Embedded newform data - 98.10.c.i.79.1

Formats: - HTML - YAML - JSON - 2025-11-10T01:33:17.720844

• 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': 9800, 'analytic_conductor': 50.47351194405957, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [98, 3, [3], [2]], 'cm_discs': [], 'conrey_index': 67, 'dim': 4, 'field_disc': 266256, 'field_disc_factorization': [[2, 4], [3, 2], [43, 2]], 'field_poly': [1849, 0, 43, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[3, [7573504, 0, 2752, 0, 1]]], 'hecke_orbit': 9, 'hecke_orbit_code': 36028934625689698, 'hecke_ring_generator_nbound': 9, 'hecke_ring_index': 64, 'hecke_ring_index_factorization': [[2, 6]], 'hecke_ring_index_proved': True, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 3, 1, 3, 0], [1, 1, 7, 4, -1, 6, 0], [1, 1, 7, 2, -1, 2, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '98.10.c.i', 'level': 98, '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, 7], 'level_radical': 14, 'minimal_twist': '98.10.a.d', 'nf_label': '4.0.266256.3', 'prim_orbit_index': 3, 'qexp_display': 'q-2^{4}\\beta _{2}q^{2}+\\beta _{1}q^{3}+(-2^{8}-2^{8}\\beta _{2}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '9.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '98.10.c', 'trace_display': [32, 0, 0, 0], 'trace_hash': 41566945816330325, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.033', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.802', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.654', 'prec': 17}, {'__RealLiteral__': 0, 'data': '86.505', 'prec': 20}, {'__RealLiteral__': 0, 'data': '2.223', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3001.953', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.506', 'prec': 17}, 'traces': [4, 32, 0, -512, 0, 0, 0, -16384, 33862, 0, -18760, 0, 0, 0, 385280, -131072, 0, -541792, 0, 0, 0, -600320, 1957872, 0, -2836150, 0, 0, 0, -17268856, 3082240, 0, 2097152, 0, 0, 0, -17337344, -5428788, 0, -18785152, 0, 0, 0, -139022768, -4802560, 0, -31325952, 0, 0, 0, -90756800, -10270464, 0, -136135852, 0, 0, 0, 118082816, -138150848, 0, -49315840, 0, 0, 0, 67108864, -657480320, 0, -485888840, 0, 0, 0, -377169856, -138698752, 0, 86860608, 0, 0, 0, -601124864, -1355250320, 0, -464982290, 0, 0, 0, 718932480, -1112182144, 0, 76840960, 0, 0, 0, -1002430464, -836685056, 0, -2066449280, 0, 0, 0, -635251120, -726054400, 0, 164327424, 0, 0, 0, -4356347264, 2097099880, 0, -4075152356, 0, 0, 0, -1883994872, 944662528, 0, 2210413568, 0, 0, 0, -1578106880, 4539926582, 0, -944519424, 0, 0, 0, 11503927616, 536870912, 0, 10519685120, 0, 0, 0, -15548442880, 7053320960, 0, 2794198676, 0, 0, 0, 8850454016, -3017358848, 0, 2219180032, 0, 0, 0, 2779539456, 22052095508, 0, 7889475376, 0, 0, 0, 58567953920, -4808998912, 0, 21684005120, 0, 0, 0, -14879433280, 5889468264, 0, -1806963200, 0, 0, 0, 85809450060, 5751459840, 0, 17794914304, 0, 0, 0, 2458910720, 3591563648, 0, -21605063496, 0, 0, 0, -34797972224, -8019443712, 0, 13386960896, 0, 0, 0, -66126376960, 18774226032, 0, -18128175268, 0, 0, 0, -29244096744, -5082008960, 0, 11616870400, 0, 0, 0, 5258477568, -33058179840, 0, -33148730832, 0, 0, 0, -75658884016, -34850778112, 0, -33553598080, 0, 0, 0, -130404875392, -13989318656, 0, -35053093632, 