tsdo1rA8kz82nvOs185y/5aL07qdb3/4//7dXPbW8sPozN770TdZkmdk813qxYfKCj7+1QeYv/ebHyYz2P/vFfylr4srr737s6Kt3bDrNkdNDXnLRkOZEwkyvAzTJjCAzYIzGWoVLrIAQGUJYDq9M8a8/JvjVH1vgmgtimrVpGrUmrXpAs+4x2VIsrCjOrGnuuD/ky/elXLyzz97dKatrAy7dGfH9bzAkqUJg+eK3QxbbIbUs4ui8otdrctVFGYudlH3PeezZKTl4Gm6+BNpdiI0m0DGzDThwqka9lhColImmYL0LN17a5dDJgD27DEdORzxzyP173s4hhxYsE82I1U7MX91RxwpFlmW86uo+t1xjObPucc2FQy7c5pEmLfqDGvsOh5xZFiytZSyupSysGo6vChZ6MVfvWeFf/mCPudYUx+YnWVipsbTusdKWrLUz2t2Edi+j3bes9wWne5LB0DLVGLJp5hl9097Jl58+uHJd5t1yazTsfWb71k3/rHP6g7S2/eSLDZlzPv5WAvzO2/+SV7/2CvVLv3HfP+91J37a1w+1OsseH31ohjOdlCePam64ZJmrL2xjrcRaHKit+0pCKKQAKQRSpfjacGJtgl/4fZ9bLl/l+165zAXbhkxPtJidrLG06rNlxmNnW7HS1qx1De3VkDvmLf1hyrMHfR56xgCCwLOcXPQQMsAO61y0zbJtU5+FtYjFlSYvu8JSr63R7U2z3MmI4xozU4bewOO8uSErvZC5aYgixaZJSZINWFitcWxxyOJag6v3pMyv9vjKAz7bZ1rs3grnbdGoHT47NoHvGYSAXZtdMNsdBPT6Uxw54bHaUayuw0rbsNrOWG5nnGnDyjDjvO09fuZVy9yyVxN6Mxw+1WJ5LWR5XbPaEay1M9a7CWvdjPWeZbUPC33Fcjvl5iuX+L5bB+zZEXJmRfDIs1ntjsceuKTdP/ALb7j595I3//z3/ZtPf3pz9u53v+3Fhs5Zj79VEuVztz2G0rVae/3QeXPq5Hsee3rp337j4cNsmU5YXA6ZX5Wc6SlOd1Ou3X2Gf/dTq1y1u8bi2hQr63XWOiGrHY+1jmatA+2uYb2bstZNWe1YFtqC0z0LosfbX97mTTcYdm8NieM6a+2Q9Z5Pu6tY6wm6fcEwssSpJctASUvgQS2wTLYsm6YTtDfk0HzMU88HmLTBG26M0d46j+yb4Pyt8JUHU15+RcBie0CoFWmWMD0FaeKhvZSVlTovu6bDV+5vcsFWePhghEed199gSMWApw5lHDkZoqXP5inNVENQCwS+L1ACUgNxYhnG0O1b1nuGbt+w3jes9CyDLGPXjj5vuqnN218ag2mysj7B4mqNlbbHakez1ob1bka7l7JeAfd8R7HUybhuzwIf+KlFLjuvxvL6JCvtJmeWA+bXBkzUYbV3CTFT/+L73j33qS2bLzwOg4EQL3uxoVQ+/tYA/OFH93HZhVv8v/zmsz968PDTvzPB0yLpa/nk8ykLqxlpZhkklvWBZLEvme8m3HDRIr/xEytcc1HoTv56g7VOwHrXZ62rWe8K2l1Lu5ex3k1p9wxrPctiVzDfNkxN9vme67rcvDdl12ZFq+bR6YYEngQUcSoxRmAs9IeAMEw1hxw8ZTE25raHG0T9Ghdt97nlyj6JWefuRye5+mKPg2d6tNda3HRlnzseCdg8bdl3zPIzb+uw72jA5mnJ7Y8qbrlUsdrvcPjENFfvibn7qQFpVOfmy3wu3DlkkPb4+iMKMsGhk5pWXaMF9AcSYwWZsSQpIA3aN7R7lkYzYefWiJde2ud7rk2ZaYQsrE6wsl5jrePOzVpH0O5Bu5vS7qWlLFntS850BcvdlBsvWeJXf2KJqy4IWVqfYL1bp90NGUaKJFPML3s8tt9Saw7Mj33fZXb3BVf/dCxu+mOyY/HU3J4XG1LA3xKAp2kio+HgLXfc9rWLDp3qf+BLd9znXXaBYstkg9PLGeudhN7A0BtaukNBeyBYHEhOt1NuvnSRX/uJJa690Ge9M8HSWpN2L2S967Pe07S7inYfuj1Lp5/S6WX0BoZ237LUEyz1IMkirrp4wJbpjF7f8sabIs7fYkgziZaWOIG7ngg5vhiydSrl6UMhmDp7dyiuucQQhH0eOdhnabnB5ec3aE2ucf+THtdfHLLSX2dtrcWWLZYH9yl+8DU9Htqn2bHJY7nXZm11mmsu7XP/0xnTtUkuv6jHYrvNg89OUtMNrrvEsue8IcgeTxwRbJpOWFhKuPsJj2GikBIyYzl/a8z33BTT7Sm2TRmuuRjiuM5qu85qO2C959HpK9o9SacHnX5Gp5fR7Wd0+ob1vmV1IDnVEbQHEbfsWeLf/Pga113sbo52t0anH9Dte/QGmk5fsdpRnF7KmJnqsneXYft5r0zmV/xfeN0b3vB8vVb7K88LzIuNrRddg/e6fTqdwQ9//Z77fyuInppeP9Pl8vMaWKPoDgW+ltTDvB4lDEJYhLBIaZFS89CBzfzShzVvu2WV975mlQu2x5xZaRH4NWqBTz3waNQ03ZqkOfCYaGj6w4zeIGNzZBhElu4wYHUp5OQJS5waTp1JCQILCHxl0VLQHygEHmlf85LzBRdus5y3vU+UdfnqQ4r9z0/xumsDrrl0jY981eKLOudv7/Pk/Yrtk4rZVp9Q1YgTj8UuNELNjs2Cx/fHXLOnxiuvXuZPvjTA95q89kaLF/T5xoMxX3mgwbNHauzeVuf8rRlzUzEXzCZccX6GUgatXPBRDwLmJgPixKPb93n6oEdvqOkPFL2hpDeA3tDS67vv3h1k9AaWzsCyPoClvmJhzVKfaPOzb1ji798ScdXuBvPLLdq9kG4O7u5A0RsougNJFEM9lHiyxcFjloeeedTrJBO/de1LwtXgvFt/PoqGfxIE4f+4AF9bH5Aa8eNfu+P+X/v9T3x5+p0vP82VF23hxEJIPxLECWAlxjqACwFSuE4aJS1KZvhS8uTBOR470ODg6UXe9tIeL71syGSzxWq7TqMT0hr49PraXZyhZDDU9CPNMLIMY0OcWJLEkmbuiFMfa0AqgacFoS+YbAqmmrBl1rBjc5/ZqTZfewTuecxDmgled63HS/Z2ue/ZhHjY4paXCNqDAYsrDW7eY5id7FPTAcNUsdRJUEbwkj2aejPi0edCXnHNBDdd1eXR5xTYCa69zOfH3rzKHY/H3P5Qg33HQ86bU2yZrjHVrDPRhFoAnrYoCcbCviOCLBMkqSBOIUpw3zHKGESGYWToDw39yNAbQCeCpZ5ksQuRGXLr1au85aVtfuC1hjRtcWa5QacX0h349AZeDmxFfyjoDwVRbIkTw+klyyAynFxMmJ57jsVjp6bJGv/X7j0v0ybtf1jq+v94ALd2ERj+2NOPP/RrTz5696bAxhxdrHPVBTH9SOP1Ff2hREmBEAohBFKSgxuUsmhl8ZSh5gmW+zU+cecOvvFYh5dfsc77bl3nigt6zEzWWVmv0x0E9AdeDmzljlgQJZIkFaSpW+qLFKOSFq0h9KFeM0w3E7Zv6pPS4+CphE/eHXL4RIPJoMb1l2luvrLDgwfa3PbtFjdeHHLe1j5/dqdAiYBWM2G9F2EsKAFzrT6dro9Ja7zl5Yt84it1LlwIedONfeJkhbufmiHJQm64bBNvur7DxTvbfOPRPk+eqPPEEZ8d05LplqAeCHzP3YRSgBAWY8EYS5LmN2tiiRJ3Iw9jGMTQHQrWIsFqF4QecvUl67zve9Z5+WUZM60aa5067W6Nbj+gN3SSpFgJ+pFkMIR+fuNEkWEQG7r9jNUu3HS15PhJyQNPfnPT9gP216654WV2/7H2H+7d9eJ0Ev1/DvBf/sDv85rrLuTPP33/j0w2Tn1g1n9s9srditnJGptnFUmaUQ8N1rqLJqVECIEQEiU1UmYoJfLl2eApS6AtNS1YGypW2lN8+q4GDzzd45ar1nnfa9e5+sI2M1mNNA3oD0N6A49BpIkTRZJK0kySGYGxAoFFCkvgG+phSuDH+F7EqZWILz0sef6kz5GTUygTcOFWn0svUFy7t4MKlnjqUJPtk3Uu3w1b5tZY7bS4YrskNZavPRQQ9SWTjZTX3zDkr+5OOH6mySUXecyvD3nmsMfOzVNcdcES9z3Z5f5nBFHss/eCafbuDNi7o8uh+VWePwUP7a9z8HCDuhYEWtIILKEHUrqgylp3s6YZxCnEmaAXCTpDQSeB2KQYO+S6izu873s6vPyKjK3TAcPhBCvtkG4voDf06Q80vaGiP1QMIsFgKBlErm90GGUM44xhZBjkUs/Tlqf2tzgz73NsYYX4oa9u+uHhsQ9cvG0m/cqXb/vInp1PctFVP/93F+B/8dnP8o6f+yj657/3B2xy4Lfveezk5N+7ucvrr22wdc5gjMBaCP0Ma93FkhKUFCgl0ErlzwatMjwt8LXB9yyBZ6n7GZOhoBt5rHWm+Ow9Le58YsjmqT7veVWbvTuHDAc9Lr/AsnOLIko8skyRGYktwC0Nns44tmA5ckawPjB84b46p5ansLHHVKjYNqPZtUWzeztcfmEHI5f54F81WF2d4Ma9mssvbPONJwQi9dg0JWnUU/qJj7QSrERpn/ZQsLAquMzWedW1Xb71aI1tsz43Xj7NP3zzMn/8lS4PPdegN/RYWW9ywbYal2ztc8OeLu94RZfTq6t84b6AlX7AsXmPU6d8PCUcISAw1pIZSIwlSw1TMwlXXtYnihL27ox416siNk0oppsBSRIyvxTSH/j0I7fKDUpgSwfuSDCMcCtBlDGMDVGcObDHbpUAOLMiObWcstizvOqG40xzcPbYiYt/+5rLLkguvPKPPv6Xn/8sf/9t7/y7B/B/8Esf4x3vDMQH/+Rd7447Cx/61tPd+rNHJrj+8i6TE2v4nqXbD4hThZS2EkwqpJQoKdFKoFX+rAWezvC1wPcMoWepJZZ6bJkIM6Zqgn4s6cYNjpxs8BsfnwaTItKUa6/sc8GWmDQFYw3WuiKOKwwJtOfz3HGffc+HNEJN05fM1gVzM5JN05ptc4pdWzMu2bVOJlb4T59rcez4JDfu8dh7fsYg7fLtpwImax4zE5bJZky95qSQMZL2ULHas6y0M9q9Gi+7fJ2H9/XZf1wx2Qq54bJJfuItK/znz8OjzzfoDSzrXc3Caosts3U2TQ3ZNTPkf393n1a9zZNH4LkTEs+zKGURwgDW/Z+FNIXzt2TcckVKlngkaYC1dYaxx5lln0HkVrRhrEr5NogFw0gwjB1rR7FlGDtJEsWGYWLyn+VHAlEiiFJYiyTtNGLb9JBLdjb4xkPR5NdXog8dO/O/pW/9+5/7tF37D1ZM/a9/dwDeOf7HNHf66vXXnH770wcXPrJ39kR49Z4aB5ZiPnePx3te2WbnrEJIwzDyUcqgpJcHkhalVK63JZ52mtP3FJEniWJDEGdEiaWWGKLEEMeWVgpRYohSiFPBMJFEWUCShex/vsET+yGzFgdtp409Cb5yno9mAJdvhVYNJhqSqaZiZlKzaRrO2xKxdW6dxK7ynz43waHDE1yzW7F7h+TCHWt885mUhZUJrr1AMtUyhP6AQAZYJUgzibCWNItZ6zn33jV7a7xkT5f7Hg3ZPCWoh02u2WP42bev8NufNzxzqsl6z7DeVSytaWYnG0y1aky1JmjVE+YaCbuuiQm8FE+nKJUhhWNUi7upkkSxuKRJUkWSKuJEESX5cyyJEkkUS4axJIqFC1BjF0hGsTuvUZwR52w9TNzPhzEME8EwgX4i6MaCxQFcuLXHO1/V4cTCJE8d8ji1dKC+Y8v0Rz73ly83P/V/v/Jz//j//7nst3/57d/9AP/pX/kIP/rv6+raC5bfdeXOY39y04WHwou2gac6tGa6rHQ77Ng0oBEKMiNQ0qClj5YWpTRKWjxl8bTC0xYvlviecBfBE0S+Ik4c0JPEEqeZy4qklSODNLNkmSEzOL1tKMEtBCgJWoLnQaAFYSCoB5JGXTFRl0xNCDZNp+za0qfZWOdz34q5+6lp1pdbXHmeYtdWj4t3DsnEOl97qE7D08xNKZr1IU8dgmcPa67YaelHiqsuTrjyQsuZ+YylNZ/BsM4bru9y75MDDp5SNGqSwG9xxW7Dv/mRFe56ZsBf3TXLSseya1PGWlsz2VJMNDyadY9GzRIGhsA3BDpDKye1pHTXwFpcwcoIUiNJM0GaCpJUEqeCJJFEicu8xIkgTixxDFGSESeGuEIcUVI9HLgHObg7iWQ9gWEUsbwU8WdfFyysDrjr0QjtCf7jx+fDW67zP3rbr339H1x1vf+ZD7z/P2Xhlp/77gb4j7zWlyvtwXs/+bXF37vn/sPhTVdkPH0k4eYr+ngipduWfPFezTtfPWCyBVqlaJmhdYbWHp7O8LTGSzSBVgw9xzSRJ4l9QZwId3ESRZJCnEiXQUhHab80M2SZyy5k1lZ8K5TZGSWd7PG1IPAlYSBp1AStumWyadg8HTE31SW163z6Xskff2WGTWHIlecJztvqcf42w66ta3zu25bV1ZC9WxRTLWjWExaOShbXAvwL3DI+NyGZnISDRyxrHcOZ5ZCLzw95zbVdvnRPyEwTAt9HyUmuuFDwk29axJOLfPG+KZ49FbK5k7BpMmWioWjWFPWapBZoAh8CD7R2GSbnx6mAHHdjZwayTJBm5ECHJLPEKSRJ5kghMcTFc2LytGORlclTkKlgkAh6iaCTCrqxJR5GTIRt3vKKNpOtlMX1Lju2CW64PMMXkut2PR4OO1d96GMfv0QPIv/PcTzz3Qnwj3/i8xyZNz/SUof+3bRaah3pbeJDnzcMTcy2u4csLsLCvGVyss+plTV+5h19ploJoZ/S6Ydo5eNpD097+HFG7Gn82EmTOHGldMc4wjFRzkppCkkGWeYyCcbY3G1oix7OHNwO4C5wFXjaASQMoB4amrWUyWbK3OSA2al1vrU/5qO31XjuyCTnT3hcuAV2bPHZsRkuOa9DP+3w4L4WNeUxN6WYbMJkM2JqIsX3NUK4m2sQ+ax2Etb7lnYvZXHN57wtTW7au8htD/V57lSLepDgKR8hJrhwu+KHXrvMdZcs8tHbmjz49CQrPc2mVspkPaUeSmqhIvAEgSfxPBerKEWePnQot7geVmMogZ5mJl/d8tRiakgzB+40gTi1oyNxWZlh6kilXwA7heEwxSQDZuodfvqdq/zvP9BjckJycn7AqQXDzk0eUTTBgeOb+dpdndZafPI/vfd7L/Ufe/ALf3zNjW/97gO4zTog5Y/fddvnfm1t4fTM7h0hgygj1BnHVgLm52v0jEXOpKxHAf/ukwH7Dq3xllf0eNXVXTbPxnQ7NQZRgO+lBL5HFGsC36X3CoAniSRO3bKbpHlOOyNP/ZEzt8RYRuB2RcqcuUErVzDxPUvoG2phSjNMmWpFbJ3tsNDu8ztf8Pjaw9OsrjW4aE5w3ibB9k0+OzYJLtg2RPvrfOJuzeETDfZslkw1JRONDCkjTi1ZAi2RAqwVxIlm16YOD5HR6SvWOpaF1Rp7doS841VtPvMNn6MLAZ5OEMLD2AZJKrn2gjV2fX+Hrz3a58++Ns0jRxtsnxLMNjIaYUboCwJP4HsuVtEqd1RKUXoyLO4mMxaXackc4AuQp5mTdA7sEGfO6xIXxaNUMEihm0q6KQxiQ9aP2DHb4ZXXrPPWV/R54/UZWtRZWgzwhM/2mYAzyw1OLjY5dCLk2HzCicXjM0/s2fmBt37vO9X8QvfDWzc3v3sAfuzUOqeX9T/89kNf+7VWet+m3ds7NGsZnZ7PwopgupYhsbRjQTfRdJWmHft84pshdz3Z5Zq9Hb7/tX3edGObmcmAwTBgEPkEnkecesSJLgOlNFUkmSRNJUkmSFNJloncI55rbSMoVYktKqKuWKTyYpHvGQI/oxakNGsRs5M9BsmAbzxl+eQ3J3jw6UmmfI8rtlu2Tks2z/hsm5Ps2Byze/saTx4d8IV755hQmrkJQashaNUT2v2Mr3w7pOlbhHDAGkSat9wS8eUHnCem3TMsrml2bGrytpf2eHB/l30HfRpBmhe6PIypM4yd1v+h17TZs3WRT9zV4f5nJzm+VmNLSzARWuq+IdQG3wOtBEqSF8jc9y7sRyaXasaMVrg0B7ojCEgyQZLlwM4Ew1TQTwW9DBfzxDGNWp+3vW6V739th2v2ZGye1gwGTdpdnzjxiWKf/tCn0wsYDDXHzmTsO54xv274q3sf2XTTdcGvXXnVm4y1K38kxMzfboCbZI2TCzFzU/KH77rnvt/800/eOzO/1uXdr+3TDFOGWUAvaqAV1PML7ktLmEq60qPvKU52fE4/UOeBp3p85sou73rNgNffMmR60ieOAqLUI048klST5EBPM0Wa5QWbbARwY3PmNiNPmUs/4oJZZdHa4HsZgZ9QC2KatQEZA+54VPLxOyd5+sgEIgk4f8qyddIyO6mYm/bZMivZNpdw3pYOJ5a6/P5fNUijGjt2CCabmlYDWvUE4cV0Bg0mmxYhXJ4/SSXTgSI1Kd3Ep9vPWOsoTi3VuGx3k/d/7zof+POAY0sNtEryG0OTpiHDWLJlJuDaizpcubvHM8dO8clv1rjtkUlOt2s0AkXTh4