0, 0, 0, -96037711300, -15071958976, 0, -15114600448, 0, 0, 0, 70733234176, -38311703980, 0, -154882945280, 0, 0, 0, -103459037376, -12624855040, 0, -72638825312, 0, 0, 0, -30224621568, -201508325504, 0, -46302174336, 0, 0, 0, -36729678720, 92031420928, 0, -8589934592, 0, 0, 0, 336629923840, -146189500468, 0, 238737947840, 0, 0, 0, 116518359040, -124387543040, 0, -112853135360, 0, 0, 0, 89414357632, -26603087000, 0, 176590544980, 0, 0, 0, -56886348648, 70803632128, 0, 48277741568, 0, 0, 0, 71013761024, 218011067170, 0, 133136531200, 0, 0, 0, -251409455360, 22236315648, 0, -352833528128, 0, 0, 0, 252463212032, -143560606336, 0, 608964513920, 0, 0, 0, -40320696832, 468543631360, 0, 76943982592, 0, 0, 0, 693888163840, 651268776708, 0, 80990934640, 0, 0, 0, 220342534656, -119035466240, 0, -94231492224, 0, 0, 0, -57822822400, 339089052536, 0, 91914809628, 0, 0, 0, -507025235080, 686475600480, 0, -92023357440, 0, 0, 0, 569437257728, 188582231040, 0, 358215455160, 0, 0, 0, -1375599110656, 19671285760, 0, -57465018368, 0, 0, 0, -691362031872, 367899370480, 0, 12038211942, 0, 0, 0, 979252305920, -278383777792, 0, 128311099392, 0, 0, 0, 428382748672, -324841111532, 0, 103072032000, 0, 0, 0, -43132757424, -529011015680, 0, -300387616512, 0, 0, 0, -580101608576, -1176897242504, 0, 1197918818316, 0, 0, 0, 1252956748032, -233952773952, 0, 81312143360, 0, 0, 0, 371739852800, -222438125628, 0, -2855606096128, 0, 0, 0, 101844062880, 42067820544, 0, 528930877440, 0, 0, 0, -1060759386624, -1620576101760, 0, -835765827456, 0, 0, 0, 1725140710680, -605271072128, 0, 557612449792, 0, 0, 0, -1073715138560, -176204725760, 0, -2027502982592, 0, 0, 0, -1663336209920, -1043239003136, 0, 223829098496, 0, 0, 0, -1121698996224, -2017774583448, 0, -2039071283200, 0, 0, 0, 60428050440, -768301690400, 0, 241151343616, 0, 0, 0, -483667214336, 2067594470156, 0, 376042768896, 0, 0, 0, 3549699430496, 565865873408, 0, 612987263680, 0, 0, 0, -4956254248960, -709611219328, 0, 652016781920, 0, 0, 0, -4609832220424, -827672299008, 0, 201997680640, 0, 0, 0, -2324442409984, 4659778592000, 0, -3838138452944, 0, 0, 0, -5192054994384, -241796972544, 0, 3224133208064, 0, 0, 0, -1481669578752, 852151461240, 0, 1668881324800, 0, 0, 0, 10049242443520, -293837429760, 0, -1472502734848, 0, 0, 0, -274877906944, 2161742112512, 0, 705612194560, 0, 0, 0, 2167597487872, 2693039390720, 0, 2339032007488, 0, 0, 0, 7639614330880, -1561254314496, 0, 1685673938734, 0, 0, 0, 6447289588224, 932146872320, 0, 1990200688640, 0, 0, 0, -3611300331520, 6231459317764, 0, -644142240128, 0, 0, 0, 6950621155888, 715314861056, 0, 425649392000, 0, 0, 0, 5650897439360, -522900860160, 0, 8768529876324, 0, 0, 0, 192673904640, -455090789184, 0, -1132858114048, 0, 0, 0, 1544887730176, 2041032275412, 0, -604063836744, 0, 0, 0, -5552818672800, 568110088192, 0, -3488177074720, 0, 0, 0, 4260368998400, -1276954291760, 0, 11131799297920, 0, 0, 0, 17950241191424, -2011275642880, 0, -355781050368, 0, 0, 0, -11290672900096, 158480205568, 0, -1531467221568, 0, 0, 0, -16453167900080, 2019705696256, 0, 2296969701376, 0, 0, 0, 19486864445440, -15103299778304, 0, -2389188019444, 0, 0, 0, -13622978918504, -322565574656, 0, -7496698101760, 0, 0, 0, 2462207442944, 9146876588750, 0, -553808407040, 0, 0, 0, -18909401883072, 5551105310720, 0, -10420300427328, 0, 0, 0, 2591709908480, -3192931415968, 0, 3669393485860, 0, 0, 0, -13390673013760, 1762740277248, 0, 1904567459840, 0, 0, 0, -3015407751168, -8246832372004, 0, -21926743090560, 0, 0, 0, -28584473908688, -462582579200, 0, -5425424840576, 0, 0, 0, 2941273908096, -8452552408608, 0, 5638212992512, 0, 0, 0, 10851234335864, -4056201880640, 0, -10983609607680, 0, 0, 0, -2944747438080, 683374113664, 0, -7158737271128, 0, 0, 0, -4376209649920, 4555498061824, 0, -3017315696640, 0, 0, 0, 11462894565120, -29251803960960, 0, -1762473245184, 0, 0, 0, -25295292655736, -11004792885248, 0, -314740572160, 0, 0, 0, -1838880587776, 16026409372108, 0, 22945743167920, 0, 0, 0, 12334330803200, -5530896254976, 0, -5886389927680, 0, 0, 0, 385222782144, -3376352877824, 0, 12244266486100, 0, 0, 0, -7812057935084, 7834018447360, 0, 4454140444672, 0, 0, 0, 4105955180544, -4557637319200, 0, -20662780996184, 0, 0, 0, 11603909866848, 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-64880095442944, 18067020194928, 0, -37932956037760, 0, 0, 0, 25424496003200, -13306689679360, 0, 16691824050176, 0, 0, 0, 7162531151872, -14106261081636, 0, 7755240031104, 0, 0, 0, 94756528595536, -8973591969792, 0, 32284393335168, 0, 0, 0, -65250281062400, -4361533880200, 0, -47469410114816, 0, 0, 0, -36778923116544, 483424403520, 0, 12292827046400, 0, 0, 0, 7716842995712, -22544978404480, 0, -28359424014392, 0, 0, 0, -21782679250112, -3869337714688, 0, -33081511522496, 0, 0, 0, 12033368604672, -55116674990496, 0, -11723182203008, 0, 0, 0, 15396857086200, 28397595443968, 0, -9053853974528, 0, 0, 0, 19615592437760, 23191221081088, 0, -3371793331200, 0, 0, 0, -22584153724416, -39650033991680, 0, 11353779509248, 0, 0, 0, 20864537021440, -48474028015768, 0, -47745544572928, 0, 0, 0, 107764497392616, -36878657763392, 0, 13242756784128, 0, 0, 0, 6463925780480, -74308597781442, 0, -35505998068280, 0, 0, 0, 85405249736032, -18595539279872, 0, -74556457472000, 0, 0, 0, -122820430494208, -26638754422400, 0, 42575948418212, 0, 0, 0, -137992809078872, -41536439955072, 0, 3868751560704, 0, 0, 0, 103172262658048, -68047196207424, 0, 36491507708336, 0, 0, 0, -11093614389760, -11853356630016, 0, -13634423379840, 0, 0], 'weight': 10, 'weight_parity': 1}
• 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

  
  {'an_normalized': [[1.0, 0.0], [0.3535533905932738, -0.6123724356957945], [-0.18695994554074974, -0.3238241246568889], [-0.25, -0.4330127018922193], [-0.65689694777796, 1.1377788888883464], [-0.26440129060426354, 0.0], [0.0, 0.0], [-0.3535533905932738, 0.0], [0.4300919575267998, -0.7449411223631728], [0.46449628631454093, 0.804531167823845], [-0.09658412718186678, -0.16728861548368748], [-0.09347997277037487, 0.16191206232844446], [1.738663022251576, 0.0], [0.0, 0.0], [0.4912536703298086, 0.0], [-0.125, 0.21650635094610965], [-0.14212998569492966, -0.24617635650265587], [-0.3041209397009967, -0.5267529192077172], [-0.49531478923642025, 0.8579103806977499], [0.65689694777796, 0.0], [0.0, 0.0], [-0.1365905825705639, 0.0], [0.36471115104537316, -0.6316982436975134], [0.06610032265106588, 0.11448911722834203], [-0.3630272, -0.6287815549294683], [0.6147102066161934, -1.064709309790409], [-0.6955597669083993, 