Zn8bXFU7iAXeaSrHq9AGvcTZcZQWYhzVzzSJIJ4swViQaZYJDBILWkaYpJImbCAW+4dZ333Nrl5VckTNQ0cdpgrR0QxT5JqoljjyjRDGNNmgkatZSgMWTbzohLLxny9pelzB+ym6Lh7G9etOf6dHnx9J/GtsG2zd+5qud3FOCDwYAts7W3njr27f987MA3Wy0VsZS2+OMvNEiMYNKHmnbBj6+dXJACtDT4SlDLBH0V0E89FqOQLz7Q4O6n+9xwe4+fe2eXS8/rsGlS0apr4sQnTj3SdATyrAC4kZiyEUJUOnzyUr+yrlikUwI/xVMxnUHCUifhP34u5MjiFI/um8Qan5maYNOsZXZCMNNSzEx6bJ6RbJlJ2T7XZ2Zyja89Znjk2Umu3CGYakqadUmrbmjUYoQXEQQardzftxayTDKININhQmoE3YGh27OsdjzOrLS4+ZIeN122ziduD6mtKrRMHCCtJs184kQyiDxmJ0Ouu7DHdRf1eOiVpzm2JPnobZMsrtc5uRLgK0nDE/iFDJPu3JdEXkgVHJOnVpAaSIwgymCYQmwsZCmkCVJFbJsacOUudz2uvzSjVdOkaYN2NyBKfNJU5wSkiBNNlLi0pLGuKPemGwz1WkaWhXR6DfYfhoP3fWPmlpfzn299xfVrw97gC99JTH7HAH761CHqra3qU5/+84vq4tHWdGON7ZumEUQstzMGsRMJSjqpIAUo4Zx6nrL4qSXMBHUlGChBXwcMMo+VuMZtj0zwrWcHNIKIf/DGNjtmUs7fNuDmy7tooWjWXRdPmhZVSeeVtrbC3FiEtCjhcuaWFGTKM0ckD+/XfOnBJs8cbxKndZpaMVezTDcsU3Xr8uAtzfSEZmZSsGU6ZdvcgK1za9z9dMQHv7SJrZOauRa0GopWQ9Csp9SCiG8dUAxjjddwoLJWEKeSUCuu3jPggacmnfFpkLHe8VheD1hYnuL9b1rg5PIKDzw+hycBkWCgBFAUS3oDzVQzZLLV4KY9fV55ZZ/vf/US+08YvvxgyIP7axw43CAVmihS9BOFEoX1oRp45jUBa0iNxRqDJzIm/JiQhJuu6XHB1iE7ZhPe9/qImi9p1DziuE676+crqc4JR41y7akiSUYrqwEyU6M/qDGIFAurPgsr8OTBRTrZHa2GOnXRm9/yg+qZZw5kl1/+nfGTf0cA/o37nufJIzv9Iyce/tHAj//dyWMDfN2g1YBhpBHSMhgakhSyXPeluWFKZRaVgicFnrEEqSVUgnomiAwMM49B5tHPQrrdjN/8xBQ2Tdg8N+Sy84bMTKS86zUDztsUkyQi19sSKsxNrj+lNAgp+OxdNZ481EBozbHTdU4t1AlriolAMNmwtEJDK4RmTTBRV7SaiqmmZmYSZidTNs8M2b6pQ2bX+ey9LQa9BhfvsLTqimZd0qwZmmGK58V87YGQqC/xNoHMwZSkkkZN8YYbBtzzmKEXSXqDjE5fs97VnFmpc+kFTd718g6PPlPn2GoTJQ2Q5HrZI8kUUeIKM72hpt3zadbqNGoRl+4YcuMlQ04stjk6v472Mp44rPnMN+sI5YxrCDl+Ea0BDFhLEmfs2pzyntcMmG1lXLLLsnkGstQjipukqcdaxyNNFEmm8zhIkSRuJU1SlcdEMvf6iLG4KEkEvaFipSNp91M2tTRpd5XVdvLv9j1zf/+yyy/6497yU3Fj9sq/HQAP7H6a3ok9KysHfkcOvixvumyKgycmadahP1RkxqCkIE4MSeZawFwwI8ik04lJZvEySJUgyCyhcb+PjSXOBJGRRJkkNh6JgaVei28+abBk/OWDCUJk7iJZQ4FsS54iE4UjUSKVIk000mg8LWkGcMGcpeEZ6oGhHkA9EDRqkmbNyaGJpmSqBTMTKXNTEdvmumSs8R//IuS+pzZx4QxM1XP2rkuatZR6LaZRH1Cr1QmURMlcg+Nu8CTxGA4EgyijGyl6Q0N3YFzLXMPn5MIEL7ss4mffvcBvfUZzfD1ACIO1CSazJKlHnEiGkbOxNgeaRuhTr4XUgzphkNCsxVx7cYzvJVx/ccr7bu2jVZoXgZy3fkyU55LOGIkQksBTgM8w0qysaefbyYqYJz9SOYqB0vzIHLjTPOhPM1EeSeqKdL2hpNe39AYZg1jw2BHDocU7ZYL9nTMr0b39weDp7wQ2/5sBfudtn8KXQe3k8afffuzkI0KoFPQakxOKlfYkvqcIfIWxeVoutWV+Os2KXCzoAvhFRJ/lUX0R2Rsxem8EsZGkVpIZTWICtzJUctxQqVIK0EK4SqWCsGYJtSVUGYEHgYbQt9QCQc2X1GuSeqgdwBuCyaZhupUyMxmxabrHtk0rfPBLhj+7bTM7JxWzTUOroWjWFY061GsZzVrC/Irh0HxA6Dv7LRROP8Ew1lywxbBldkhn6DMY2pzFJetdTbMW0qxP8r5bFzk8f4YPfWE7WmoshsxkpMaSpJooVgxiZ4rqh5L6UFMLPGpBRrvrYgzfy1zBzMvQ0jVKSOnK+YXnx1lXBCBykAvaJndZGhfXZJnEGElqRvGOA24hQ4rXlec0B7cpqqfOBhDFlFXS1X7C9m1ddswNeezJR0Q04O0X7tp76FOf+eLgPe/6b5u/8t8McKO0v7h68p+eOD3/T++4P5T753cyN93n5r2WTU13QZWSo6BSWrLUped0ZkkN6Mzlq7Oi+GBs/t6WPxu9HjnlXC5XlIFSVXMDeSXPloGsluSeFvCUwNPW5Y21IAwkoS+pBYpaqGjWJM26ZaKRMdlMmW5FzE71OW/zCg8eiPjEXduYCgM2Nw2tunDgrkkaoaERpjTrEQ8+B0/sr3PRnM1176hsPogU119iufi8AQ89PUk/sgyGWd4OJlnvetTDGrVwku97xSpPHFjkgX1bwCqMyZwdNrWkiS39JINIUx9aaqEi9A2B7xH4GYE2aJ3haWcxdl6fvCtKWBAWwUjPjYJzZyE2RUbKFDKjkootgG1ELkWK90W1tHpQNmOkmftbE03J9+yKuOmKiE2TNfYfMfLk+pF/uboq/Far+atA/KIBPIkHstMd/Mq//Pd/+PPHDp/25xp19swZulGTI8clcjv4Xp4p0c6srKQlk057Z8qijWN0d+IsJqN8nRUVN1tU3iwmr8QVxQprLZXK+9iKW5Sqi4KOknnFUlExbbnqX+ArwkBRCwT1mqBZs7TqGRONlMlmxMzEgG1zazzw3IBf+ZPNHD85ye5Zw2QdWjVFo6ZohNAIM2phgu8NaQ8tSio8ZZGVKa2ZcQyXpD6tWkI/NfRzn3V/mNHtS9o1Rb0bEAZNzt+S8G9+tM2/+ojk2/s2Y1EYa8gyQ5qlxKkhThTDWDEIJLVIEfqSwLcEviLQBs9z+X6trAO4cgBXuUwRwo436OalfZuTiM29LFkO+MyMnh0ZyfxZjABevM4q1oD8MBY8LWnUfHZvncCmDQ6f9Oj0FFtbz/sXbOIXLrnmH3vt7vBfTDTDv3E5/28M8IWlNivr0a/eddc9/2Tp5OlQ2RpKCbbNaYSAwHO+ZCxIKfDy5oVMOmCrzDoQZxaj8tdGYIwty8imzNGCNdZ1kecW0OrBBoDnsjsPLJ1EcZ5yly7TeSuapyWBL/E9RRi4kQy1wNIIDc16RqueMNGMmW4N2Da3zgP7+/yrP57luePT7Jp2GZZmTdKoS8feNUs9zKiHCUkW87Hbm0il8KRFiVGa0NhiCff4odet8fVHYrpxQD8HeG+g6PYU7UAT+gGB1+KSnSn/9sdW+OU/Ftz/9GaMlWTGldWT1BnNotgQhc7uGgSC0BMEvqts+tqWFVutDFK5jJYU1jVKFAAflTyBnERwtQSXbckD+QLA+dQBUwaR5OxOueJm+QqdmtFKbczI7XhyscbSWn7DSdBylsNHuuH68La3Kh3+8n33P8zLbrn+/1uAd9cPYY256fSxx2uX7xKkWYgpqVQgcsaUcnSClBFkqgLqzGJUIT+sA3fplRi1XzmgC+ejqAz5qTJ38SgAXngwikpewd5aF74TiedJ59/wBWHgZp7Ug4xGzYG71YiZbA2Ym2zz4P4+v/JH0zxzbJYdU4KZRkWahJpG6PwrtTClFsR4XsSplSk85RySLi03CjKzTJKmiq1TljRN6CRh3iljGAwzukNJra8IfQ/fC/H0BHt3pPzbf7jEP/tDeODZTWRGOoBnliTNciY3RIEhjCVDX5USzPPA006iOZ+KRUtymQIifz4Hxp1cIS8KIcrikMmLQ0W1OMsqPzcjyWlKcBfX0uYAz8deJK57q4D8qYWAKMmoH3lq76tvffN/juL0f/mb4vRvBPCPffIrfOFOXX/zNb/rX7MnYmWtznrXpx8581OaihEQoXxd3N1GOqbOdPGlNwK7kCG2BLot5Ejx+gU+mxQjE5WUbvUowK2kzBslCnkCoQeBb6iFllrg9HO9ltCqx0w2BsxOtXnk4JBf/vAUTx2bY9ukYq5hmKgJmqHr+K/XBLXQ3Ryu1B/zwD5Bb+gTKvKbzGlw7CjQTFJNI1TcfHmXB59p0U+cTBlEGf2Bohu4AN33/Fw/T3LpTsOv/8Qiv/gHcP++TSRGkhiTN0uPejAjXxL4xrG3N/LRa1Uc5DJlJONkXuU9F8iLopAtAJ4DPiszL5xz5TV5LGWqJGZGVgF3A+V+GOOavweRYb1nWRnG3gOHvnjFlz/y7vpzT32lf8mVb/rvD/C4dxSvvmPyzz/5ud//Vx/yXzHXOsMPvrbP7OQEK+2Abl8zjJ3POMtEyb6lTVNV7ngDRolzs3YF0KYE9uikkGvv8mIIZygSMgd3bjJSJcBB5Y5BT7vYwPcMoZ8brIKMWi4vmrWIieaAqWaHx5+P+OUPT/HE0U1smdTM1Q0TNWiEgkZNUa8p6iV7Z4RBSrM+5O4nfNbbIVNTozJ5ARiTa9MkU2yaUdz6kh53P2xcF01sKiCXhJ4k9DSe9tG6hpSGS3dafu0nFvnFP7Dc/9wmEqNJcgegs706Jg8SWboLfS3ROjdhSYHSxbmh/HzFTVhIFVG40hgVhDYepvJsTOXZjLP1CNy5BLU2XwlGTka3E4dluSvo25T3vG6R6y/KXnHXNw7/4eYL3vpTjz15dP2aq87/7wvwI0dP43lLv9hbP/LeUyeHfOXEDJ6/xD9+e4yvp1nWNboDTRRLkkSU3gZjC2dfoeMYHbb4b0RpABqB+wWYO0d6UZErtbcsHHQj3V04BrVyFgFPWzzPNRaHviH0M2phSj1MaIQRzfqQ6Yk2jx6I+Kd/MMvjhzezadJjUz1jom5zcOfsHUpqgWP/MEipBzGpiejGAUJJvILBSw0ucnbLDWKJR8MfOrtAHDJVgHyY0fcdgwe+dJ54XWxAa7nifMsHfmqB/+P3DPfv30xiNFEmiDOTs7ggTAyBZ/E9VybXedyhlbMIKynz85N35RfPFWNWeWNWY50N4C5JqEJMVXBXwZ6V4B+xdpq6Vac3tCx1BcfXDD/7njP8w9dnPPxUypOnjr73huaTh9I0+Wf/XRl83/PH2LRl565PfuJ3r/zGt0+AkWxpab7+yBTf+7J5tk96RInCGJEbmvI8aBFxq0K32QrAxZiEGZ0wUWEKUVnOSoSPWLsaVBbLbd6ho/JgSuu8Myg3IRXuwdDLct2cUAsjplp9JhpdHtiX8ksfnOWxw5uZm9DM1TImQkszB3ctdOnEAty1ICP0U1qNmH1HLXc92sCXEk+ZPIgb5SiK5TvJFKnRvOrahIt29zh0vMZcnVGfY5TRH+YsrBVaj9r4hLBcvgt+/SeX+Wd/YLj3mTmGSc0Vw1JLPfdwBx4O5LpYvUzZ2ypVVq5wSooKwEUF5JylV0Ygt+MALx2Ko5X3XCvzKJFg89ShZRBbugPBQg8u2L7K66/OWFqZoVbTbLGHOXUqvPIdb/uJXf3ukWP15gXfeYAfPzHP9PTE+ffe/8B/eP5Y+62nlwaEnseuGcuZdp3f+sQsv/xDMYFn8LQhMwJBLg9M1b5qS1BXl7QiP2zLnPaGLMlZ2ZKcuTeCW1ikKtKCDgxa5aytLb42eJ4h8AyBnxL6KWEQUw8jpif6rHX73PM0/PrHt/Dk87PM5uCerFmaNUEjFGWu3GVejGNv3wG8FkTEWcZwEBIqd5NJIcacfEUhxQWa2ml5HRHFlkEiKgA3+H6G72k8T7qpAnmvalGFvOoCwa//1Bq/+ecp9++f4XS7xbAhmcwszdQS5hMHAs/muf8ik2JL9i6kSgHw8vPmH7qK81Ih5helWFVH4B6XlM7NWQG7Hdlzs7zekeSpwyiFZjPl//fuBMUcJxcbWAuB10fL1bceP/RwNrft2v91dWXh6PTM5u8swDtrJ8ji2o1ri8+/feHEKS7eUkdrJzs2T1uEnuX00pCphkAIi6dd5iCTMtdfYiRFcp+2W64LLSYqJ2Zc840e46qwuAhu3EPB3jaXJ7YyHMjZYj1t8jETWQnuwM/BPd1jaW3Ar32szhe+Pcdyb4q5CclcmIM7dLq7ngeWtUBSD2zO4E57h0EMxNz5uM9a4jMTMObHRoyvUFnmmh9ageY11/R54LmYbhIwUXasG/zIedV97QCulUVJDyFdgQYLe3dKfuvnOnz5gQG/+kebObk8xWBSM+kLmqmhnkKQgO9ZN4pOu0KXLgFeBOPuuRqoV29MIcpekfL6wAYJWQV2JX4yFfCPBaE5izsgw1xT0V7fzJPtGlHsmla0DIji0/Sjg2+/8OLWx+J4cPQ7yuBJ3EF7zYtXTt/+j7c1H+CV12rafY9h7PzDUsBU05KmgkGcIkUxvsAxaFEQsFWtXYK6kCB2lIbayNpVWZKf6IJZZDlewr1WBcCVRUsHbK0cuD2d4XsZvpcS+gmBn9CsDdC6z91PZPzhV1p86b5NxKbFppZgNnSyxKUAizy5yg+RM3eVvRO0jvjWs5P0Y83WevF5NjJ4EWRLklQReoqbLh2QGgfwQSJc13rRuR4ZFxzqfDZMnt4TeXHdIpidFLz31T2awWn+6CsD7nl2hjNJjX4oaaWWhrYO5DqPQ5TN4xKbg7w4h2LkHZcgGbF4RWVVWNx1CVEhpY1ZL1P8zGwAuh3FYRao+ZZACh542meyAULk2aHYstoRfPWRx/mxHz7/H7/7La94rNvrHWw2Gv/tAN/33AnuvOt26rXpbcdOPftKLznCzVfOcOR0i+5AEyeuQhl4jh0LkCkMVooygzIq+YpxOVJobfJiwhiwK6mHavpK2A3SpKjKOcegG+1mcs93Dm7lvBiBl+D7CaEXU68P8f0+H79N8xt/uolDS9N4QciWpmA6yGgFlkYAjbzDvha4ameYF4ScfyXLVwInT5Y7Gb3Yx1cKX9oywKTyVYobu/BuxKlHzRuyZXLAer/JIBH5uDUXK3helqf5VJ7uLGbHVANX53x868t7XH/ZEr/+0SF/9rU5VtMG/cCj4Ula2nlwAg2+omyG0EXRJ1/5ZClVRgWgKqmMi5Uq0BlbgY0dl5ojbT5+lAQmXQ/oylpMt+f+Upy6oaGHFgXbNp8g6T3xyoceFNvW2msHe+snaUzu+G9l8IzLL3/1+fsPPPPBz37tAJtm4fo9C+zZlbC42mAYa7JMIoTNfQ6Fv4E8dypGgaQZ+RuK4LE8CYiKJBEbpEkBbjtik7z6JqsAlxYlDXKMubMc5Cm+dpIk8CMCb8DRhZQPfbnB5++d4fDCFK26x3QIU0FGM7B56b0At8zBLcuiUJhr78B3N06rEfG5b2kOHqsR5hO4ynYxRigvxzhYp8OTVLN3F7z5+i5/+NUZenVNK589EsR53KAMWst8bB0VkHsVSnWrwnmzkl/6wT5XXnCSP/jSNIfPTLCa1uh7moYS1HOg+9K6GyfPMpWrX3Fei/QhTp+PKp327Dx5QUyFdaLMm5+dUiyZPD+K85IJp8njxK1OmYVBLDjdkfTNgB+9uU1LPs5k67oPXn3VK97Y77f/i1LlrwW4NUMQAfMnHtwxXN93YW8t44Fnt9EI5vmZty6xc0tCuxcSJxpjNq5fws0DsCNwl96GHOi2yt5WlCwwYoWCtu2YDiyA7Z6LUcoO3C5rUrB3hqdT17mjU4IgwtcR3Szmdz7t80df3sKplUmMqjE9oZj2LRO+oZ4zd70s38vcp5JLkzx3XoLbd9XLKIk5eDKgFwdMBXkWpyg6FVmJogprK56URNNqaC7YEaOCId24ycAX1BJLVABcZ3mhRrk8djmU9FzBq2Juos/739rn7a86wx99ucOHPjvD8qDBQIeEWlHXgppy/ns/7/ZRUuTVTfLV0J6byTmHXNmYYYHxWMqMCkXV3Hn1BqhmmjIDw0yw3BdY1efn3rbAO19e5/F9gjvvf+7C3Uvhjte94pqjvWFGI3zh7V7/WoC31xYIas25zOhPnzr+mHfhNo+DZxS/+4U5hD3Fz719hc0zTbr9gCTVefDoumkK9i6ZuZQnFWDn4B8xtsCe85PYSjrQlsAekycyd8mpzAFcZ2iV4XsJoR/jezHtYcy3npR8/LYWn713hmHWxPd9ZnzBpG9o+JZ6YKn7I3CHgSQIJEEuTVxhKM9M5AD3PVf5PDJvueeROnHiETTsWQFm8RiVs935ihOF52luvb7LJ+7o8