0.0], [0.0, 0.0], [-1.1334766715247586, 0.0], [0.17368440078649416, -0.3008302066443638], [-0.775443542552568, -1.3431076141022464], [0.08838834764831845, 0.15309310892394862], [-0.036114726316045315, 0.06255254088083528], [-0.20100215338966348, 0.0], [0.0, 0.0], [-0.4300919575267998, 0.0], [-0.11905157154260973, 0.20620337063272115], [0.3502404462910583, 0.6066342478417115], [-0.32506034395387, -0.5630210312539176], [0.23224814315727046, -0.4022655839119225], [0.49754151920212075, 0.0], [0.0, 0.0], [-1.5503076490618628, 0.0], [-0.04829206359093339, 0.08364430774184374], [0.5650521883264056, 0.9786990991093122], [-0.25788972807853455, -0.44667811178214395], [-0.6303924273214027, 1.0918717128273403], [0.09347997277037487, 0.0], [0.0, 0.0], [-0.51339798975033, 0.0], [-0.053145228770463175, 0.09205023641031347], [-0.434665755562894, -0.7528631729452469], [-0.5924764727383307, -1.0261993530719855], [-0.24591751395073175, 0.42594162863369556], [0.25378327339826634, 0.0], [0.0, 0.0], [0.37041610408467623, 0.0], [-0.4007445203759568, 0.6941098701459785], 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'angles': [None, -0.113265063868645, 0.19739900990892204, None, -0.09872917483828542, -0.08227486257492922, -0.10603088372328029, -0.4991403056570361, -0.35725053463704237, -0.3458974770227469, -0.4420964916893214, -0.4356593590318775, -0.2099867111194128, -0.39116383588178133, 0.1918863362491345, -0.48240848925256946, -0.05389832925315852, -0.2776022255266731, -0.45158483735193744, -0.2853327794419154, -0.1276331600954434, 0.3004046258543361, -0.1647584403003286, -0.4943696310582314, -0.37970061565627483, -0.46983785148859913, -0.40326435086881596, -0.353480574977996, -0.4618531702285103, -0.2716921356845709, -0.16840700018830537, 0.25650392290920815, -0.056239241774859686, -0.06994684366956297, -0.23223543337295105, -0.033379807275903596, -0.1565910366048205, -0.39054847766407025, -0.3952862811377618, -0.488891572100238, -0.14765613605083705, -0.21590497409457424, -0.3755987928315338, -0.12110719201290562, -0.2776604249577885, -0.07789887199182456, -0.3032668975656601, 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• mf_newspaces •

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

  
  {'Nk2': 9800, 'analytic_conductor': 50.47351194405957, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [98, 3, [3], [2]], 'conrey_index': 67, 'cusp_dim': 236, 'dim': 60, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 137606725730, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 6, 6, 8, 12], 'label': '98.10.c', 'level': 98, '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, 7], 'level_radical': 14, 'mf_dim': 268, 'mf_new_dim': 60, 'num_forms': 14, 'prim_orbit_index': 3, 'relative_dim': 30, 'sturm_bound': 140, 'trace_bound': 3, 'trace_display': [0, 162, 1818, 0], 'traces': [60, 0, 162, -7680, 1818, -9728, 0, 0, -210336, -5632, -40718, 41472, -233176, 0, -267380, -1966080, 285906, -42944, -842658, 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2795274688512, -676576324736, 0, 33437011098540, -41860740203904, -6177554872776, -1107442343424, -7659382964350, -1157440018944, 0, 239796748288, -25824009358638, -11066711912448, -6444696211350, -2223253824000, -46901013145256, 0, -21911082896000, -13477736316928, -6707032163802, -49986676809088, 1222777024688, 21041677878272, 0, -126085917847552, -55458680281966, 282574848000, 76230610748652, 8313933828096, 80799984972948, 0, -40125710403512, 49064559245120, -1071049604602, 17532119777280, 7433835353634, 25131322900480, 0, 3352410635264, -10258621267364, 1208061404416, 28867364895084, 695784701952, 3460635017560, 0, 82455969445924, 20897277755904, -32479617682638, 38651738202432, -35865639957832, -21117108486144, 0, -11018114697728, 49665330728080, -7120955864064, 65571832380560, 12606491075328, 89333758960040, 0, -157693469914436, 28384975069632, -5676688383550, -31686543275008, 3722435741526, -8860015317504, 0, 39849274933248, -18363407016828, 36542050997760, 60711059774382, 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93908707835904], 'weight': 10, '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: 46617335
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 79, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36028934625689698, 'source_is_minimal': False, 'source_label': '98.10.c.i.79.1', 'source_level': 98, 'target_conrey_index': 79, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36028934625689698, 'target_is_minimal': False, 'target_label': '98.10.c.i.79.1', 'target_level': 98, 'twist_class_label': '98.10.a.d.1.1', 'twist_class_level': 98, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
  • id: 46617336
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 79, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36028934625689698, 'source_is_minimal': False, 'source_label': '98.10.c.i.79.1', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13510799049883746, 'target_is_minimal': True, 'target_label': '98.10.a.d.1.2', 'target_level': 98, 'twist_class_label': '98.10.a.d.1.1', 'twist_class_level': 98, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 10}
  • id: 46617337
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 79, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36028934625689698, 'source_is_minimal': False, 'source_label': '98.10.c.i.79.1', 'source_level': 98, 'target_conrey_index': 67, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 36028934625689698, 'target_is_minimal': False, 'target_label': '98.10.c.i.67.2', 'target_level': 98, 'twist_class_label': '98.10.a.d.1.1', 'twist_class_level': 98, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 10}
  • id: 46617338
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 79, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36028934625689698, 'source_is_minimal': False, 'source_label': '98.10.c.i.79.1', 'source_level': 98, 'target_conrey_index': 67, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36028934625689698, 'target_is_minimal': False, 'target_label': '98.10.c.i.67.1', 'target_level': 98, 'twist_class_label': '98.10.a.d.1.1', 'twist_class_level': 98, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 10}
  • id: 46617339
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 79, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36028934625689698, 'source_is_minimal': False, 'source_label': '98.10.c.i.79.1', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510799049883746, 'target_is_minimal': True, 'target_label': '98.10.a.d.1.1', 'target_level': 98, 'twist_class_label': '98.10.a.d.1.1', 'twist_class_level': 98, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 10}