dzJBoPQjWaIPIufgpcYvNiglMwtEAIp5Gi4D6PzmRlJaiT1QLN5csD/8X19Lj0v4s9ua/LwvgmWBg2GysfzNKEW1CQExYClIr0qrasnCCogH/esbDRnVRm9IKiNGbHifaG7zwX61Lg+0PYQan6Xn3v7aX7q7xkWVmY4uVTniSNPeVddde2nl1bXX9Lp9pb+xgyu/C1y34F9Nz75xDcm6uEa7bhGPw4Rts5/+OwmlJjnZ97eZrJZI4rcbsKZcZ5hMyZHxmVJeRTAzr9klcHHjD+uR8cxeVlSNqXd0+lui1aZA7jKSjmidUK7l3Df04I/+WqL2x6dYLXdRNZCmjXFpGdp+Ya6Z6n7lppPztqOuWuBJPQVoS8IfXKHnsnBbQg8p7+VjjhwEk61Q1dYyfXteOFk5J9xfZAO5KmRxLFmc0tw8c4BTx1P6SceUT7j249x4FPFZN2iUANyQ2dOcfMUacgkc/7w99w64PU3rPGNx7p85GstHt7XYqVbpy19er7GVwJfCgKJ6+GUFi2KuGbUYigqtYfq4yz/ykYmrxCaYSRXDCM/S2ohNoJhJhimGTNBh5955zz/5B0Rg8EUtSCh1Vpmvat54tEvT8w033jjzvOu+Cp/zfCgvxbg3fbpwJPi9+556HRDGsMjB1yAMi0FC2aC3/p0xs5Np/jRN3VRMiRKfLIc5Lbsah8HetHhPgbwygkZ44UxaWKpGvSdLDG55jYombmB+EU2QyYsdVPufkTzlfuafOGeCRY7DUQY4jU9WhomPNfJU/PIZQfUfJEfMrec5rrbFwQFexcA1ym+nxL6MdYm3PlowLH5GrPTAk+aXMeKUaNvhe3smN1UMYg8dm0W3HpNn89/O6aXeAwSQei5flU/nyw1WqVUma9GyDGZ4g45alQwLt9eCyLe8+oB33P9Cn95b5cv31fn7iebLLbrDITPwNdoT6GFcC2EUuIJm0sti0JUpOF4+vAcZD6WBSuZOzduFfo7tYLUjsCdGGc+87Me73jdGX7+XQOGw0nWu3WMUVy7N6EXCepyvjGMxO8dO37qUmDw/xrgKx1Dlg5/oNf99uR1uyPuemwru2cSBrFhfQAGxZm1Fh+7bZK3vfIMsy2LkIY01Rij3Mm1Mg8sZf7l5PhFANc7eQ5P4FhAWQG2EEWmxiBygGud4euEMEwYRhnPnYKjpxWfvH2Crz7cYnGtAV6IbnnUlaTpWZraUPMsNQ9Cz4E79NxMQmczlZVD5L+3OchNCXLfc+1ph04bnjoSgOfly7ytlOjFGAqqQViWFZ5pN875igsiLtvRY/+pOoNQUE8FQWKJFHlqz+TsXWRTihTkSKuUefY8FWmMyqcPeAxjj1ot4kfeEPGWm9f5+iM9PnVHnaOnQ/afqhOvB6SBZqg1UrmpvgrQ+XPB5KV0YRT8n/UosykVUJNbNSxkOLNWWlY5MzAJxEPmptb5odf3MKbOSrvJaqdOu+c2MZgMFF+/LyHSj9Nq/fVbpLwgwNvttkiS+Gdvu+epyWkv4vytNdY6biMnf93Qj2E59Hjo2QafujPgp9/ex/csSnhkRjmQWznO3jlrMwbuyi0/xgi2ovlcUcNJEpPv8pARBG6SapplnFmB27+pOXSyxl0P1ji1VuPQ6QYEAaquCbWioS0NbVwWwXOD80PPFRgciItD5ofKAU6uuXNwexmB59jb3VgxR5Zg39E6nhxPD5YShZEfvAywyuJX3teYely2a8DFm/o8fTiln3o0E0GkwU/dTEBVAbiUAiHlGJNTYceRqa3wn+dNwZlH5Pm0ajE/9LqIl1/Z4dRahzsf8jl8IuDrj9Y5vRKSDTyM1CS+QkjpVoq8K1+SVzyhlC3nAvlYoEm1Sm3zKVuFfsnBbWI8G/GeWztctzdjfT1gMKyxtFpnYc1t87jatnj+EM88Ofv3bn3/P476Jz8Q1HecM3x7QYA//uDXyLKMlTN9el6LZl1SCzwmh5q5yYhUDTiyYBkOM75wb8D739nF9yIykTmA2wLgOYsXwLYjiVKw9fgns5WIfcTapRRRGV6QkWSWwycETx1W3P5gnaeP+Dx7pEYnCojiADwf1fIIlKCuoK4NtUoeONCFT6OwzTpfeJDLEt9X+L7MbwA70t5e5iqLntP5oZ9gTczCqiSyAVpLfGnRlTTbBgIvQZ7Z8X7HOPUQaOamY6Qa0ks8+lq4TEcyMoxpZcYqkFJUothi2BECa+SIySuDkbxMleMn+pHPlqmY8zYnXLs7YhAP+AdH2jx91Of2B0KeOhJy+HhIkioIFFYqEJJMVqpBZZHiHFplTJwXeeDiOW8Sx4BNc29tikfMW18xJKylxEmfk/tSnj3i0R9K+kO3peSOWZ+FedP4xjcffa9U6gP/rxj8m3fejmRVBfZ+8bqbO/R6dQYR+YBLyUQDXn79Om99xRpff1ASZ5ZuV7n5ePUInc8mwUjSROYpQJkHWBUGr97y1gGafH6Jp63bVU1aktxGKQQcPSn589sC+oni8WdDnj8RsNzziTIftA/KQ7UUvhTUFNSVJVS4cWYqNx4px9q+J1zRowpuT+LnsiTwIfDJsyauZO5pg++leUU0oRbGLK5l3H5/k3Y3YGpCoPNcfGH6Ei/EbKYSEBpJFClmZxSvv3nI1x8ecLzdYOBJJ1M0eKnFS4qcdZ5jl5lLF1KddSLLv2GsrvwNB3Q/U2RakXpu7EOSeC6V6iU0/ISXX5Fy06URb3vlkAMnJE/s8xjEij+7vc6RMx4ISX+gyWJV2DexugD4hpRRtXy7EeDWIlKDMAaLK2nW6imNMCNOBF+42+crD/icnBcENqFVS0lTQ5JBP4J2ZHj02BPiHa+/Xt191x3pK1/12v86gCtpsUz9zqe+oq/qpxE/8rouWdKiN3RFhWY9YdtcxtzMgLd+T8SH/qLB9/zsDFftSXnPa4euxzKDuQnD1VfENELrgksryhrY2ddclMN52n3BE09qVjqSWih5cJ/HX90bMkwUw0Qxf8bHCE1iPYzwQGtEoNFS4itBKC1hDuxAWQJlnQdc5zlfPWJuv+jLLMGt8h5NUbK37xl8vzBoZSV7+36CUjHffEzx+W83Ub526bYx/f3CDF7kwrOsyHgohkOPt9wy4Avf6vBnd07QS0MauQ73Ch2eFEUZW3YLCSFLgLk/JStavwJw45g81Y7JPa1ItUanmQO6ylDKDdKfClNuuSTl5ksSrIh416v7DBM3zu2L9wY8tM+nFgiWO4onnvbp9GWukgQvKMrLnSdca+DVV8fMTmbOSp1Z3vPaAS/Zk/LZb4R8+LMt5ntTtCZaXDiZ0ao5WuwOBQNSvv+1XbZMNa6am5n4nczw/v8qBj90oo9fq7WWDn3ykp2zVt352ATLnSUu3tanMdRIZan5EY3aEB0YHnnY448+3+TkkmbfUcFf3emmhNrMMjFluPGqmGYtb1Gy55RJo1s9zzqs9xQPP+XTaSuklm4mitWOmYTGzQXWIDVSSjwpHJilJZAGXzog+Ap8NZrR50AuRg0P2jUCFI3HVXA7hs9ttV7B4FnlSAl0grUxp5Z94igkmJD4edlb5a68sSpm0dEDY6nTsjvdKOLEY6qp2Dkb44shgzRgkApq2nWjFx6SoqClZNXeKsu/5f5GHgMZUxmCb/KeyZE0StN8HrtS+f5HKUmaoRJXS9AqQ8qUHbMmXzEMl543JLYDpDa024KHn9Ks9yWqVCzjQfXYlbaua6sRWm66KmFiymBT97t67nacnjA8sj/ki/dY2pHlREfRigxaQC8W7Nwp2DXb5InDSqmZziU/+p63taxd7wgx+dcD3GMeFesP3Hbv/Ks7axlve5nP5omQ0O/TrPXxdEoYRsCAO+6XfPgLTRZWQ/AVKZJ2Qc8SOuuW+W82Kl/xXACv6rf84giBKbZcIPecCjUKcqTMU1kFqPOysyTfuLXIG1eedd5Jr8i33qMEt2vrUvg5uH1NaTF1DJ6zuDb4eXXU8xKCIOHEsuGjX2+A9vGkGAWYpTwRZzF4NT9cDAl1YHODdeLE432vH/CXdw94dqFJL/Oop25TWucCtKNOHFXUBKrBXmFdLKSQrBi8isOUXhitFV7m5qV4OdCVHBXNnG88fy1MPjgoQwuLsBmzdcPfe5kBkeUyExDF/hnnuOZVj5FRmFSXWDCpJc4Mc5MZP/7WNlEmufNROB3XWfI9QiXxpaCz4vHV+wTbN/WY4MirT82f+IDJsn/0X2TwfU99ESGkv2XiKNfs6rJlJmWy1cPTXaSMOHzG0h4Ynj7q8ZsfneT4Ys1Z1HIAblySMm/0+tz4LtitAPh48CLybQSlEG4fHeHKyoFwbkFPuvdaknsq8u7xwkikqcxBId+ZbdRVPwK4LGVL4Nuypc33TWVwToqXs7evE6SMOXZGsNQJEVoTSMbkiax+rcrlrkqHMeDlmY449ZhpRezaMmD/mYhBphlmEGQCL7N4aa7DU8rM0qiErsY6FYrYztUkbGlXHkkjg84MmZIoXWxfrnKzWoZUJl8pzCg1m4NcFH+bfAfqYvOwPFFQfgIxHnGViYaxn1YhYZCp4S0vTXjJxSv8Xx9LeOpIyEq/xrH5OkPjc3LdY3gQNp3J6JqTnOx+zTfm7HrPWQC//b5lLJLtM2fYe94K3UhyfDnlm48qhmmNOx+v8ezxAINHajy3pogKMMfw/ddJkhHARcWSiRBIRiViN5UKPGHxRA7aXAIUr8uf5WQ/soJSNtj6Sjiwj4Fbume/AHoRfObgLrp/tCkliqedPvX9hJSEL3+rxsJSDW9C4Vc9HNUMysbLWC1dF2a0StFnGLkJtm96aY9vPTmkk4b0taaWGuK8nK7kyBBVGM6EMIz8HNWaQzV1mM9UsZAp9ze1EaRKoDOZ72LnvDxpDvRRMc2UBTYpTaXwlr+WVXDnad5yr5iqQesFKkMl3t2/ESchc82UX3v/EOiz/7jk7id8eqnHHQ+7HuC1zCD1gDl1BCPPxtsYwFdP/RmTrfBlH/z4g9efOJPya59scmzBpzdQPHckBKFRnkQox6iBcHJi4+O/AtblRS/dagJU8SwsGspUm8pLxm6+yUjjqgLY0k2pLUYhVIFdzkFRbtCMPhfAi4Cz0N26kCU219vjXnLfS/C9mDNtw6PP10D76Fye6IpBqaj2iQ0IdxXciuuu7EuVZU48STyuuShiZnJAe61OP1XUFXip+y4qyweXJlWAO/YbORzkBqemyPsmnZXCKNd55RlBpiSZMmRKkOYgr5rXCjuELEBeAXVhmRCYHOQ5oEtQj4p250DzWT6W8jfCbUVe/PsXbzdccX4GIuXN163Ri+DIGcH+4xMs9dLrg5nvednvfeym+/6X9/39cwP8kX0htcD7e489J6++/dsNBlmDLHVsen7eIVR03oyaFWzuGhwtv8WHPTu4YFSdrADc7S5MXjwYH7mmKiAvGEsX3ojcA15YPV1zcdGp4mSJKrtXRsAumm8de+eaW1Pq7SIl6Bh7BG6vdCcmCBK+dG/At55uIgONL4Wbv106CEdtdCPH38ZqZu6XL1ncBZqZUQyGHjdfPuDNL+/yoS81ibOAXiYJM0uUkq9cVdefyeWc2XBDvRCTg9GjbqsC3JmSKGUco0uZj5YwFSty1QNkRyAfqzYXTJ5fd1FBhTiHKLHjrF6tlZTnaYO3aaJumWpYtk7B5TtjuhlXi0b697DivnMy+OLiPM1m4/W33f7NHzSDjMu3N8gsbmpSOuqbS4qhmJnzEWTlbIxKN04O5GoX/EbfQhXcBQBkBRSSkeehOtqgYG63BUnxnpzBKduwxlg874bx1Di43TiFDcyd92z6eXubp4uGg7RyJMQkfOrOFpkNUGX1shpgjvoai8zGmAZnQ7uekW46VFYEmxqBx3te0+djX45YNwmDLGSQCbyUksWltMhUlKYzly7cqEUlZxmeCu2v87EOKge5tijj5IqbQOYcjK56LEtr8ihFWXV3jmzMZVNKCXRbXvhzA9z9sgD0aC5idainKifYJpnbmylJJVEMvaHg/IuTH7zuxlffdfLU6a/v2L5tHODWxMSRuqgZ9C/cvTVidiKk3cvoD7OyPzBKIE7y7eQyQZJPic029lTywjJFiAqTV+RJCfQN9sxSi2/QnAXoq7M9lBIjLZ477saG3eTA1kqMMillOtB13LvGZJsz9yjA1BX2DryYR5+XHDwdYpWHkhJfuhTWmE+jIsA3ZlGKo+x4MqKSr3YgT1KPC7clXLa7x7cP1EiUzyAVhBK8zKJTkcu3vAsnzXU40smFsT8pKiwuKtKoGNhTZFec36UYr6dy6TcC96hry9kECianXD1EBdyIYmLWC7B35ZQUTF6wdZHGTFKZDxjVlQ1rFYNI0BsK2l3L/GIHUe9eeGUcXxRFydfPYnCTnCEhZKpxhr0XdFlen2Zx1WO9p+gP3ZyOYWToRxYdWVTiBtcnUpQd0tVU91mBRCVmrtotxUagV8CtSs/3KO02kizCdc+LEbhdkCnKbnFdgluOAbw6/Md121MCu6xWlsyd4WtX2HFdQQmWhM/cWWdlpYYItMu7V2/CjR6U8u4esdVo/su4j7vMTRtFkmhmpyXvvrXLo8+3iLKQvvKpZU6LF3ZWJcnBXawVJs+JF+6PXKps0OMmn/dYnUrlDokyxYpky9cO4DL/nqZsmyu6/IWQo+aIjQy+oWllVO6zZ8mS4kYvxjLHiZu32B8qekOVl+yhN4ROL2N5LeXYYsSWhTYnzyzSG4zMhSXA/+8PfwGLQoiTvOKKdXY3AqSoEfiS7kDSG0j6A+e1LqLkYlFJ8xRe0aFRNqJWmbvyYiRPNjxXAV1l8bHxYiPGllUGV6LC4oVckSg9DnBf5wOAvGLrwLzCqS1eWYo3+ets7NDKde48eww+fVuTSPooqfLq5fiNuLGCee7bvZJJqWRTTM7gaaYJMs27XzfkT77a58nDNRLl0ZcSPzN59kggM1s5T9a1l4nqOmryvzW+b1GVyTMDukwhutHWKrcEqMyOhnWWc1lEeUOnG/T4yEdUbZAYzT6Eqi7fkDYsJJQptoZ0U3N7Q0W7p2n3JN2BpTcw9AcZ7V7KsQVLphOmgoc58vRJkiwdB3g6PIUKttV/9w8+dMEzB5ZZ6igu2BQzPeGhlPND1wNF23MnKE4MUZ69MNJ9NCNGJ66qu4v7VIx9uZzjN2jvF5YoogTOxnHIssLYRZBZTG3SutjkNdfeagO4i/K9VzQmGzczpGwRK3o60/xIUF7MwVOabuyD0rk8sRvssRtv3HGEjw802pALz7txRoUfTcMTXLJ9yJMHYzITMDA+YeY82zrX4Eq48WeusFSwpaEIMkdMLkYVztwPo8vBpu5nykAmHeBVvjuFNKMJAcV0razo7i8TAKPgsgw8N1zvcn1/Aa1SBJZFw0YxYzyKJZ2+YHXd0O476TyIDN2+YZhats5ATSqE2nrBe7//H9Wvvuln+5ddst0B/MixeZr19ddt2tT6Rf/wgLpukiSaWpCilKFZd7qn2XCbPC23Bca6niOZp8DlRtbeYDgp0j7VZUrg6jlVIIyAPepjVBVWVGNDNUcTbEuPtKqAWo3vYuwp8ly4A7cD8GgokFeVJ1X2Vnlfpx+z2jX833/RZGUQIgLPyRNpx1aV0eCcF9acJdBxtllbzIkpGdxlVNJU06prfvodXb7xaIuVyCeWmoF0Fb2yvayaD6/66YUpC3AWk4PbYJEbMisiZ3BbBukF2JUUOYM7SZSVWRRKmTLS4aN2wpFMKQLPUarwXOemuqoVUgXy3TEErHctp5cSeoPUxYH5FuSBEqSxz9Jqn4v3TPzik0/vvy+J+39ZMvj9D+4nCHz2HTzJ0lLAqcWQZhi5KavCwdZ94YwjZzQnljRe0eeZ6+e8MjzmjhwbGlMF+AZ2G2lwMQK53ChRxgfTlMCWAqlG48dUBdRaSnQuSXQJ8EJzmzKo9LQpwe3pwn8xzt6eSvD9mE/e6fHMoRpIDyklQWGNraQ2yz3i8y/5gm7CCpuXO1VUZEpqZL7Jk8cVF/Z568s7/MlXQ4wOGEifQIqy6KOkIKkEdBuZXFSZ3J6drbAWjAJl3apgrHDgLqaEGcjK+SliBPDKswO3yCuaI3lSZlaqmBgDfJUIbSVac9+t5mc0N8ccmc94/KiPtW41FtbFYKEPO6cDJkJBZ/0Mnv8MaRKPJMrURB3PC9i5qUZLKs7bnNCsR8xMDKkFMb6XYkzMvc9YHjg0xfGVKXZMOY/HWRW7CqKreW/3LCp6TJwF9OryXrR7lWxeMuR/CeByBHBV8VDr3JfiUUoRT42yJV5lONBIczv29rSbWrXWNnzxm02W2wGEefZEVIKxF5AoFB6RDVR1zrRdkTI0EpMV2RTNVEvxva/u84VvDVnpBcRKM8hknp4UefZGjJqx5cbCimPv4kemZPOiP1Kgi8yKyl/L/L10U4GL814FuZCi0n1fDPHMpcmYHhdj4Hb23nFgk08pK4LSQvZ42rB1rsu1l7V54HCde5+awmQaX0mavmVT03JyCeJYE7RCWtNuKhaAjrtP4gUz56/M3/+zpxvPYJIOk62YVqPP0nrCWj9luWP52G117nlmgpX2BLO+++KojQFhpbOjmkE4i7nPHpo5xt5jJysvnIwBe3z2d7XDxQ13Zxzcxc4GBXOrCnOfxeDFuInRyAmtXOXyyFHBgWMhhgAhddmcO3IPbjgXojINRYzgVjD3iMlFRZ6IMpNRtptlGqxm766YC7cOWdlfw2a+Y/HMyRRdyeKM2LNq9MoFd2GjBffeikrwiZvdngO9Gtso424aI8m1d3FdRmRUgtuIfJZKocmrks2ysQOo+KwlCeZpT4QLbqW0DCPFledL/vU/WOH+Z9f56NebLHRCoqHHs6dCjq84sD+7cILvf+eFP/uW173s8Xsefu6oVv4QdG9LJtqvf+TAPk6tTBIGKb6f8fWH6hw/FdBLPA7O1wiVx1wdGr6pZDFGDLuRxTfOtRtPDY6acasgH5cnopKZEJVgcwRox+Dko4CrefDqkW9prargroA836/ey62hBXur/L3WCUolfPnbTQ4u18AfyROvkrocu2E5e1zEuWSKOSvgLCqa41o8jjW7Z2PedHOfh56tg/FIM6fFvSyv7mbjUqlkzrGUXA5yaysSpSJXZP5a5quKLA537rN8xZAiZ3VTXH9bEtOo4FN9nTP3WFd+EWyKCnbcSmStxebXOjOCQaTxdZMd04IfePWQl17aJs5WOXRK8fWH6mjPtRkePHEcY657/eLycEu3Hx/Vzx2pMTXpc+eDU/zGR7fTi+rOzSgE/UhhM4mWgvNaUPdco25Q5JDzgop8oaU5Z+uS1M+RXah+4Y0B2ujGORvYJZsrUWnCrYA7n0842raDs4GtRwOCyhFv2uQgT508UQm1esy3n1P85TcbDIY+1LXboVmMS5ONn58N5+IsgLNBf29IGVbz4kmqmWhq3vaqIV/9Vp8Hn/OxDY9BFuALyhtNlX9/pIPH81kO5GOlcczoBlOOzTPp9LipsHYR1Js8uJRGVPS3qAS64zHUSJrkgK9K1ooWH5Onxt001aKYtYJBrAn9BjNNd322T1muu2i0EiyuCiZ3wOxmSzIFetgX9JWA1OO8yQaJ0QxjV5KnBuTmHef5GDczVTMHoy8izrq4ZwWWlaVzjLk3vC6liBiBWqrK7g35zaUr4B6BvLDNWrQejVDW+SZMWo0D3SvZ2h1KuQDT92OSOOOr99d59ngdPA8hVQ6qfG5IJbgUcsONXF3BKsguWRs7NhiprGhaWWrxIl0Yx5pLz0t5w0t7PHG0RpT6ZNJjYBR+xobPUuTC2cDg7tlu+Cyo4mYzGCVQRcpXCqxyWbJCj5crqgRpKrMMzWjVOIv0NpJbgYlKMDwivKKARO6VdzPm41QxiLVLjZbWXCfxklQyjDRr7Yzm5jpKWDIE+viBr6K1wva63HRFjTPLlk7f7eeepDYfSl9EwFXJQOVEjjIhyCpribPBfQ7mHgd1wdjVAHO0A8FImlRShSVjFwAfTU4tJUrO3I6xbcnUunwevfby4FKrhMCPefqY4OvfqtMf+NDwkKJwDlK5yc9RxazGJeU6NvKiOHQJxgfJbyj4VAxYceLRbMa84ZaIL9w95InDAWifoZH4uRZXBlRWLPX5Z8hG8oBsvIJYANtaR1yldJGOzYtVpZCjxjqwSzMqtAlTzabkeDAjZt9Y49goYd0qb8fPmXC77sks/3fT3CogVFkwMrbY60gyjCTtnuTEmYyHDz5MEO7D2Aw923gCKaEmBf2tDZKsQRCkRFFGlLrtJTIzugBnyY3q8rMBzIw9iw138DlYXFbAXtXcJcid3q5WM1WeySkcha6dK3+tq/PBN4A7P7xiCm1u8NcqdYdO8LyE1GZ86b4a9zxdg1CDdA3NXsXCO2aNrR7VNy+gwcfnoYtyN/Iio1JMCiuAHg09XnlFnze9rM8zx0LS1MMKxUBovIzyM4lsxOKjj3BuJq8OsVeqYG7H5u69QBpR6vAy318werHa5gxeDu3cAO6NASdFnJL/fBw7hX4viNCOzmNpbRhtDT6IoDeAk8sJS90zIJ1VQX/zkVkQgizNsAYmmoLQ1wwiRRQZ4sS16RfDykeVyrPtVC/E2uXdmr+RVYBX2rqqOwuMAXtMqjAW4I6AvgHcqnLo0SaoBaC9CqiLzInLmLhnpRJ8L+Hxo5JP39kEfJAeQqiyi0jlG6lWq67VjFBxRcr0aLVSUJWXVdNV1UKbudY9N4VWleV7azXvec2A2+8f8vAhN0kgMYp+JnLDVw66zI7YcWwNGX0Wa61j8QrQi9+qHPRG5vv5FEFxob3zAp8U7rm8hmaU+y61eJXkRJEWrDL4uHTZ+GmpniuTbyqbukkPw8gyGLrNt7bPKi7bHeIHGmMs+vorMhACk2YMB4beQNLuKzp9SX8gGcaSJHWDyKubBxWG/YKKxs3qo7txYx58FFGfYycBkbO0cPtsltquYI6KPCpBnremjTabcsP3RwPwR+AeY+3Kc9FYW0gVpVI8LyXJUu56sMZTz9fA80C64NIXtjI5thpYibMCq43yZCRRRi/KBoiKR2TMXZhJjMozKpkmij0uv3DIK290LD7IHItHwmdoQGeilAcyK9KFOQNmlZuMylZ+jKculQSrLNIKlMVVP61AWIEVIK0YSZVKUDli7/y6muqNX5EhFYyM5cPF6O4v2yUq2aZiK8okgySBKDb55rkZ3YFhvQ9+KAgCh1V96HSMU89Dds51uGRzi2PzLaRwWlNrt/dlkloH8nyH4sLLXCxt43ye5zUryfyzdff4He1AXd0jZoP/RFDuvVPuXlw03441PIy2LlFqA7grQ/HL7InKULoC8Fyi+Drh4LzgI19tEiUe1L1cnlC2pqnqLsHVzMnYEvYCEsWOA70qU6qbA5Se6DEtrmkEkh9+Q58v3dPguVPu5suMop8p5zLM8uJPXnETWR68bVhJitW4CnBpR1pc5hpdGouV7hpZKRzATSVWKpjcVGOp8UNuuP7nZm3ylWXcdVns0pcVvQipJU4Mwzij189YaRuOLRumpgZcsiOkUQtJM4O++LIf3Xzw4JF//tTT32Lz9BJb5oZ0Bx79oRvzJYVFK6d1khQnVwqQV8YRVNmA8u4cX3pKnTUWWIrx9yXIK8HsBpOVrHg/VMneFWDLIrgcB3cx22+kt/PX0oy0dx5cxjblc3c2ePxgzbX7CI0SrnKpcw92tbm4KlMQ4xfxBR9jGnyUKrR5FsUa44A9BnKJMZp46HHNxQPe8Zoev/1xn4HRYDSJkAyMixGkyTV4NpKFbMisFBmUIuDF2py93aqiLNg8923tCPwFuKXNyciOr2KFZKlKN3OObEqJ7cq5Gnl0qn71Yp9764b/pJYkNcSxYRhblruW4+sRc5tTdm8OeNlNt/zzXRfs/km9uXFksnbh4hsnxCJPHg755hMB15yvUULga8dMWkGiBXECSZpvDZhV9pYXtlxmx4TKBplSBfO5QF4udVXgjPnA7Zj2LoFekSSqor1VudNDZSMqZTdIksIpmJXg9nTCgdOST3yjjpu/4ti77NwvC1yMjRceNW+MB5qi+qaUJeO6tzBblaV7U9kooAC2lZhMkalci2ea77u1z+fvqrPvpAcyxgrJMPPQ5H6R4lxn+bXJisJPwdwV6WTz65jPxio+m8xvQmlBWidbChBLmxdmTJ4fN3mAeq7sCe5cvVAi4lwAz0yxz71LeCSpIUnc9uVZLp0Bdm0RvOmVEWvdlNsfWqfL2hu3Hj05qY8uDFha6nP7/ZbjCzNsm/Y5VfPZOkNuIxWkniVORn6PqPh0GWWg6FrVNnzSDcBmDOQbizrj+m3MA54XE6r7yIw0+GirwILF1QZwu4msJn926UClDKrId6sUJVNUzuCZSvmr+xrsOzjS3lJIl/suO2jOZqgC3OPvi0BzjLjHxFy1AXksJ16ZSKWNcN4UOSrhx4nm0osi3vKyHoc+ERBnCoQmE5qBEOgsT99RBLpFRkVUPoUtP6PN9ZK1AmVzRsdJk5LNi0PYUYlfgJEO+KaQKWN5cDFib7shC3eWPCHvdBpp7jS1JJkDdpzkz5Xsnqclm2c8zpue45a9XXZv6RFOdWg16+i19Rrr7SYNPcPNewOmWpLZCaiHGZ7nbqU0E8RaMFBuDvVo46hcU1W+eBXcMr89x3V4HmxuKAScu7lhnLWL9wVrF2AvmLsEuqoy+Uh3qyKIlBVpIkdD85XK8LyEw/OK3/1ci6H0KCZojbrm8xWk6oGuSpKxdfevUSfF+SrL5LZsYRuV7KsaXIz5UzKjSTOPIEv5R2/v8Rd31Tl0WoNKcqniMRACVciTXI+P0m3jIC9y8xbQxQ2X/0zaXKJgc9YucuJmjM1t/neMFAg7Wj3OTiZsXNnPfX6c7nZALjV3ZBgmhiRx7ZLg/EUr6xlPHNAcPzNF6NXYub3OZMtH79ycsWUy5fzpCF+PpIUbG+Du5iRzPXBSuE6LJHNpmmI5kkYU8u2siLhk8AL0crRUnQXuCrDFBtYuCinj4DYjiSLHGVyP5bcLnV3V35VDOhb3dEwnNnzoCy1OLQagdJ4alLk8sWN57/J19eYVG763+OuxPiZVysaDao9mUcKX5VE2Q0hFlmq2z0X8xFu7/PpHfNqJm3pkrSQyyqUNs+JzWMgEo/zECOSj/+9+o3KUWUvJ3KqobBYBqLQjBreVa5fjwJ5De5+dSmX8HInRjV/d9z7LLHFiGUSG3tBtsZjk+2sqYVnvWU4uOUmRZDGvDxJ2JQn69scyTDJk2l/ihr2S2ZZCS48s0xT75qSZG2OwLAMGsV9ZzjYELmN3pNhwsXPQbgDDRuYugD1ibVsJNm0ZWJbbFapRkKmlRWmTM7oppYmTI6YiVQrGTstnrRJ0kPDZLwV88DMtIuM5eSJUKU/KpuINKbEx3S2KHH8V1ueGuB0RaCVVWAV9UbJ3AX25B1JZ/HFbgYc65f3v6nHgmM8f/ZXT4qDIhGRoXO+mzCgZfGTAKi7WKAtWTVc6UI8ki7U5m4sRwzrSsS59OFb4cTKmLMXnJGfKa3x2fFZ+nCq+RPE7S5oZ2n1Y6Qp6sSDJ3KpirNseXumEmYmIyy/o88prO1y0M0RvaigOHa/x+ftmuePRhJmJHj/55hWuvxSSRNHtu/xrveaRmElOLhYbwOaW2QpDny1FzsFsGxm7+oU3gKcKblVs0V3dMlCNzE5KmYpUKcBcYXI5cgeWurt8drMGV9fgL75RZy0qwO0A7kmnvbUYlydjq06RLqvgucpKY4xdkXNlcaWSQRnJE0ZbL5oNPnEpUUZhjCbNNBN+xttf2+fz99VZ6SqQCRhFgtPjG92F47fcCzO5qwONikKFP6UINm3O4iWg8zy5sRsZe1S6x47YvcyHF6lWOwK7xRWKFILAV+ihYW2YcrqbMUjdlifdviBN4PorOvzUm9tsagRsndQ0a02W1yfQc1MKUsUNF9VoDyfYf0TxrWfWaE5EdPseX7q7Rj8WbgYmFpVkjjFz09N4md2drrNMNpydG5WVn42slhXdLcaliSwDy2qDwXhQWQynGYE7GwswiyCz2OdGV9jbq6d86ZshDz5Vw1S0t2tqKOTJuN+kbM2qsPdYirDyu3OTeM6elVRhdRvsajNEtds8sxJlR3nxNPPQJuWmK2LefEOfj37ZBxWDkFghiIzLiilAFoGmGIF6o1yhkgdXRY9EkT4svDOyYhSTbmTIGHNbhw1bsVGbCsjPYndRJcqiAup+7imoh4q5ScPu3R2Ut4qnYwYJfPmegEHfcOtVfS7f0eTk/BYeOinZtTtgYlKgz9+aMVWzBJlgx+aYbtzmM/eEfOauOSLjs/9ogMAVFnZNC/ZuT9g0ZQkDVW5MelYnTn5VzzYeVUq45wwqx7vDx7MnlW26KwCXyqLzEWNS2jJ2cLq6IkmKjImsSBTpsieBl3DouOQjX2pypuu7YaLSDXpXgtGODRtWn7NXJzEG+L9GnYzYvJQoVW/Khq0Wiy0Yx7ru3f457tltf7K5kfEjb+5x31MBhxYkiARQGCRDISubSLlrUIBajN2FZ9sxbFnNzK9Dlc2Fe12AuZAtxXV1vxsB2Y6dr/HfldVXRNkNpqQb8VELYPO0YO/5ku2bJI2aBZnyxmsSjI05vCD5vz7VYtjWzDUTIg/mhgK9fXPElsk+W2qLHFlK+cpDkjse3Uoc16j5gh3TloYPE4FhqmHRSuY5cJc2Kq/jhiBx3B1IeWeWqcBqSrDqfCv91RXmVgXgN4C8nJG98XVWau+yoFOMA1YpSmboPC3o+wlRZvj9T7a459Ga622TblqulNJ17YjR/JXysxYry0ZJtoHJqzgXG8A9XsEcZS1Ge7xX7bNVG61rNzNFRiUzpFKjUs0rr435yfd0+JXf94lS6ejPSNI8qyKNqHw2h6LqCAesa0mj8vnce1GJDfLu+rwI5AJMUd4AZdBZ3vSj62uLym8eo1VXdYQo29zKLW5EYaZzfqj55RrDSNGoR4RBwtbplHoYcd7miLXuGl+81/Lg8wHhZsP5wqIDnXFoPuHDX0x55miDheWQTQ1NY8biSYOWbrRCLd8cVStRbutcpvyKrMKGquOoeDPy+47/rjrY5xzsXdl/Xp5Lnkhbdnu7bbNNRaJUxv4WujufcV0GlzLF81PufNjj8/fUiWIParrU3iV7l4Ht2ZXLjemvqv52x7mbjkfjyir22VIajMxXVhUuw3GveGYk0jipUgA9TTW1esrbXzngtnsG3P6wcmlDJAhJIjSDQkLmn7Jw+JVsLStW3soq41KEBagpO25U/v2K99YWwLUlW0vhmF4IS7GjscBdY2vJq582Ty0LTB60VhYRjIU4kfSGGiEgShW+l7HWdte6FibcetWQy87r8fD+NZaSiH4q0F99oMaxkw0OHppiKgzZssNlKIr0FLjmBl9DmI8Z1pWuGimdR2SjCarKcucKNqqMPRZUFmCXlYxFoX/L/dTzUnlZ3CmAPAK2VhuArkbg1jm4fS9hvWf50n11npsP8znnzhIrCu0tqEyQsmeBu/x+lRt+fMn/6x9lgaziCT9Lqmwo/Gz0i0upkCZDGk0SafZsSXjzy3s8uM+nHeflV+P0eIyi2AdCkufGN0yZKm5RS2WVztna4jp93I1QsHkhVfKCj8g95CXQRyxuGL124B7l0It/s5ROeTucK/YI4sTSHyqsFcSJ242i8I1nxn0n38u4bEeP+rREBxl624xHTQaoG2ogfPpD6PYz1/QQuznSTgeJcj+bYqCOUrKc5KplxQxVZeSK7i62nR6xuD37v90wc2ME7iIPPgouZTmY3Y4x9lhAWRRyqlkU6TrlDRl/+uUaH/xcEyu0y3uPsTcj7S3P8bk3BJSFVKOsDb4AxiuyZIwlx/R3weRnt7KZomxvDCaTGOny4koaksxDKsP739bn+dMeH/y8JklHIDcIIiFRphgkkYO72tpWglo49OEWgZHVqLBmjEBphQOyLP5nopAqoxETtsjgiBzQwhWETBGclufEApIsL1KlqSARo0yVtZIkdRZeY2AQSzo9SadvGQwNw0hwxRUhMzMafXKliy/WecneZaRsEschJxc9Dh63tLu27K72lMDLd0Io5moX/uuiubfQxkKMOq7FxpRaHiGPS5SRPCly3AWzj2bi5bnvDRkTWYBbbZAnG/asV/neM06DJ3h+wvNnJJ+/q0Gv50FNnc3epee7srqIUYFnJNPOfl3WAf6rGLwC+opkGZ+yWvg9KkCXBdAlRjotLqUmSTKajZS3varPV++t8fx8vrS6AdVkQjDIi/dCgDA5uO0I7LYEdZ4tIS/+lAtOkUkpSveOvd2Md1GRJyOgV5uRnWwZJRvKVasEej6Vq4xnRrWFYgNdpRw+17uCg8dTTi0nRFnGMB3wkmtX2LHZoo8v1ul2ahx4XnPB9g4/8NolYjPF4wcapFmxcZMbNeyGxSs3Z9sT5aSoMcvqWYycBwoVvc0YA9qz5EnRb6cqLF4t7EhRHcxeZE7M2HYbsiJLpMwzJjmTa50SJYbbHmjwjcdyt6D0HMA3sHfxfZQQ49Kq0LIbTEWjC/JfVCdVQh8HeuUwJq8eFpmUfCsSp7vNSKYYSSYkKpMYoUgizWuvjnntTQNOfMUjMk6H504oUjRD4arQIhckruzonovSj6pIhuKGVDIHefFfCTEie+uuqc0Ztwp0gRiV88ufu8CyCEzH/C42b44u5rlsMPz6uPiwVU9Y6vQ5sR7z3u8ZsnlScNMVHju2hqh/+y9/UftEl3eW1/eGfsKJlXW+/EDI4rJH3afcztr3lNsgtbJRk+flmzsV3eulsy9vJatsluT83MUMkRy8pc11vEp5lmmq/HercmRUki/0d5W9taw0D8uiSyefLxgk3POYzy/8p2lW+0G+v2besSPdXjs1afO5J5Rbc49tl1Lc1KLa8Dya01J2IlVej/eTbnAiyo2vx2sBZaxSGQkxPlHKViZKOUhqnXHV3oSH92uOH9cOJ8U+SkJi8hkpo73ZRvLqbJOYOLs4VZFbpR47K3ge/Ssbq7TVIpfbLHgUZBd3vdtjNf/vi+UjX3mUhFpoOW/LkEt3L1Krr6PsNJ7ZRGPiii/5zcs/pV563eZePFg6dNHO7CevvmSVrz5Y46GnJtk+Dc2aoBYowkBVgO42Ry2mshajh6szSApQ643VSDn+egRsW3EGVlOAFaBXAsrSUCXPDi5LaTKWJiwKOg7gJ1cFv/GRCe57rOE25ZEO3EgPLQU1CUEOZk+ONxeffYjKzbphhFz5XpbTt0qAV8A9ei8qVgV7DvDnadbKHEAhGZd61d9ZmJ1JCbTlwSd91gdyw1IjyyniI8ehY+QqyKkC+L/4qJhxKysSlvJvjaVFKx6c8QC70jlWsTCQbwdfGPa8fGeOqy9O6UWGP7+9TmaaLCwu/8i3H37mOT1giPIUJ9d73PG44ORCk4u3WSYagjB04A4r4C4ms+pKq9hodC7lzgxjlbzihFPkwDdo7zKbYqlWLqtbZWzU3MUOA+c8VDWwzK2w+evMz/jIFyb4y282sKECoRw6hUZIOdZvOepv/Gs65kvGrHzhs6/5WTlwu+F9FRBw7ote7fAx+fxAm2txa83IoyIk0igyoZGDjLe/esCzhz0+8GFNHKRjiXprPKLcOyOK+nrmktiWwh+ef0rhNLmSlCm2wmRnC9mS31i2CAgLjS1G0mXkJqxULiu4EWbUoa/KSV9Z3mTj9hgCt/ueVoL1rsfB41PsnJb84Os7bt/StI7wMvRDz2ikkvT7IavLMBsoJhpQDyX1UFEPFWGQb2vtVRm7opFF5cMJdzLEhgs7Vr3c8LrKPBuBXTK8yAFe0d5jDC6zSialCu4MWfGe3P5QwB9/pcEwy6fgiyI1mFcthR3T3ucszVeBDmMafCzYFBtQfo6HzYO7Ivd8VkUzNxNVPSpWViqbspJZEcoBQObmLGnIjCbwDD/6ph73P+Fz+2My3zgs1+RSYKwmMq6+UZpINqYOc5FdqgchUNgc1BWQ5yRnTd4IMQbw8fNVVlGLs1N5XWjzYvcKt1uHKTvKigbtYkpunEgmm5oLNkVsn/HzoFahX3J+4L6slaS7od0V9IcWz5PUAkktEG6vdt9t9eHpcf+1s7/a8etox6+p+/B2PPNQ6WesbmQkx5bo4guaipQxleeqNDkHe8tsFGDqhH4Ev/qHExw+FWD1aLdkpEIIme/BWQmWNxznzJhUf3bWl96I8nGQV9OEZy3dVM1XozFr1WGZY9kUYzGyyuIKkRmE0MjYsHt7wr/4sTb3/0JAd5h/GTMK3jI0w9w9WiamzQjkVgImB7WlzLConJWtJO9KysFcugkZAX0M3JxFgmNZ+A0rvpauZVIrQZo5oKf5cNI0FfSGiqPzgrWOpF7zCYuu+pddFyClZjgcsrKywPMnJklNg2bdVS5rgSXw3c5jxfCcQi6UnoYc1EVutFhi2fCBiy9VBbgsd+k9l0QxlTx4ZRu7nM1L5h7LmlR2581z3lonpBn85882eWx/6HLesmDuUebEE+OypHje6KWRGy7WKHtSeCvEC/L1WUy+IXMyaoBgZGYqd7ZjjMmNcAxui9dGOpBnEiPyI8ulijFcszfhp9/Z5j98cpI4y1kcCjSSoYhMocXzWnsF5KVEERWnisiLPqbC5hKEKfLhVaC7lUBs4ICqVbeaLh2dY1EW+rSCJHXe8CSVpKklTRXNumSpZ3j61JBtMy1mWi2SLEOHm/4+k60G9z7wJH/6mS9y4TbNtk0wUYdGzVDzDYFvyl0QikBPVu5EU7koo+3e7AaQj0f4JWNvYPKzJcr4/owj9s5Gurxa1Bk78sAyzLjjgYA/+myT9sBzOcA8541QCCEce4tR1bJq5a3q8NFotnPMIBwLy0T5fgzS52Dts/A+BnRbCcSqrJ1PhS0kSbUIJFwaMZMKaY3zq6SKVmj48Xf1eeSZgNu+raCe5kydf0IpSI1kSBFTjEBucdZYyrSly3nniRNXySwkjBnJkgLkVR2e3ytj37nYr6h0UjKqpBdl/SIB4XatdiCPE8fmUmou3Sl49UsSLr/6Gua2Xk0SddG+9tDKp1XzOH9TwLa5gNlJmGxmNMKM0M83QvWyspGg2Byq+HDFJNQ0KyYxudJpeaHK5Whcr5cprrI4VAF4wdRqtOHRCOzZeL5bulSgLPdVd4GllClSp+w/qvndT7d4fsV3FCCKrcc1hWPQy2edlJmNcwWVbGBuKsA+x9J7zkch4Tak00YsPiqslKsi5yrjbxgSVBixrCk3lRWFVBEWITUysVw4nfKP3t3l6BnNwVMCq6sCS4D0yHKQswHkRRFI5cw9YvUiLy7yLN4oyWBLYI9WwOJ/Xk07ZrbSPZ/v+lbd1Kz432o5mhbsa7ftepwkZMYihGY4aHDhpQ18LyRLM3QQSLQnmGxJLt4l2bHZ0KwnNGopoZ8ReEXHucmZ27Hr6M7Ld+dNFEmm8nZ+l3QqWGckUwpwjwAuS4AXW9NVMiditOnoSIYYV+g5q5gzArpSGVKm+EHKmbbgVz/c4vN31rGeGpXjc2lyLvYe+b7PLslXwX2uok6V0Uc6fBzwY6y9AezFz872pFR1eAHoagBadP44BpeieJ0Hn5khxeBJl1VpR5Jf/C3FwrqAoIJEK7DokslH8iS/0YpnmeeuJW7/ngrQC1dgLtVHpyAPREV1Jcu/Y2YgMZBkTmvHmSAxotyDNV9gyjqK5zrzCLWl5lu6g4RO37C8lnFd15Iat+WlnpkUeEF45qKd6ddnXyFer8WC2yDVS/DzcQqjHW5NKf4BhpEiShRx6hFFHiL2MFaPZErlcla190ieUDL4SJaYcalSsLbIwV0El6JgazOWEpTSgdvTKTGGv/pWgzsequdekyIlKHMGL9h7tGtwdd7gOc1UFf09cuVt0OJVwj5XBLUB6eOZk0qpnlzbVhsNcuaWeTal0OOZEAiRVzfzzIqUEmNV/jOJsM5xGGjL624Y8paX9vnYVyVxKlzZtmRxHMitZGhykSCqMmXE3uTypCzv59K+sOXaoqpZnDtTIQhGsiSzeXN7At1E0kkEwwySxBLHFRan2KfJpSs96bJ6oQZFys6tLY4t2K9fRXCmM+jz/7T35vF2XeV5/3ettacz3HNn3avparZlW/I8G4zBxiQEggmQ0JKkhJYkpaVkaENSfkmTNAOkbdKQlJAmzFMplDg2kwETY2wwtrGNJ9myJVmyZc3SHc+wh7V+f6y1h3N0bWwI2KTdn8/WGe/VOfs++93vet7nfV5vYsUWdtzzN3t9P/rLubT+0l17HkbKoAC0FBo7XNQdclF+sAtPy5gegzgOWWw3yYwd+5Yss0ouufES3Cfl20I7PXj/YrJccOrKyVaCWzoqUDlwK5WSCs31N9f4k/cPsf+YD4GykbuysBQO3LmR5kmSAVE9KanovwevSv0MyuAiqpqXDwJ9Odz3Oc4O6sNdX2SuMjTSXkWlNAWjYpxXjdb2mGqh7CXc/Q2TnmbNWMrb37TAfFdy3S0Nkrx2XozVtL8/laJgV0wlTYFycalE/n4LZkUl/5ai+JaSMl2VJ31/Kw/upoIjHcFCL8GkXVaP97j09F6fY0Nfw50TMSkp6HVjTtm4kl7W/stPXH/D3n/3pn9uZ/Tcuyug1Qi44RsRH/lcCy+oOxLehhSRW56ackS0MXD+tpjpsZRVowlv+rEFakHA4lJU9BP2kQaV9GSQ55YDzxUgduxJX4qyDLhztiSnBH0/47Fjkg9c22Dn7hCaqgC1LezY3DtPTYo+S5ZRQlZBXN2LFr3B6t9A5O57XB6Q5Yo9Fn56oOBTsiiyqP651jbsoj53O5DCFNy4KCK7dMfeAl0YQ6Y9kp7h1I0Jb7xmkTvvD9h7tHKpKhadYLQiRdIVdnGJs3Az2vQvLt00NgPuPe4raBfhZeVKzgAvTk4NC5YS8P1F3n7NIVaNJKwa11yyLR7oY7VrPqNlwYVLCWm6xIH5ORbiHlLYBMsDGJvexkirRtTSoA9RF7ZKZE3HoZtBL3O+je5/EQK+fJd93Ix6zLUX+JkXBnS6gb3k5R9c5kbllXmK1e6cCs9dZU7KHHwQ4FkRwWXOlgi3S+tSdWJR8O6PDXHzPVGpEswrlg7cSuImFFdtkMseS1UB83K04HLAH6TAn+lW7a7vUxUOlrNxea8wZZoiKuCvVDqlsFFcaOPETco+FhKBQgtN1ta86Kweb33DAn/w/mFmOyWbYhdYO3RHxQAARdtJREFULl1xkdwUDIoLwS5il1Hd5eDuBCjSFXANDKaQ0xbAdoHCc/enhjNe85J5fvYqqIWh7eQXtYJmzsGd4JFkHlnqkWV2dHktarJ100ZEfStGt0uAN1pTnL9t9Vf+16dvfteLtzfeniUdsszQiQ3tHizFgm4iSLQTrEPRABAoga8iHn4k4lsjPtPjgsAvHaWKERU5MOTy4K6mJeVzuu85pTLHqFT4bhe1pdObdIXhr69t8r7PNFnMnBosj9yONRHC2gznzEmec6sqcPNoLvrpzbK8vByYLYAqV91nDO6q+WbOolRZqGo0L/1ThDOkLy3f8sitpUBoaYOKcSVuIRFCIYQm0wpSQ9NPePNrFjl8XPEXHxuiU70OSVHMkjXaI80fO1CXBZ4yqqvl8nLHiyNtVlCocnNmxE3Ea9UFZ4wFnLFmkicPJ25WkqOBhbG/z1i33V7i0en6LHV9a/UdQy3yWLs+ede5l579FdgFODXk+/7qTzl9c5Csm+xuXjGsX+FJaESe1SEJg8ICMFRQ9wyNwDAUalo1w0jdsKIFUyM+YRDge6IwpZeuGpx3whTdOGqgQqnKHLsswVefyxeYWZmmKN3PeasUfM39uwL+6IMtHj8SlqV4J6SyDIpCCkGUR/BCIViqFnO6sOzDrIqiBsRShXhqwMNc5M6rdrFXDtGquOYWnU/9Ey7K+5XhXsWVr+Tn+6Y4QJ/wqn8siCFvMu6TTLizJgo0kyMZ33jA5/BR6VSHeWSmRCMCnVOBVNYiQhSPTeUy1qdIHLgiFoyI6zWIAhhqKMaGA6QMSTLfrudSjzT1iBOPJPXoJR7dns9CO+DEQsShYwEHj/nsPyzYczDi4cfkx2686evfvOolryojOMBZ57+cMIy4445vksZ3E0Uh+w76aA1JmqGxUUA4xsFXEPqCKBQ0a5KhhkJJ63iVZaUFcF7ozCnBauQuikaywnVX2BJRpCZZ3+Ky5MGzgjVRfsZ9e3ze8s4R7n80xPiyTEuKCC4rtKApjHwGJzU8pRvAYFpCf+eO6FtwPIt0xfTf7efFB+lCbErictt80ZmnLFrYE0kbaY+9seIkmTtmGYnQlhvPsH8gERu2b0p4z9vnePMfCe7f5RYneaoC5ewSPFItitJ8kGvH3a3nDpJxhIQqOPSyZqCFKbXjLjWxE/KssGpuUSKFR5xI6mFGGOgimgth1x2dnsfsgse+g7DvUIzRPa5+yelcdNGl9Hpd/vj3f6sf4MMjYwRBnVVTioY5SBDUWOyMs/sJ3GrcBkDbhCwIfIh8QS2S1COPWiitV44sXZIK9iTnt6saEukWkEVqcnLUtidEVnkuq4BaW2DLFM/XLBrJe69t8J2HQjKVpyPV3Nu6ghS0YB+o+5mT4vIpzUCePWAL0Qf2Mpg9jfxk2fSkD+OVKmbRp9n3fL4YHeTGHchdipIPEzB5ZdOtg7SQbj3k0hVtyNB4wnD21h6//KolfvO/+yymAnxOHncv7YU/05Je3n2j7ULTc+sDI0Fpt7DUeapTGvtU6dDqpg2kiaHTs+4Nxlhn2SS1PQj5XNO8ZuJJzfGFjMeOdonTHpcmAeNj4ywutYvfWQC8HXsIP9j1xNHm7oceXrmx020z1Ig5tGRbguqBIfJd1PYFYSiohZIoUNRqiiiUtgmiMKnPQU0ZuSv5d8lp91OAoq9qqV1kr4LbnQz5otJPaWvBB/6+wae/2qDnxFNl5PaK6C1zWrDgvJeZs1ON3oMRu3LF7i/m9NOD/ch++hi+PJNiHw3m4RoKK+NqRDemBLwFtyyiujA2F9dSI4xEGON26RagObNiCDLDa1/S5qF9Hh+4tslSgj1gWpQlyArgtZb03Ms658pdhVMLR+cVebiV4wogc91Rpe9iXsW0Y0i6XYl0ikfbUKzJtPVGkUIThRnNeg8j2tTrEVecrfGDEc46Jdo93PJ2+V65DirubVq3moce/MaX16wa/vjKVZMstBUzk5oNaxc4uGBIMptrBp4gDIRTGipqkXL3cZeS/vk41f7JfsVfpXeyWo0czK0rbEmRnqjU8d0Zi7Hgfdc1+KP3tThy3HeJf9kdX6YnohK9zUnVyrK6Wua7xWKTAbBXHw9E7b7XxNODO0d1VWhVPNf30FWE+xSFpX9g0bNZAJ1CTltlVqrd+FqrvlGFWntkmWJqTPOON83zC69apBmmNoSaFHQKZvC+xhhDYqCroasFsbGWaqkWpBp3W73vPL+1ZeUK/+/MTvWzhvYpnZ6m3YV2V7DUlXRiSS+xgPc9zeToPA8dWOLxw4LQ0/i1MXrp0Mf/4Wu3fnloeO3JERzgsaMeXhB+YW7Re+XaFbWz1k8vcrSzxHW3NJFC4HtWF34SuCOohcbKan1N4A06ueqitSx/nK+M+xaSrtBTjdqyiOL5ArMC+Mhw3Rfq/PHfDnFo1rOhWQ4Cu79i6Yv+Nrq+OTs8NQVYHcvdV46vxGkx+OSz3KoVzRL8onhi+dJ9We3URtgx2qIEtjAlJy5EHrVxt3m6olx09Uhiw/RIxjv+5QLHFyQf/3wTIneWD6YrQoNQGKlInTd4hiBzx1ljn/Nc40ROn1hmTSAyl/oKQ5wKymIfCJECnhWUIRBIlLD40hp8lfLQ4z67DkjWTjQ5baX8zrYt+gtLS2nfMZXVB2/8qZey4+6bvjG7kH17eLTH8MhB7toVMBQqIt8QBoIolBbYkXJNEVAP7Uo8qigPc/WhnQGfTxKu2KlVDXkG9CRV2avq47udgEpkqFCza7/HRz/f4ODRQRFVZZfSLowdwFUewTm5U6cEeTl6r5pvVxm0vnEsVZRXb78LmJ/29Qr3rQfy1pM4cvJoXeXC++3ebLNy7oyV35ZRPNPKFU8UaSyZHs94w4+32bgmhjgbiN757p7XNpprA7GGjoauEfS0fRxrNzQqv3V6k1J3AnFqLZF7iaEXazo9Taeb0u6WkbzTk3R6im7ssdSpcd6mLkc7c8z1evhi6duf/fzXv7FuyzV9x9EbPLBTkzNoI1kzcYAP3xjwje+MMD1kW9iaNUkj8mynT01SD42N3H0Azwj8zOrHfTv33a9YN1T7JkvtyUDkFhpRLDwzl5dnFtgiQwWa3Qc8fuc9w9x0V2QbKKVaJnIrQLhOHYr+ypN0JgOsyUn5uCx58adSEhZUWXUffL9YniXJz4p8BEwVwOXjikWDi96W2DAF/y2fQpQlsDM3hZauSCTLCK5VUYTTRpGXoHXX8OJzu/z+W+b57fe02HMgsG3suDNO5BFcO6rMslZGCFLnV5I6xiowhkxYi2PfaZS0wakkHeNSrKRd2qW1y9FTjFGWcHcVS98LiIImL9wWs//4LI8+McG6NZtJMj0I55MB/mNXvwhPefF1X3ic2+/rMtVQTA3DSFPRang06xbcjciBO9BEoSb07R4EGYFnQe67sdh+4cddlbjmOpdKmpLrXirAlyKzYM8B7mv2HvX4T+9t8emv1ImFU8GLk9MSHOvRr/M+2edksKmhSEEGwFkAuMqUDOTeT7lVX1xOj+Iwc1Iu7iR6hWQW+rUqRde5cVVOW9kULl0RwlU8sRRiXvzJteQmpxR1vry1FGKqDZGX8borO2Qafvt/tNh3JLTMSrGpyn2XwxgJRqGFIJaSVEAiBIGAIJfFGoNWpRzWnri58b9xObopezC1cVcb5f4fD0ENIca49JQ5ztjYYtu5V8VZ1p+eLAvwkdFRJkdav9FsnH7a+vHZF6Vxh6GGx1Bd0awrGjXXCOHAHQa60IznoM5vc2DnikSbbphKVDYFqIuSvhN2yeI99nUlMpSn2XfU4zf/osVnbqwTS+dP0QfsMk0pK5b9rEmhORmM1AwsNivIHeS/oQT/SWH7e9gGcN1f0WQgJcnFT8YUKYyoMioD93UlD+/Pz2X+w4hK/iNcFE9T8L2M11/dwVPwW+8eZt9RfwA1jt8xeVCRNm0RNupqIYmFIBWCnhAEBkJt90CW+u/Uc7eZPbnsRDVIs4zELUBtm5oizSRJGrDQkbSaY5y5bfvXRsfX/oZOT3x3gK8YHeaLN3xlYfWK5s71K2svmJ9PVa3mMVS3lrWNmqEeZpWoneH7Oag1vpcWubbX191uQS7y1ERkFP2YIi/p2/sSUwBbSFueF8pwYFbxjve0+MxX6sS5uUiRa5dsSR69pcgNfPrtj8soXqkG0l9FrAJ4uXx8eao7NzSAZ5KHVzEyuMAc5MXLJwWaqvYEpy50675BsBdRvQS59UYpzBcKjlw4DblwUTyfkeOR8dorO6QZvP3dwxw8gXXoKVKTohZPYQhusvI1yha6VAt6UhBom1lGGoJcB64MiWdz8tAzxKkhTqCX6KJ7xw6hskWgxbZisVfLZuKRnXfe/rWFCy664rsDPP/DdpYW39Jq1S7I0s7ZI0OCkSFNs5ZRc10+oQN0MJBnF2Y7A1rtKhNiD6aulJDLJgiBLiN5nq4oQ+oL/vb6Bp++wUVuITk5LSnTk4LzHqhYymX2MjKXi8vl7CGq/Pdy+XVRyRTi2eK7v5p5UlHH9LEnmP6IbvPsZaqdg0xKhRc3Is/dcUUY44a94lIcm7ZoK37FQ/O6qzvsfMznXe9vkmIq8zWNy8UdoVrN8YpbC3Yj7NiVVAi6QtKWgiAThNIQKkGYGgJlNU6BZ8c/Bp4h7BlCX9Dp2Tk9caIYaXmMjvn3LS4uvqXRGFr22C4L8JddfRUf+8T/yVau2miknmNyJGa0ldCIUqIgxfcrg5yKaJ06dqTUZhfctdCEoU0ximiNNXTJElfSz5PQSjQRGLtO9ARf/kbEJ79Uo1eIOCqXxAGACyGsnECwTBl+QOedpyzyZNBWCz55UK7m2lVA971h2ei+PLDNMs9VXzupEcKBviz6nGw1YSUVZS5eTU2qPLqopCpaG7LKpxBCFVUlYawdRSg0P3N1hzsf8vjSNyOnHMw/qSjl1NV+xlSUU6hwVw+lILCdRj3hEUtJW0g3yc7uobLW1b6CQBl8aY2mIs/QiKwxrOcpNm3cZIRJsgsvvmLZY7wswAFedtWlJHH3k/d8a+cp08MHGiPNLmGQIqV2EaNSbaz4/vmOA5fCjWGTGi00e/dL9h+34iGwPXfjQ4ZNMwmhD+SMk64ASIHwBJ+9pcZv/PkQOx4LbM5RTU1QxWWwurD0KFOTvujNQHm+Er1PqmDmAO1bfIqTglM/6J8FW2iWf65MTyoceCXn7ovwxslYBfQ3KOdMiymAjAOzMNpWN8lPhAGGxeS6IwtsMCgUCMO2jTF/+ivz/AcFn/96ZKO4M8i3f1jsJLcMwlCzcSZlfEi7adggpGD/MY99+310wbzYzv9MKnqe/TsqaQFvxW3OtdbYAl3dg+G6YXh8eGlm4/mfrNWjpzzET/s3uO2Wv6u1u4sPff3OL8xAD6M1qyZjXnRmh1ak7cHLxVPKcpi3fsfnkSckvmcKpGgpuO07AXv2erbDQxiyFKYmMy46p0crynjROTFnb0mIagbdsxZmwhNcd3PEf/zLIR7YHbhCTmUxKSv2D868R0hLTUUCQmnPfE+UvoK5QrAYXjXwuFC5FRZzuTowf06c/FrfrSjGuuSP8+eq1m3lINuqDVx1ekV1mnO/pV05QjF/PDAUoO+1io9MxXqj36TUBqTCbmOwoJYL2qQNcDKA+x/z+a2/aPHZmyNbZBBAD8K64ewtCS86J2Yoyrj4nJipiYwstae+lLBrr+L2ewNry+LSGs+XPPK4xy33BvRi6/Cbp5uZkQzVUi4/s8vKcVuJjeOAi857xb5arbn1tT/5ys5TYdh7OoCv27CdQ0fn+fy37uOx/fPUPAEq5iPjx2iECRqFkKqImnEKD+9VHDxuGwqMC3FCCJJEYrL80mXAaO5/XPO1e1OEydg2E3PFRV1efWWXF56ZYIDrbg75j38xxAO7fUtk5/rb6k71sR20VE4kPrmI0xe9GdCdwElpCpXnl0sv8zcMRgohxDMI4WUkrgb0arQuHhfaFBvVC91KnzbFOLl2mYeLik68iOhOddhX5ZSyL9oLF+3tlcCNTMl58sSwbUPCH/3bBQzwuZtDAC47J+HVL+ny4gu7bFuXIrS1VjNCYpy3mwFOX6V52QXdyhrMnswHjyse2qtIUknuQiykFYo1ApgebmFME99LmF2qUZ/egvRGnvbwPi3Ap1et6en0wV9+009MfOrjf99urJsK2DyTcssOjy/ePgp+ZEGHqJC5GnxNVlQwHBrC/A+e/0UzyFLSLAGTcPcuwYN7PW6+LeTXfmGJKDT8zl81eWC3Z5Ppag7Xt5ectxS4eZam0kBcMfCR/UzJSYvEwfSkmpr045k8A+/nwwcXlwM/2I/r/ttB9oQSuOWTOdANpo8LL3PzInURg+9xQMYJr7Rw0xZOzsWFS3e0drOshU1rbNlcYnSGSWD7xoR3vnUBX9mayK//whLb1qYEnkYnkkz7dHq+q5Kq4oQslZqltCwFRhuSS89w7WhGgrCT8oKgww23B3zxlmk2TbdYM9Vmf+/UpVMb3i9vnFnV+54BPnfisJ6anrnjystfOn9k/8cbp8zETE8u8J0nPeqtBmM1hS/tAYw1dDNBJxMkuuRvqx0y+ZaT/UYkFnGZPVt7qeb+PR4fvSGiVdc8+JiyOV6Btlz2lEfvcqGZl+Pz/SntHzAnAfgkz8EBwJYRXPT9XA464f5dTqPydOAefK5PImsGX1tGizJwgliQ4jTgdnpC1e6tSh/mUTqX01ZBbrRBI230dOpDk0dzYY0+jTaQwenrMn76qh5DDc22jSmh1mSxIE19kjQgSQPSzCPTdvpy9VsVjejuu2eZJM08ktROcDaAVJpWvc2R2Ywb7xHsaBm2bWzymp+5cn565bo7Op1ZzdNsTwvwWn0lKvCORsHe1/70T2686ejBL/vv/1LE7fcNc+qYoBFmgCHNBL3UtrYtJoJeJsgQxcKt2gpmDKQGelrSEQFpaqy+wZXUX3B+zH/91QW6GRw9orjxzqjf0mDZKG6jtyf6vU0KhmSQQak8V11EUrnfB+RqylIB7HLPfS+beYr7OXCrWvDqe/okswVPWD1R8vTEDJwA1WIPoGVxdK3lvHQ8eB65bWOvXc26L45G+HDjt33+y9826GSCdwfzvOTcLgZBphVJGhAnIXHqk2YKo6XjW/KAUtr/GSNIU0U3Duj2fLqxR5rZE2IuqnPJafPMt0/w3mtTTj3j8mRhIX3t2dtbR01Wf9pj+7QADyOfrP0Iq9et3b+fE7s/9Zm7T/3mPYpt0z7DDZtnZqmhmxoWO/YoZ9pRfpS6D09UmglcuTbOBPOpYM74ZKlCac2VF3b581+bY+tMQhxLrrqsx207QpZiSpAXqKuwJlD0WKq+CP70g6Pyg1sFfQluUT2lTgJ0JYD3VzMR/SfMM8H/MnxhwZaI0saYvJ+x4MOXs1h2QHXgHRzNnVOI5Dpx12Wb5+QUmnEX4at5eKUlTSpYXJR8+ZaQ+5/wSWLBW//LMH/+a3DleT1AkqY+3TikGwekqXJFJsdYVeyw8zw8SRXdXsCJ+YiFtk83kaSp1Y4PN+tccuoJ1GskM1s27Z6Y2rT/zvv2ccGZ6753gAMIqfiDv7xj78TY0JubjUtuvuL0O1m1IkAj6fUM80sZnZ6mEWkWepr2ou3J9IWb/KAqIieZRwlIU4OKJe2exGQZLz5/iT//lVm2rM7IOoIg0vz4ZV0+d3PELffWKMQa9FOCeeTv79I5OTWRFVuIp1tUViPySc8PAroK/iIyiT6wPl3J5yk5cAdiMP3RmnzBqSnz8YGIni88K8WhvKBj0xrrPyKEcJVPMcCJl56HhdlPpSKKKyohBXc94vOFWyOSREEk2fm4x9v+TPHuXz3OFWdlIDyWOhHtrgV4HvzzETSFnNpJOaIg5cQCHDgWML/k0+nB/BLEsUYTMTY0yk9cfQZbNrffnPRu2Pto79LvBt/vDnAZbaTbaRNGtQMP3ud9/Ws3P/jCOJ5j0yrJricjEh0w3ISRoYTVq+f5yNdCkrhGLcyIPEPoWQ+53Cw/119rA0FH02z02LRmjt974xIbV9oxeFJkmE7GWZsTLtgec8v9NfLRFSXq+nNv30lgC+ak0i1fbbTtVwuavmaGwfSkAF01/3ag7fuZCpyp/OwzieJ5h3lVYZg/rvLdiOrjMnL38eEuTbHBvcqwGCcSFEWaaJkTHD8ubSESUynru0juzIPyNrn8yxgtuOO+gPseDSCytK1Rip1P1HnbX0T8zhtn2bxCkSQNFtue06OXo2g8ZfsGAt9G6FqQEGcdvnJPxJHDMNKwjlWHZ9vsOWhYP9UGOcJssv3r0dglB3Sny7mrat8/wAGiWp0bv/6NR4eatXcfjk954SMP3czkWMJdjw7RkB6nzijO2JRw9eQJdh6O+OodNYI6RD5WR+685j0l8J1FgFKCiWHJhWe2ecn5gpVjLRYWNZ5K7O7FeFnMBVsTVo1lPHnCo7AzLWFZSGHLxWVZ3Bksyatqbl1xruorvw/eVkE8mLNUw/jT5iFP8aJZ/qXlcvLiBDjpvcLd9qcq/fqWaooCyJI+xKUypfjK/VZR9V0RhTUFjst+8rjkjh0BRU1ChSBDCDweO9zid98/xMvOFly4tYE2whlm2i4v3/UKZH6GMZbTj0LDrXdnfOhLipmhhNPXwSnrJFMrljiwBNs3t7niBWcxPKXe/djumx7dsOnFzwS6zwzgAEMjG6jVW3ece0Zy7TkzT17zrXt3cOiQz/YNgvGRlImRNp0kZXbRp+4bar6xfZwBhG4qW+BB4AsC3/ZyDg95rBwZIY0VR2fb1KMuYSBdpDGYLOUFZ8XMrEh58ljI4AKzZE7KQa3VqRN9VmyV3LvqKYgYYHpy9mQAu8X46crPlbgWJ0f9Z7ENUoZUANrX1eNIiCqbQiWS51G+4LtFqSHXTiWoJSW4dfXkk8WpYnXiOHZFl+B2t0LAvsOSW+8Nnd9jADJCeAENTzIWaOrUOHhY8lCkGB4S1EOsnNo3hL4k8HXhviCkodvzGG5AFKYcWYQT8yntTsjmtRFnrJnjcPssxlZccO2qtZvvgIVnfGzlM33jhdtXsnXl3N5XXn3B23pZ6/qDRyaZmQyZmYbVkx2CYJb/9qkaD+weZrqlaUaGemhN9OuR3Rs1RbPmMdTwGWl5jLdss+rsYkC7E9KLA5LEJ9UlrWR0JWwNCLXzok6//UNZrczB3edSJQdSlgown/JxAfWBIL5cKiJsfvtst2r6UYDd9IM/j8SDJ0X5mqhw4YNFIKv7Ljp7KmPBq9OTjXucsyzG/YzdK7M88u+ZW+Epj0hJRnzNSKgZaWgEmhPzKbPzhrlFwUJbsdhRLHYkSx3FUsdjqeux1Ak4Oldn27qQX3/dMdo6Zv9xw+OHUvY8UeeM9SvYsq51PdGlb3vgoWSvEOuf8XF9xhEcwK+v4ktfvW3fxMoX3r9+jXmll+1jy9oua6ePcOfuhG8+sJLJSDLR1DQjQS20k5GtzYR0IwhtH2ezDrVI4ysbgVItSTNF5natFEYrjMlcHlwBdz6ASJYNxJ6olLxFKYktei4LwJp+xmQApAV7chI7UnLhfdF7GSyf9PNPB+z8HzHw3HLgL16v5OD5iSD674t8EWpyYZbpS1k0FEabQlpXWlzkBkMmLI1XTIqQsmx+Lq5kOZtlR8BEldGLUlhtd6eX4Xn2ZMu0JMkEaSpJMtuHmWSSNLMnla9GuPS0E2zbcIJvPzzhxsZnXLFmE5dedtn96dId+7adduGzgeyzAzjAhpmVtEZXv8t0921U8aGfwezh//uQZOfjK5kIA1a0DEN1ST2U+J4d+12dkhwGknpI0TDhe7qgD/Neweqwzz6eolLcKZuIqYz5K11i+2yQ5QAPLvoj8XerqlejevGJBlmUQbaF/tcHXzEFEPuBPciI5M/0LUILLrpcUJb3S6alaAcTJ4NaCoGWus9NFm2bhnHNyRbYxhnrVyL54NpDWJuH6hBgrW3DQi+21cicXNJaojNBkgliZejF0OkKuj1JL5ZMjire/tPz7HjySd77dxPsn19BplZ/cnrN2e86fnT/s4Xrswf4ls3ruO/bX5qbmjrtTcnCV1f/8YeDF9z5YIuZEcXkNAzVbYQO/FxPYA+m51nzliiwwzvzbiDfs5RRzoWWf2lRHHdRCD/y3FviCTcRzY37y2+VrKYoJaPSpxYcIGSK86fK+Q0+lz9e5oGovlks++an3qrRtwpiUd7PXy8DtilOguLHiveJ4kFOI4oc6JQgN8Jm3eX/LYv/Ib/SaYHzNNSF3YRRsk92W/m2xYfUxhnap7ZJIZ+G7UgetJEW/G7UoBR2wPD8kmSh7TE5GnLpKScIXzvHp7+58pbNM+ve9Om/+0L7dT/18h88wAG2n3c1377n9nZW/7k47l7HeesXmBzxaNTsZLYoFIWNW7dnKSrfd+AOIApM0RFkfVRKd9niaDkhTpxCZlyul+u9pc29A1WOtMijeJ6q9Hn89fn0nbzQrEbeQSYlf0c1Jenn0U8G8mAkPyklX4Y9GUxV+mo/1QVlkWO7oU/Vn8tTGdH/lDbVxZYoOn9wFUv7e/NVpyB17xYCRKacLbMuOvCNsRYOgZePVSv5+HzyRKqFS0NAxZXOLfcFtW+dq7o9TZZqlIIwENQjj0PHPQ4c8di4ViZ/+NaXPIBY+p7A/T0DHGDtmtPQWt/+c9ccvOTQvltqvtKkWhJ6hkY9JfIzHtnvsdD2bIqi7FDhKLCDrUqLiZzor5jgO52CEoab7gp47JDvQoCN3r5wUljhJhGLUgpbzNmpGlEOALeKxO+2HjzpZ6ovDLxnMO8Wg2+qgnnwfgWY/fz2MhG+77HI0QpYd6lKOk4+TKpYvJp8EpxtUra1mzylsaBTJteJWBvmTEukkSgH7iyTrF8Rc8W5PXZ/tom1jDBkRpI5cKc5uIvp1rq8oipHG3qG+bTLricMkS9o1sD3JUkKraGIyTXnPJwdOfFvVq5Z8b3C9HsH+IqJIeJe5x0vu+oF5ps37/jVpblHIhhipBkzObrAg/tSvrljmFZQZ9WEh1KSwLcWE7UwoxaWFhN5RUtK7eat284flOH+PT5H5jwbrqWHkIJI5K6w/XvfIlOaggJkIFr3U3zPcMvpw+rPLXuC9CfnT3cC5co6UwF3QfdVQJq/99nSj+XC1J0EeenfVTYp0hSbZ6vibNKIrDJ9WEtkJsmkm8eUKiZbcMaGxBHrNoJnhhLcEpQrs5c+MzZS+26S8fS4Zsu6RfYcM9y7p8FUSzDaSGknKRdvWN8958KXXl+v18xQo/5sv3mxPWOacLktCGv6ui/e9LsH5lb9yfHO2nh0aI5T1z3Bgbnj/M/PeTy2X6J1BsK2G9VCTS3K3J4QBSmBb5uUc69CaxXh0hVh8DwQquy19CWEykZu3zU02AICxXjxfAqz18eqVG2HeZboroC1kr/LgnER/VeKwbNpeez13RkszvRVKM3JP9cvo83/P7P8/1ZREGqd+wAKskyQZsINVLVsRrmr4vkss3LX6p5mkjRxaY2xvzR1Qjpr8GMFeN1E0OlBp2fo9gzd2JAkdmXrKcGmVZI3v2KWyckT7DjY5ehCxuUXroxffNGKP3l8z62/O9SoP61a8Ltt33MEz7dMh3FrePqdj81n8Z2PHv79hV4q//oLI+zaO8Jpq6ARKSJfUI8MzVrGUD2hUbPgtnM3qyO4nfhGWn+VB3Yp7nowxBjbuSNlTkXZvci/K7m4kidTgH0U2zKKvHyFny+CnpL6K17qL/ic9KaBSL9sFB8oyReRvE9g1f/2p3JlXe6z9v2/ovK9nWS1b4EobBOElHbmZvXksYtzQyoVSmoypax5vlCce3rCaRtjduzLQBkLcGcDkWT2pEo1JCmk2tgeAWEdznqxYrEtOXS8ySkzPf7dq+d47/Wai06d0JdsX/H7qycm/nR+fjb+fvH5fQP8517/Cq77/Bc6WzZuvLbXFr934x1L7NnbYP0EjLckzYai1bBzN0eGYlqNHo1ajO+l5KbsQDnBzYnglZ+x75hk34EAHMB9IYjyNjRVEXOp/oVmzryUWuPcG7sCkPKKXaYGORhYBuiDzJgYuC8GBr+6//y7pij5L60uME3/Xh08VX7wpwJ2mRJU///qCVSYdbrvXagqKwDPc3aBKnLoVCpUpqz0FcW6lQnrxhN27NJQc3k4lhSInW2bSe2xiRIYSu17lNKEQcpcO+DorE89HGHjlODS0+Gs7ReamfUz1y4udToXv+inv194fv8AB7j8vNUMr1jxyAP3+29ZaJu/evLAXXJpydCsK0abkvHhlMmRLpNji4y1lmjU2kip6cYh7W5Imnr91KA0ZAkcOuqxmPjgeQgpiZQhrETwHNx+JYrn/ZBFOpHrLLTB5G3jppSV5liR5HnwyQT1YNGnn1ocTE9EhYIc5B0r4K7gusjBTf/96pv7r0Ci/zdUrlh9TRyVwU+6WGTa1CTTeSNy+Z2UA7itZOrKdzRIqZDS4GWKzM3GafoJk5OpNTYx/VULbWwDzFKsMUmKlBCGHitiy7IomVILFa26Yr4tefLYMBefe75esWrrW472zngE8ew57x8YwEemzuTb9+yMzz3rkvfd++CjdVEb/rNjh46ybUPExIhm5USXVZOzxHqOT9xk2Lk/pFkzvPzCmFNX+/S09bTLDWw8ZZhdhK99K+DgUR+aHp4UhG7kSA7swLOKM9+NwVCKvmnFuIpfpiFBIJ01Qh7NwS62cnFiISsdAHdxnxLo1SvEYO49OKt+2ZS/ClqxHMhFceUpom8F5Mul4IiyFSz3Yq/+f1kmHEdtc+Qsk8WJlE8585RVfZYledtdL1Or304zhacVvVixYhxefFGPz9+WcawDInDTP6RBCsFSqjlr8wledeEsjZphx/6AL9w+zp5jNYyBMEgYbkoa4RLjE8N0hfr1i88//32zR3dlo5Nbnj8ABzjv7FPYsWt/dvkVr9i1kN2+cJv5h6HpsYT1K3tMTx7lvn1t/vNHRzg828QzPoE0HDoS8/NXa1YMg+fllhT5utcQZwrwQSoiKQildqYwBt+zkTtQ4HvCqRVtJ3ve/W7BYFf1BmsHpl2OWI2QSjqguwLIcqq9Ki1SzcdFNYr3RfP+WfZ92M6jZhWwFRAPpij9niiDW3WCnSn6HfNO