  • id: 46617340
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 79, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36028934625689698, 'source_is_minimal': False, 'source_label': '98.10.c.i.79.1', 'source_level': 98, 'target_conrey_index': 79, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 36028934625689698, 'target_is_minimal': False, 'target_label': '98.10.c.i.79.2', 'target_level': 98, 'twist_class_label': '98.10.a.d.1.1', 'twist_class_level': 98, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 291050
    {'charpoly_factorization': [[[256, -16, 1], 2]], 'hecke_orbit_code': 36028934625689698, 'p': 2}
  • id: 291051
    {'charpoly_factorization': [[[7573504, 0, 2752, 0, 1], 1]], 'hecke_orbit_code': 36028934625689698, 'p': 3}
  • id: 291052
    {'charpoly_factorization': [[[11364989440000, 0, 3371200, 0, 1], 1]], 'hecke_orbit_code': 36028934625689698, 'p': 5}
  • id: 291053
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 36028934625689698, 'p': 7}
  • id: 291054
    {'charpoly_factorization': [[[87984400, 9380, 1], 2]], 'hecke_orbit_code': 36028934625689698, 'p': 11}
  • id: 291055
    {'charpoly_factorization': [[[-32056861888, 0, 1], 2]], 'hecke_orbit_code': 36028934625689698, 'p': 13}
  • id: 291056
    {'charpoly_factorization': [[[91821295683156639744, 0, 9582342912, 0, 1], 1]], 'hecke_orbit_code': 36028934625689698, 'p': 17}
  • id: 291057
    {'charpoly_factorization': [[[100278997037661724708864, 0, 316668591808, 0, 1], 1]], 'hecke_orbit_code': 36028934625689698, 'p': 19}
  • id: 291058
    {'charpoly_factorization': [[[958315692096, -978936, 1], 2]], 'hecke_orbit_code': 36028934625689698, 'p': 23}
  • id: 291059
    {'charpoly_factorization': [[[4317214, 1], 4]], 'hecke_orbit_code': 36028934625689698, 'p': 29}
  • id: 291060
    {'charpoly_factorization': [[[4044186794690678578705137664, 0, 63593921051392, 0, 1], 1]], 'hecke_orbit_code': 36028934625689698, 'p': 31}
  • id: 291061
    {'charpoly_factorization': [[[7367934787236, 2714394, 1], 2]], 'hecke_orbit_code': 36028934625689698, 'p': 37}
  • id: 291062
    {'charpoly_factorization': [[[-81042600137472, 0, 1], 2]], 'hecke_orbit_code': 36028934625689698, 'p': 41}
  • id: 291063
    {'charpoly_factorization': [[[34755692, 1], 4]], 'hecke_orbit_code': 36028934625689698, 'p': 43}
  • id: 291064
    {'charpoly_factorization': [[[3164647741082619461579168088064, 0, 1778945682443008, 0, 1], 1]], 'hecke_orbit_code': 36028934625689698, 'p': 47}
  • id: 291065
    {'charpoly_factorization': [[[4633242549941476, 68067926, 1], 2]], 'hecke_orbit_code': 36028934625689698, 'p': 53}
  • id: 291066
    {'charpoly_factorization': [[[1373148247665798397169638150144, 0, 1171814084087488, 0, 1], 1]], 'hecke_orbit_code': 36028934625689698, 'p': 59}
  • id: 291067
    {'charpoly_factorization': [[[756273571668620587957295515930624, 0, 27500428572453568, 0, 1], 1]], 'hecke_orbit_code': 36028934625689698, 'p': 61}
  • id: 291068
    {'charpoly_factorization': [[[59021991209136400, 242944420, 1], 2]], 'hecke_orbit_code': 36028934625689698, 'p': 67}