+5xClE5nApBlkji2zQT56Esp7FUwy0xRWs83K3tQJK4DP3VRXKAIpEa6cqiHpW/rvlUObliR8YaXKi49YwRPaV5+YZefu/JJfu8jIzy0ZwQBRH7M0pYRLj73hQvNyct2xfHj2ejk5n8sWP7jARwgimo0RHL9a1526b85Z0Pw3xcPf2HMmMO8+1r41o4VxO06W8dhqAaNSLK61eLQUYMnerSaXQI/xeg8kwQjrN+3ktI5H+GAbc1gAs8a8vteCXJrz2CBLhwllqSaLLNXhySDOBUV8X3+v9kons+iLNiNHN4DKUAexcsFrXAal/7IPkgb5gvK4ndXWJRSOFXmynm7mamEefMUp18O8twyoli0Ox5cCIhjRZJaK+I4cZ/HHa98wW71baWxpnBDc6XSeFlG5vJwndnpEHm933P0bc03DNcN08M+Bw6t4E5paNZShhoJEyNL/PY/W+AbOw/yyS+NcHhxitb0VcdrIxf+yuGD8fUrn4HG+zkD+IbVYwCkydxHLrjwEu+JvXPv+s/vWZr8/K2GDRM+p60XtBr5uBNBsyHpxYZ216MW2nmHYCPGo08oHnoiBM8jkIJImSJ6B34J7sDDSXFL3YvnOQ8SZUGutSHNUvYd0yz2KBZWnrDpjUGQe/HlDQIFPE0erUtk9gFbCruL/Lb6eiUfrxynvvw6Xyfk4/nyinmeLlUBn79csZQYzL/zWaOei7Z5EU24tjelDIdP+Byfl66zx3mzKGMLcp5zda2IufKrgpIKT3p4KsP3POLY59Q1XTatSTiyMx9QZq+q9UAQ+jC/CHue9Ag9RS0KGG5GrFnR4JXnH2PNhGBRXX7kggsvffvsYvKRVavH/1HB/Y8O8OKX+sPs2Lv4AeW/TI6Mtv/44s23T66eUIyPeKyesNXLxw97xIkgy4zTBZcH0/M0O/Z63L2rhgg9Iom18sqjdiUtsfpyO33C9yWBsiYyvifdewShb5gY1fitRb5wR0CaBTQ8Q6TsotLHRl5ZBTmU67jBiO2Qlachgz6GVpIrKvl6jsUS5oPcdj5AoQB27lalBUYNNDMUlaByYZdH7zw18Ry4Az8l8FICPyHVCbc+0GTf/pA4tgrP/Bj5niDzrYZE5ymckUUaJoWyv9fT+KlHmnl0ex7bN2pOXRdz2w5d5vPO0Ei6k//EfMb+IxmhL1g5LjlwtM7aYx4vuGz7kbVbL/otWPqAEBM/CCj+YAAOcNq6Jh/86N+/7/SZerZ2aM1/S7sHxk6ZWSTWSxyZ1xw60UKJBuPDJZ2WD3vtxhmHZgNQAZ6SRMoWdyy47W3oBmIFxa4s0H1VzBEKfatabDU0a6d6vGbqCLsPBtxy/wS9esiIX1JkXm5tPZCiFABC9C0mCxGXyGdhVuZgDrIogkrK059I56lDMTy4UPfZNYEQVAZP9beq9X1AqOTfNnr7XkroJ0Rhj+HmErfu0PyXT40xM6yZGY9pFMI4e+yyTJD5ohgO5bL34vvmJ07iKZJUkWY+aeoxPZISBDGJrpHlDdFYgA83BJ7f5vDSIkdmFQdO1Ng4JWm21h6fW5r8jcV7bv3g6ee88gcFw++vkvndtjf+7KtYOZ5+eMvG1W/desr4QqoP8/GvCt59XY1794DOLPftOZfawEuJwoQDs5p/+HYNsoDIE9SUIfSsy2hQidqB74AcKMLAas2jQFILBfUIGnVDq6kZGUpo1lJG6h6//YbjnLn+BJ1exmIqiLNyMJI2A4u4ATal5NeFG94q7MBXMTjkdWDgK/1FJwtsXFXRVEzf6Z88VrzHmcW7ouFyi838RBVFDq6d+29Ko9bl4cd7/OHHWhxbatDuGmaXNIvtjKVORqeX0Y21rTbG0I0FvUTQq9zGiSROJXGqiBNVDGeV0ufF5/VYN9qxo0dcBTPN7OdUyrBtU8Ivv2qB11/Vxch5WuMrF4ZGpt/64K72h3+Q4IYfYATPt9UrenpstPbJnXum0p17z/rQKVMHIiM0T+xXdr5PZGjWEoYaXZr1Lr7X5dH9gp1P1BCeT6Qg8mxeV+bdFXD7iiBwWnNf2sgeQBQa6pGmEWXUoxTlZaSZ5KLtmlPXLnDf7mE6fo1GJgiVHa+hzUB+TD8bUu0Kqk5yLvwHpVtkyv6821QjeLGANAXec6qyWkGqMjXanVi6SKGWj+RFwUbkU+0yfC+hFvZ45Am4694h/JYkyTI6PYOvNPka206IMBiU6+TJ06DyyiWVcr2Viti3U4iTxGfL6h4b13Z49FiXE906kZI0O5puT9PpQi0Q7Hy8wcO7a/yzH1vbzdT0vzq80Po/gdf5vsrwzwuAbzv/Z3nnf/909pVvb/0/v/Y6L7v83O5H/+7GR6Pu/CpGhwWTozGrJhcQchYjF0lFl2/dU+fxAyH+sLXRDT1D6BtCN+UtT09ycIeBBXcQ2EbnMDBOsei8zANr9WwMkEpG6hnCxGQ6ItaiuKxW6bjq4q2I3LKM1qpvNLdwjgGiaK7I5/oARfTNrxDa2aL1U3EuRRJQVZQIYSN7ztPn/ZblWsF+9nwhbP0sc4NN69WOSJlt+xjlIbCCqHzok9Xi6yKNsieg+yD50lRY70KVLzSVR5BkJJlHu+uxaiVcfHaHb9yzCCKmKyIeOxFSjzRj8xnHZkMeeGyJA0vruqdHa3/2TW8Yv3bP/fPZxu2v/0HD7wcPcIDf/JXXcmLv32YjM+d/5r0fXPj5Y+3gg6fPzNY3rY6ZGjvObQ/P88mb6kwMe/znNx1h7SpNcwQyY6uXRc4dOGAHtmk5DCRhqGwuHmBPAt/qzcPKUKzC0tnZ/L75VW0+dWvMbFeTGFVhDAS5T3k13656GhYpiMijtgN3xXU2f1++aU1RYLKMiSHLnJWDW8lKYQ3rjawuHcvPoDVoacFt05RyhGD+W/L1Z8GLS9tNc3ze8NfX1egKgYfTiqSCOHHCNIEFuaHSnS/dCVny/lJIy7Z4iiBVRInC4DE/q9i7P6A5nPEHbzrMSMvj4/8wzCO7h1H7E0aHJK944Ya2rNXf+KIrfvYz39n7v82fvuMHD+4fGsABRtf9K97yO+83/+P3VnzqU58a9yYau/9qvHHf8KduTvjwlyYZr9VZNaQ5Nutx3hnH2LIm45G9gpqnnb+KsFOWA0kUKsIwz7ntYjLwjTsBbOd2EOjCnsBT5WhwAQw3nFoxp9sGuOWC/aC/aFPm2tW0pALynHKrmOkbYyOzyMr8Os1ygOdQNnbGvLFabJOzFwjXG+muJNpNFZb0LQTLnLxc1IoK0LUxzC1Z453MtZIl2o4K8Zxm264RnP9JAXRVPSJIKa3c1TOEvkcc+EgheeRxn7vuH2a8PkTcHWX1jOYP/sUxPnBDl2tvmmDdzIa5ufbqf33Nj5/2qe7BdxNNv+2HBbsfHsAB3vP7b+LVl3yM173u8U8Qt/xv3nXhn371OwfGV9Q6nL/F49ytklA1iNN56/OtrP2EzamhFto5nZEbRBsFecriuPF896ypTA7ufD7QSdrUAl5lF2gBJipsSQ5uacX6VR/wvLDkOWrMcxbmJWhcMSURpKkdj5emduZMngrJnP1wua9CI/L1f2ZZGS3sRGAlRN8itOx+f2qlYTE9w3UEpU7ll2aGNDXEUhQtg3bxq8spZ0YVKYs9HhIlFb6niAKbg2daopVP3I24/T5FEnuctUXwL67OWLV227F7H5v4tfffkn3i/R946IcKbvghAxzgpT/+BgD2PDH/4XUbPe/nr7n1nQ/ec9Pk1jWLbFzTJfR7PPK4ZG4xYCiEWmCohdXR4R71SDqwGyIffN8yLL5n3CCscqS4UqYQ3eeDraptYbn6rlqQOSlKi3IB2Qdul5Z4btibp0r5rpIgle1KMkDgSbJMkCxoljoZaeaoNCHsCSHsVcAo98GU63IXgiwrT7bMgMzs78913VpTjO0ucudBpLuT2nbe5OO0Bak2qMxqRwxu8JQ2xe/VWXWEX+5OJQl8jyjMWOoGDNcVa6ZiHtil2X3QoI1muDXFaedcfORtl17+m5j0w0KOcd0PG2zPBcDzbcOaFvOL7fe/4dUvEDu3ij8+uu+6ycmR4wRBh1vuCzl4qMZpKzWNUNAIhRs+q2hEknrN6strgXETlQ2eZ5w9XGkNpvLhshWjdSGs0H5QU9LXoCyWybnzyQ1SVOQAble5c5cFd35y5W1ZShkCL8HzDQ/sNZw4oQn8anncun3pHIfOMlq4waZCSETmPk9mT4qSVjSuD7KM7EWOjpuP6fQ4uUlQ9QqQpyy5w6t2I/ySzEocEl8U8ypxcyqVlCil8D2f4/MRp8z4XHZmh9se1uw6CuOTdVase/GR0elLfyuNeb8ftp4rmD13AAdoNesYs/C+s84+L71Ppn926IkbR9vxPqIoo1VTjNY1rbqgWVM03N6sQ7NmqIeaKLQTlT03xqOIwPlYlcLgp2w6NhhuvNOn01YIKdwCS5C7zOYjTJZfRAq84jlRdhGpfnAHnrUnC7xyjujkSBc/WmLfiSbHjkZMtTRhYNcWvmfB5ru/iG32zdcCBpHZlKU44bRNVzKVR3BR8uW5DNZFca2hWYeXnh/zka/0H3/L6OTrAuc8W1wt7InnJ4IktQ3kec4vhLQKQ2nwVcj84hBL7Q4z4xlnnzLNG665/MT2M877D8fnsw9NTTSfS4g9twAHEGKITjf7yIZNlx4/fvzQpsTb9CeHj3zd3ziuGW9JWg03gLauGKoLhuqaoUZGI8qohbanM5eF6kyQalloTUodRynpM0Zw4x0B3Y5ENET/kKpqVK7M0anm29LdFjm3dzK47VBc7aZApzRqMeMjSywmsyz2PI4s1qgFgqYxfbqS6hWleCLTRfOv0KIAoJJO/qpMoe/OnLWD3UXhZ9Kqw1UXxPyvr5ST1Kr/V56/5904uU5cSvt94sReAbRDuFtyYoyH0QL/iRbjjYw3v/qcpNVs/MYLLzx/V61W/5xQ/nf9+/+gt+cc4AC1SOkTxx66/iVXvTK4466H2+ef3XxP07tPdLs9OT7i43uSKIBmXdvOoGZMs55Qj2JCPwWRe0tb4/QklWRaIDJJpmRx+S7YAcf9CURlCFX/kCkbofM9vyyXUVvlu8w7ifrTksC3FGUtTKlHttjiqRh0agcF9CQqnwNKZbpylTXJ3PCLYrRizuRAKm2LWZrZK4ztn9QF0DMtreG8loVCE9zJkV+pKt8dLLi7saCd2EkdAqh5hmZobDeO8xaX0qY2na7t6VzojOoLzr7IjK3Y9G/b5rQPPvjIk/H555z2XMMKeJ4AHGB0fCu33vFo7PszH9myQd4ks/h1Ij34B4/se5IkrjHclDTrGWOtmPGRNiNDS9TCNp7XBQFxr8GxuRHaPZ84Ue7yq1HKdoJbnXnVJFNagb8whf1bnk8XzEgV5J4Fen9aUubg5UKzBHk+1jzwE3wvsSPMTUY3M3RSiFLXbifzhaNxkxcFIjOFcZLtcNdF9SgHWe49ozJTNBEXu6527TiPR/f9lVP9eU764Cm7wMw0LCWCA4uGNO3Y/0sG1H2PydhGcCUzAl8y3IxJ0kXa2UbWr1n5O+OTp3zq1E2rH19qH4tHVzw/wA3PI4ADXHbBZoDOZ/7u2p2vfdFL3/mJW24IulK9o66PK09pmlHK1PgCw60T7Hyix2duCdmxbwVRKHjj1XOcuS6m3W2xsOQhBESBlYqGvkJnNpLlfHHujpWD1La8iaLf0/MEyoFaedJJSfvBbTv4rd5CqooO29lgWDYnc64Bmeuo0KTa0MukXchlAl8bvMyQSUEmQWrLaqQZUBjyWL2hcC6wBdOTOqArSJV089xdN7wujXpyFqUUTVnpg60jOH0Nhm6mecH2E/zC1W1qYcqDTxg+/fVhHt7XItUetcBQj1JqUcCPXbI2E/7QH+468Pp3HjnyxWz72Zc81xA6aXteATzffurV1/Bf/+eHsn//i//qP504fsz7h1tv+fXdO+8NhxpPcnxplg981efztzU5enyYtaMeYw3J1+4MaHoJj+23EbweQathWYoocH/squxOKDs9twBpDlxR+JjnnoqFx6Jnc27ftXXZPNyUjEu14cCN6Mh3IXPZhaU5Ym3ntmfakGWgVb7gc6xI3jSad9gXs3Io6MM8ZSlOUCVJMl1YPxRGplpiXEOqcE0JgbJmO42aXcTXI0WcarS/xEu212kGo4w0e/zMC49y5VmHuf62Ln9/S4vFeIjLNra48IIze6eefeV/Gxsb/097H1Ks2/qW5xo2y27PS4AD/Ptf/Bf0Oovc9kjvHWee8yK5cd3MJWb2Y/JvP7fhkgMHlryXnd/mxtsVF2xSnLIe5rsRX7vLY/+RHuNDPlPjPkJYnUqSKpeTWsFFrq0o+ztNGaEdmD1PFrsVd0Hglw3OUuXNBRQMTF9ZX1bn0OT8eynqthYLpcirbLbIXQBEIRA32lYv7WuOOjSWzZCymibZeaSJZ8150kyWI/ycDFHirlhO/tCIFGPDPisnBOMjMeuPKo6fkHzuiYDT1teQIuGLd0asHK7x1p9qpZ/5+sg3X/mTP6m3bp35ppTtdxw/scTYaOO5hstTbs9bgAOEtYJi+q2//uD1GK4cOmtr539ede6un95/5BF5/0OGC8+AVM5z646Il52vuP3RLp0O1EJJo6boJdayt6qzRiqkVEWXkO/lDcx5+5sDtSetatGHILBygDx655SkKSablZ+7sJ7L7ehygAN5BE+NG6dY2vu5n6WyTrDRPXN5eJYJskq/ZKFDd1RmrMBLJUEqSVJ7YlvdtkeWWf2qTW9ciuILapFiuCmZme7RGjrC1+6Z5OoLl/jynT1ue2CcleMh+4836enN+ppz1n36qsvrv9huH1hQ6rznGh7PaHteA7y6/dIbX8mBA/sWhGy8VaSrHr37HrHt1S+R14TBvdy5QzNWG2LNZJdYazqJdTW1umVRsAieZ9i1T7FzX4T0bCNFKcOl9DH3pE1NKvLbMDDWLNQ3JeuQiaKROXOl9GqbV149lY4tsQ3AFs15NVEXpvJ5w3BeLc0rlbYR2OByZ21n0+eaQylVpcJqo3jPkwSJFUMlqSJOPE5d12HDuh77DkMu7vJU3vEkiIIMT8XsPwrzCw1O33icm+48wdHO6WzZHF17xtaL7p/ZOPPnc4udhc3b1z3XcHjG248MwAFWrpwBOHrgyf2/fe6Fv7TuzDPu4x++Vb/m8LFHOGdDwonFJXzqtGqqYBh0xWsl8DIefEyxc3eNoCaIlCbwjFMoWiFX6HzMbRS3aUkYONu5QBMEGk/atKLd9WwjQCJQ2iCFJNOuwZdqd42d914CPCXVhsTYFCVvRM4BGvgWsFbSqun0NFpbdifwwAR5GV/btjAh3W0uH7AnaS+wmu1e7LN1vea09T32PJmrGN2IR2WP0/ySTxjVaTYWeHD3EC+/fIJNm07Bq59/7esvOeNXjs8u7J2Y+t5NMJ+r7UcK4Pm2ctVqsuTgXjlx6n+YfsL7yC/9/Jlvm4h2XH79Td+mFRhOmVEcWzDUuvYv6Tk2w/MSlKeRnkfNacytpbPVukSRVSgGeT+nb4VctVDTqGXUw4xalBaGoXMLHnsPNjFGEIUWMGFQjqtW0rEpKkUFKQQGYgNJQpal9LRPpstOe09acNdCRRTavPk7u2PmloQ1O3Kf1zJ+1q01Lz7JmEKHIoXE9xRhYKN3nHro1MOkGVpndDNFmtkyfj2CWhjz0GMgRZ0Lt3uknMep27fc3GyKP59Nt957eK6zd/2alc/1n/172n4kAQ6g/GmAR40xjwL3H328vfLyF57y12ee+uhm4tvUX/29pBHUqYWGRi2mHvUIwxipQEjPNVJYmqweCuo1j0ZNubF2pYlQ4NvmiWYtZage06jb3+V7bb58V4Mdj/pMj/mMthS+EiShm0spDEpZDrwWdXhot+HG2wKuvLTNIoqHnvToeB6Jdg0LjrIMA0mz7jHSEqyaSJG1eT58Y42aDGiFmqHUasClcL4w2qAzQ4zVj6QZrnteEfoevZptL8tShck0aZIw2/MY7Qp6sU27ZlYd56b7m5x2+mXZqy/b9Og37kt/ae2mSw8AO8e+m7/083z7kQV4vrnG3p2PPX5i5+aN+mX++trqWG//9Gk7vtFaO3qoMTO9nzUr5ukmXY7PJWjtIRAEyo44rIeSRs2j1fAYbtp8e6FtSJx3iqcMtSij1YgZbbVpNdoMDy3yoRvgbz67go3jmsBL8D0bebPMRlElNaGfYkyXd3/G56+vnWD1aMofvu04b7rmKO+9NuZ9X/RppyFZHsGVIPQljbpgYkSzZqrHZeecYK43y4c+v4q5us9EYsv7nmetqAWOPUkNi+2EMJBk2kNJQeSrYiS2MRIhBa3hJZRv2HPcBzRbNw6xbub0pXf86pXzS0vytRvWzezfvEnu/V4GaT0ftx95gOfb+rWjGJPuhfMeP3Bk7oyff0148aqx5G9kckfanrt37INfnBuaHhkhCBbBZEhs9G7UFENNj5EhwdRYysTIAjff7dHu1qgFCt8zNGop48NLBOEsCW0WTZeFTo2ltmGuAYttTauRESdWIgDGzX6Mefxowp99Zpqjc6OsWdEjWQqZWtvhrdcs8tW753jswCSptp0RUtpFbj0StBoZQ/Uew42EsVrGiH8U5QfMZU2yxZAo0LTqBqUkoy1BO+lxz56UyYZy3n8+USAZjnMeXBNENV53mcfqFV2+dv/0wuXnbTl+1aXbvLEVvHntuo23GTU8pzOjPe8H2ov+Q93+yQAcQAgPQM+eOHji1I2rbjDZ8VOGTvxZ79DK6/790NidP1cL9yRCPrF19VQUZb02gecz1vIYaUqGG4aZqS73Pz7PTfc22brKZ2rMAnxkqEs7WeBdnw741kOTnL855m0/dYx7dp/g6/dMMd2yoziS1C7gpIQgyBCiy/u/2KTdHWH7KsH6sTr7nmzSqi0yMyX4lz82y+99cJhuGhQehJ4nqAX2pBprLXH9tySf/dY4f/TLXc7evMBtj8zzF5+Z4thSjbEhy2mPDGku3nCcvcfgkUdHicLMLToVY0PQSxLmOiuYHB3rrmpNPfTqq1f7//xnLv3Ilk3/+r9ec/9fhVFzuLv/QFvPrB15rv+E/+jbPymA59vI6DTYMkn7sb2PESjvT4Tw/uT0MzaoWu2M97y9lZ7y5IGHXnDoya46dX2XLEtIE4PvddHC0Mt8t/CzQFNqib+9weeLt02wcdxnLFB0OzV+4erD3L2zw1ynzlRqtRwASmlqYcKDezO+evck43XFdEszVJPML/kcma0x1GhxxVmH+cT6BR5/csJGcVzeH2ha9ZilXpsPfHGchhxhds5nsd3h5ecdZrF7nA9+doqlro/BlvV9T2FERifRpKlhfgmWOrBmusW+halsw+gpt7zk8vrOxYX2WzzVy4aaEQcP/I2ZXrmh/Vz/vX6Q2z9JgFe39evWQ9nJlRpz+BfPPjcYPXHi/D+65eavBWPRvdlCu3XuoeON847Mx9z90Bw1keIpHykMjSjh0YOaux4eYutUwIYpQRR4PHGoydaNC1y2vc1td9dJU+PUdjgdeJf/fXPEkeNNtkwaaoHVtaSZoN1VzC2EbFgd8dNXzPEHHx61Ob/zCbRXjR5fu19x5GiNbSvtzzy8t06cTHHB5sPcvLrD/DGPNDF0ejA7r9i2dpaluXG2nbaaI/Ppt/cfXrxL1beo7edeGUeNsf84sqp3YuPqkef6T/JD3f7JA3xwE2IFwAngXwM8tvOLKMXlwwfE1YKZ164/3D518/qUA0/sJgglQp5g576EhTmPy88XzCeGx4/ErF8ZkCQRgbdEL9XOFN6mDPUo4e5HEv7+m2O0aoqarwk8W3HMMkEcS7qxz9xig1dedJzPfWuBoweHrVcgOP1MTC+TBMpjZEgyM9VhdjHmG99pcuUFEavH2xw7EhGETZpNn7GpS3nV1pi16yceXjEx+umji96XpDA3v+YnXvxcH/LndPu/DuCD2/pTfgzg5vbSsZuBr6/drDcdOXxMf+ijh/WG9VMbhqdP+U216xF+8ooJtq46zi337+XJYx5xoqlHCS/cFnP7AwlxYsUiShrGWh3+7raASDSYaGjascbzfGohdHqaJINamHB8vsHIkOairW0+8mjL2jwba8hzZFZz83dCZpc0SZrQasxz8OgSRxemidVarrr4KOeeeSpJp/fO8bHDe9ZtuUzWm6Pyxav8XcANKybGnutD+7zY/q8HeL7VG+MAN+SPdXwI4Ucjjz6675sylGxbPZScsfn0Xx1fd95Lj89Jtqw27Np/M5Mjx1m9okbdCwiCgFoY89ihHg/u9tg6pVk5Dk/MJSzGMNKM2XtIsmFVwr5Dizx5ZIJVE4pTpg6xcmyBVI9Tq0V4XspsZ5huN+Dllw1z1WUXctpGzfTGlIPHhr/cHF76sy2bW37qnUkqN90sTGd2etXkc30In5fb/wP4U2wymAKYBdsMfvjwQYTgodHpZCpN0TU/4Z777md8KKEW+kSeRy/Wyenbzv3d/UdXv2L9jE4u3urTqGU8ckAwvyDYeoogGJFs3NRhbjElXRjlWAoXn3Gc18c1P9NTnzWL9/+ukIEvZMjkSMg5pzY556wzGGt5TGgjN6S1QwizZ3p66rk+RD8S2/8D+DPcVqyYBtjj9mW3g3tvQQrxi8faYnjFRGo2zAiUTFlIFFFoaA0rxmPF0HAbLTRRowUSmk2PtatqwgvWzcHMoWt+4rLid34UgLc/11//R3b7/wFFAWBW3sKZxAAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0wN1QxOTowNzo0MSswMDowMJmb0DAAAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMDdUMTk6MDc6NDErMDA6MDDoxmiMAAAAOXRFWHRTb2Z0d2FyZQBtYXRwbG90bGliIHZlcnNpb24gMi4yLjUsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy9IzyijAAAAAElFTkSuQmCC', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 55290409
    {'hecke_orbit_code': 45035996374368760, 'n': 1, 'trace_an': 2}
  • id: 55290410
    {'hecke_orbit_code': 45035996374368760, 'n': 2, 'trace_an': 0}
  • id: 55290411
    {'hecke_orbit_code': 45035996374368760, 'n': 3, 'trace_an': 0}
  • id: 55290412
    {'hecke_orbit_code': 45035996374368760, 'n': 4, 'trace_an': 0}
  • id: 55290413
    {'hecke_orbit_code': 45035996374368760, 'n': 5, 'trace_an': -76}
  • id: 55290414
    {'hecke_orbit_code': 45035996374368760, 'n': 6, 'trace_an': 0}
  • id: 55290415
    {'hecke_orbit_code': 45035996374368760, 'n': 7, 'trace_an': 98}
  • id: 55290416
    {'hecke_orbit_code': 45035996374368760, 'n': 8, 'trace_an': 0}
  • id: 55290417
    {'hecke_orbit_code': 45035996374368760, 'n': 9, 'trace_an': 0}
  • id: 55290418
    {'hecke_orbit_code': 45035996374368760, 'n': 10, 'trace_an': 0}
  • id: 55290419
    {'hecke_orbit_code': 45035996374368760, 'n': 11, 'trace_an': -564}
  • id: 55290420
    {'hecke_orbit_code': 45035996374368760, 'n': 12, 'trace_an': 0}
  • id: 55290421
    {'hecke_orbit_code': 45035996374368760, 'n': 13, 'trace_an': 516}
  • id: 55290422
    {'hecke_orbit_code': 45035996374368760, 'n': 14, 'trace_an': 0}
  • id: 55290423
    {'hecke_orbit_code': 45035996374368760, 'n': 15, 'trace_an': 0}
  • id: 55290424
    {'hecke_orbit_code': 45035996374368760, 'n': 16, 'trace_an': 0}
  • id: 55290425
    {'hecke_orbit_code': 45035996374368760, 'n': 17, 'trace_an': 76}
  • id: 55290426
    {'hecke_orbit_code': 45035996374368760, 'n': 18, 'trace_an': 0}
  • id: 55290427
    {'hecke_orbit_code': 45035996374368760, 'n': 19, 'trace_an': 2360}
  • id: 55290428
    {'hecke_orbit_code': 45035996374368760, 'n': 20, 'trace_an': 0}
  • id: 55290429
    {'hecke_orbit_code': 45035996374368760, 'n': 21, 'trace_an': 0}
  • id: 55290430
    {'hecke_orbit_code': 45035996374368760, 'n': 22, 'trace_an': 0}
  • id: 55290431
    {'hecke_orbit_code': 45035996374368760, 'n': 23, 'trace_an': 2036}
  • id: 55290432
    {'hecke_orbit_code': 45035996374368760, 'n': 24, 'trace_an': 0}
  • id: 55290433
    {'hecke_orbit_code': 45035996374368760, 'n': 25, 'trace_an': 4270}
  • id: 55290434
    {'hecke_orbit_code': 45035996374368760, 'n': 26, 'trace_an': 0}
  • id: 55290435
    {'hecke_orbit_code': 45035996374368760, 'n': 27, 'trace_an': 0}
  • id: 55290436
    {'hecke_orbit_code': 45035996374368760, 'n': 28, 'trace_an': 0}
  • id: 55290437
    {'hecke_orbit_code': 45035996374368760, 'n': 29, 'trace_an': -8320}
  • id: 55290438
    {'hecke_orbit_code': 45035996374368760, 'n': 30, 'trace_an': 0}
  • id: 55290439
    {'hecke_orbit_code': 45035996374368760, 'n': 31, 'trace_an': -6280}
  • id: 55290440
    {'hecke_orbit_code': 45035996374368760, 'n': 32, 'trace_an': 0}
  • id: 55290441
    {'hecke_orbit_code': 45035996374368760, 'n': 33, 'trace_an': 0}
  • id: 55290442
    {'hecke_orbit_code': 45035996374368760, 'n': 34, 'trace_an': 0}
  • id: 55290443
    {'hecke_orbit_code': 45035996374368760, 'n': 35, 'trace_an': -3724}
  • id: 55290444
    {'hecke_orbit_code': 45035996374368760, 'n': 36, 'trace_an': 0}
  • id: 55290445
    {'hecke_orbit_code': 45035996374368760, 'n': 37, 'trace_an': -2460}
  • id: 55290446
    {'hecke_orbit_code': 45035996374368760, 'n': 38, 'trace_an': 0}
  • id: 55290447
    {'hecke_orbit_code': 45035996374368760, 'n': 39, 'trace_an': 0}
  • id: 55290448
    {'hecke_orbit_code': 45035996374368760, 'n': 40, 'trace_an': 0}
  • id: 55290449
    {'hecke_orbit_code': 45035996374368760, 'n': 41, 'trace_an': 14308}
  • id: 55290450
    {'hecke_orbit_code': 45035996374368760, 'n': 42, 'trace_an': 0}
  • id: 55290451
    {'hecke_orbit_code': 45035996374368760, 'n': 43, 'trace_an': 23128}
  • id: 55290452
    {'hecke_orbit_code': 45035996374368760, 'n': 44, 'trace_an': 0}
  • id: 55290453
    {'hecke_orbit_code': 45035996374368760, 'n': 45, 'trace_an': 0}
  • id: 55290454
    {'hecke_orbit_code': 45035996374368760, 'n': 46, 'trace_an': 0}
  • id: 55290455
    {'hecke_orbit_code': 45035996374368760, 'n': 47, 'trace_an': -12712}
  • id: 55290456
    {'hecke_orbit_code': 45035996374368760, 'n': 48, 'trace_an': 0}
  • id: 55290457
    {'hecke_orbit_code': 45035996374368760, 'n': 49, 'trace_an': 4802}
  • id: 55290458
    {'hecke_orbit_code': 45035996374368760, 'n': 50, 'trace_an': 0}
  • id: 55290459
    {'hecke_orbit_code': 45035996374368760, 'n': 51, 'trace_an': 0}
  • id: 55290460
    {'hecke_orbit_code': 45035996374368760, 'n': 52, 'trace_an': 0}
  • id: 55290461
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    {'hecke_orbit_code': 45035996374368760, 'n': 883, 'trace_an': 2175224}
  • id: 55290651
    {'hecke_orbit_code': 45035996374368760, 'n': 887, 'trace_an': 17063064}
  • id: 55290652
    {'hecke_orbit_code': 45035996374368760, 'n': 907, 'trace_an': -5006744}
  • id: 55290653
    {'hecke_orbit_code': 45035996374368760, 'n': 911, 'trace_an': -3168788}
  • id: 55290654
    {'hecke_orbit_code': 45035996374368760, 'n': 919, 'trace_an': -54772768}
  • id: 55290655
    {'hecke_orbit_code': 45035996374368760, 'n': 929, 'trace_an': 10128100}
  • id: 55290656
    {'hecke_orbit_code': 45035996374368760, 'n': 937, 'trace_an': -46408476}
  • id: 55290657
    {'hecke_orbit_code': 45035996374368760, 'n': 941, 'trace_an': 76273668}
  • id: 55290658
    {'hecke_orbit_code': 45035996374368760, 'n': 947, 'trace_an': 34358188}
  • id: 55290659
    {'hecke_orbit_code': 45035996374368760, 'n': 953, 'trace_an': 91767280}
  • id: 55290660
    {'hecke_orbit_code': 45035996374368760, 'n': 961, 'trace_an': 16312290}
  • id: 55290661
    {'hecke_orbit_code': 45035996374368760, 'n': 967, 'trace_an': -43471200}
  • id: 55290662
    {'hecke_orbit_code': 45035996374368760, 'n': 971, 'trace_an': 46995040}
  • id: 55290663
    {'hecke_orbit_code': 45035996374368760, 'n': 977, 'trace_an': -39867336}
  • id: 55290664
    {'hecke_orbit_code': 45035996374368760, 'n': 983, 'trace_an': 75129648}
  • id: 55290665
    {'hecke_orbit_code': 45035996374368760, 'n': 991, 'trace_an': -5642064}
  • id: 55290666
    {'hecke_orbit_code': 45035996374368760, 'n': 997, 'trace_an': -17927572}