  • id: 291069
    {'charpoly_factorization': [[[94292464, 1], 4]], 'hecke_orbit_code': 36028934625689698, 'p': 71}
  • id: 291070
    {'charpoly_factorization': [[[316059908260180517679459167371264, 0, 17778073806241792, 0, 1], 1]], 'hecke_orbit_code': 36028934625689698, 'p': 73}
  • id: 291071
    {'charpoly_factorization': [[[459175857465025600, 677625160, 1], 2]], 'hecke_orbit_code': 36028934625689698, 'p': 79}
  • id: 291072
    {'charpoly_factorization': [[[-194757571606226112, 0, 1], 2]], 'hecke_orbit_code': 36028934625689698, 'p': 83}
  • id: 291073
    {'charpoly_factorization': [[[95069369658514689727672027709440000, 0, 308333212058828800, 0, 1], 1]], 'hecke_orbit_code': 36028934625689698, 'p': 89}
  • id: 291074
    {'charpoly_factorization': [[[-1610223105011680000, 0, 1], 2]], 'hecke_orbit_code': 36028934625689698, 'p': 97}
• mf_newform_portraits •

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

  
  {'char_orbit_index': 3, 'hecke_orbit': 9, 'label': '98.10.c.i', 'level': 98, 'portrait': 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAAB3RJTUUH5AsHEiQ3/fHJKwAAABBjYU52AAAA1wAAANcAAAAQAAAADnCbpecAAIAASURBVHja7P13vGTZVd4Pf/feJ1W6+fbtnKbz5Bw1I41yACUkJJJIlm3AGPw6gfHPmNc24QfGYMCABJJACCQkoYBG0gRpcu7JPZ1zuN03Vzx10t7vH/ucqrq3R9gvBgZh10fnU1V3ZlRV5zzn2c9a61lrC/7v42/s8dkvP4SUYurFQ6eGTWbM2nEXz5XsPd7i9ivGxE17qvMPPpOxdnxh/NrdZ83zh9YReJKp8Q7VSia03F4Hc2F87WsA1gBLQCiEeLV/2rftw3m1v8C3y+PIifMAW7TOpgxCd8KYz33+L9i+9hyb1ywQKI9jZz6fLJprfj5sL77DESY5e95jakyQdLq06ql39uzcH5w+KxBZ90dOD7Xj6QtzrBmHU92YoWrmdtMTf/mbnzjw8y+f+YL4b//xR3/5wtnjfx6kz+9t1w8qgw9CSCXdC8DxUnXtq31Kvi0e/5cavsXjhYOzGEojrjl2e9x4Dkep5OzCyE+3u/KNQhjiJOWZZ56jWlpi29oGSy3F6ZkS6Ig0SRmtGQ6e9rh0S8b0rGR0KKVW8Tk67ZDphImq4Nx8wmVbNYdPS8aGNJ7nEQQOx2clS23YsSpl+8ZRdu6+AoOLowxh7N6z/3j317VJ3Ne95lIu2bT+QYiWhFj9ap+yv5eP/wvw/GHMDMCbl5bSSy7MNPS//7VP6h955/CWpc66f9ttH6UaeBw/fYFWc54ocVjsSDLjEbiGmm+YaaYcnu6ydixguKRQImFiyGP7BkWnC0JGnJ116MZwbl6g8AijhEs2GKZG20gklXLM6skWB0+OsbBUohJk+E5Cp6tptCVxmjE6OkG5uhbHCbl81xae3j/3S2+44vTxyU0/KoPqsGyE/lHg69s2jL3ap/TvxeP/eICfOfoNlBK3n5vRbzp9Yfa7Ot3FnZNVh49+9iC3XbXE3GzAiZkO6ycUZR8mhjVnF32UNEihWTOScWomoFI27D0a0YkEgQfzddgy4VAu+UxNpNx+WZOXjw+x94Bg/6mUmy/NWDuuqVQEG6aWmFtSBD6EkeHZg+NUS5JjMx6rR7tIAZ7KOL+gGKqkSDLWrUqYna/SNilvua7E0bnL2bY1IvDGD8bJqs/WQ3m3EDz4/u+849U+xa/q4/84gDcbTUqBP3r2/Nx/+dJX7/JeOPJSdtX20jUbRoev/bOvzaK8k7zn1gr3PTVKqBu86VrFQ88FbF0f0g5dphcVUSLwnZTd6zNWjUYstCTPHxsiSQXb13aZaSku3xpy+IRLs+sQR3D97jaHzpSplWIOnHW4cYckTiKaXYfnT0qu2pTRaLlcsi4mTiQvHhfMtwJWj8DODS08RxIncH7RpRWlbFvj8sBzhtdf16IbjvCVJzq887XzrB/byNNH1rN53YW9m1cvPVOp3qAuu/LtsV+e+NksjRaHh2uv9iX4O338gw8yDx87ies44mvfeJitq3319N4nfme4vLjj4OHZ2/Y+d1YdmG6xY80Z3OERJmpDvHhygkwscc1Ow9efqvLUkTabVhumZx3WTBo65wyJMUSJy5k5yaqxCCEM29dF7D/u4HshW1d7XJhzGakJbtyd8MIRzYvHanSSFhunYq5whzg3D88fLrFjY8qGcTg2Iyj5CQjF4bMOhgRpYtZPGKolUCLGVS6NENZPKk5OC67d1WK4XOXJlwTDQwl7Nozw/AHJw3uP0Y3nrr16i7n2/MwxPvlnX8hGVq/ffcnq4NBXvvL5H1s9Vs+2XfoulDtkMJpq2X21L9Pf2uMfJMCNPgVCybDVDp6+619Hq6/9L/8ySbPvn599Ngm8c7saQgciKlF1XOK2z/FplzsuD7ly2xAXFkvc83TIe26rc+XWMb7xnMcl6ztMDVc5OZ1y/c6Yg2c8hisJINl3ssyaUc3CksOjL2c8egQu32jYvV6y2BI8vF/yuksThiuKpVaVM+cd6k2DcmN+4C1LnLpQo94SXL2jy+WXzOEywoX5Cc7Mwe5NmjCWnLjgM1J2OHBWsmM9tFqSHRvn2bwm4BtPe5xcCHnv7ZrZhRFeOg6tJGX9JJh0iCMnYh584YAStUN3jAXZjetXTV7/rtevNUmSemkW/ddf+a0vfOKFg7NGZ5m+as8/vED1H5REiVODq5DTM53hbvPgTeVAf+T0yaPpM88fHfvC/dO12nCTq7af59Y9EvQmnn65xjMHEw5fCHnzzXVu3VXlhcPDPPhCzPBYm3ffInnpYJWH94Xs2pqybrQEJkQ4Alc6HD3vMFnLaESGahBxajbj5TMZVTXCG69rs1Sv8uR+w6WbBds2ZGSp4PScS5Zptq0T7NmS8OTLgsV2hzdcKylVpjl0ssrJ8yOUfUGr4zI+lHLsvIfnRCipMNph/dQiezYqHnpuhL3HE955e4NVlWEeejbguRMdbrpyibdf73Lk5ATPHDQ8fSil4yzxusvmuOKSYdYMDfPy2d2MTW5a2rxpY2uoqj58zeVbHkfV6qC1EOrVvpR/Y49/MAxuzDm0Prtp3765da2u/OyDDz061GidqOxe02FxocqqIcW+kzUefNonfd8F3nVLg/WrApaaDq3Q57P3VRmrNrl8m0M3qvDIPsMXHu3w3tsaBEGVZ4+4rBlrM1bzODPj0AwzOp2QyiqXRDuMVhRrRiSvuTTkuSMpjhT4XopfTtl7XFGpuqwbj4lSWDsGV+2Yo9FxiNIREu3w0knJC4c34qsA38twhiPCCIZqIZuBZtvjzGzG2HCHiaEqdz/p8dLpmHfd0WbdcI1HXwh48USX3VuX+MBrM46cXMXRs5JzsxHznYzvvKPNT73H5eTZKi8fq3D61GkefvrAyC1XuSM7t27/81WjujGzwHeF7qazj+6rn7zl0uFX+5L+jTy+7QGujUHAjru+9uCaLVv0750/c3Lbl7/xgoqiBrNNzZ1XaIwus9RyiWMNePzB1yeYGlvgpu1LtLvjRIlLGJd5cn9MnCxx+XbwvTJPHVR8/qEGl26qc9vlFY6cqTFX71LyUiZGNNvXKs4vKBYbkmYro1qK8D2XdRMxJy64ODLkXbc4PHPIZdfGOsPDTe56tkwz9BkfqvDsYY/dW1qMDbmcnBWsnXAJgoSRIMN1JFIK9h4YZajSoeRFXLJe4ckSj7xoKJfrvPcOqLrDfPNpj4NnQy7fuchVW+HM9BT7j7ucnE7Yf9Zww+UL/NCbUk6fW8Wxs0OcnVVMz8WcawjGR5bYf/S5yuGjByr+8A0Pbt/dPrJ1wvxjY8w0cOjbvYr6bQvwxcUlAs/d9tVvPn9FxW/+83Pnjt3+yS+8xCWr57hsk+KrTy+wejxjaqxCtxuzejwgil3iNKF7vsRXnqxw06ULXLldYcwIxrg8f3SEjx9q897XNblpV8L4cIW9B0a458kuq8e77NwomBxyODbt0ukmtDvQaAscx7B2PAMlkTIm7EjOLwWgS0wOxVyytsOjL/pEpLz71oQsLnP0rGRixGHtmEDrlLklh2Y3Ikw8Wm2P9eMRY7UuSkkcR5AkDsfOwsRIhxsvT1kz4nD41BCPHITpxRbXXt7iA3dknJme4rlDPodOpTx3PCORLd5+fUQ3HOfk+RpnZxxmFhIWmxmzdUG9u8TGtQlffmgja0fvVmtqEzuP1K+5P9XJg+vX1H5jYSl8ARMfGRv99mT0b0uxdez4WTLjbTp35sB/PXBw/3949PEHNy3OnuL46YznThgWuxELjZTXXNnmtssMYTcgSVwy7WIQuGhOXfA4Oa/ZtLrJ1AiU/YDAdVA4PH9McaHepVaL2bNZs2OdT6sdcHZO4DkJiVFML7lMz2mascBxHFYNp8wsaU6e9xipSgQOk6MJiy3DZZu6SFnm/EKZ7Wt9Dp/yOTNv2L0pYmZRkqQuYazYsT5BCEOrI1k1nDIxGjE5GuNKaHQUvg/b1wmWlqp845kSR6a7jI42eO01ITfu8Dl2epLnD3m8fDzl+FxMdbjBD7+5zaWbhjgxPcLpCy7nZjPOLyScWRAcn9FsnFzkmu1dxkfhjiuh2w54dO955mcPbep0ne9uttl4yabxx3/qn/9k/Zd/5dde7Uv///fj22r9aS3tp1IOJo4cn/7nX7rnmcvWjS6+q70wzenZEklql90j5zKOzRjqXcPWTYv83AcWuWFHlRPnJjh1vsyZWcX0bMbpCwnH5zROuc17b2vz9us9Tl8Y48AJn6NnNQdOJ2Syy/rJmJsv02yclJy+UOHMjGSxqemmGilhpAoTQymLTYdmWzFSi3GEw0gtI/ATnjzgs2VKMzGScn6+hKs05xY0kyOGLatjnjjg43mKsSoolTBegaW2YKEtmKxpRmsJUkIUKxabDqdmHE7PpWyc6nLTZSnrJhzIyhw8UebYWcP+UxmnFiLefMsS77ktoqRGOHV+hBPTDtOzGdNzCafmDAdnDTdcOsO/++ASO9aWaLarHJ8e4fDpCudmBN0o5tjZiOuvWcv1Vwx9oTZxy0vlobW/kaXduSt2bX21ofC//Pi2YfD9z3+RKGzWjh8/+j+efPqZf/Li/pO7u9EJbtgjEaJEN1YYDY7SVD2DpyQnZ0o8c0yybW2T3Zs04AIKJR0cJfGUYXbe5eBZRVeH7NzYZOtazcSIw9SIhyd8Fho+Zy4ITpwXvHgSTp6PmVuKaLQyuolL4HlMVA1rJxOEyAgjh01TCa4yJFqQZB4LTUkYuXiOQBjNxLBmfChjsenTDAXd1GWpI5ga0iw0NKdnFIHrMTUK6yZiVo11mRyLmBqLWLfKsGFKsWu9S0lVOHG6xhP7PJ49nPLiqYRMtXjbrQ3edbOhpMY4fGqYE9OOZe75hNNzhiPzhusvneM/fN8SGyeHOHV+nBPnhzk3W2J2UbLUTDk7m3FsVjMxchpHh7uOnarfdmGmuWlmpnn3O9/z3fEXP/+nrzYk/pcef68Z/NjZBbasLdNqJb945Oixmx964Cvy3MLCzZtHG869e8uUhhb5iXeHhO1Jjpwpc2FBMruQslBPmG9oZhpwYkEwOVHnF35ggWu3lTkzM8r0bIXz8w4XFgwX5lPOzmXMtlKGR7vcclmbG3aCJ0v4ymdmMbD/7qKgE0GaagJPUwkyRoZSNHDqQkqzDRtXuVRKEcYIEB7tULNhKmKh7oCxUqTehigFg2GxEbN20qUVKoQyCB1RC1w2rO5S7whOTTtk2mGsJqkGAt+FNBV0IsmFRcn5BcPMUorvd8FNuXF3m5v3CCZqJRaWapyZ8Zmeh5n5lJnFlHOLcGzBcM3ueX7h+xeZGhni7MwIs4sl5pY8Zpcks4sZs4sxx6YN9TTkn74zouqM8rUnUu643kk73TWPvf2tb9ZTa7Y/1myWfmbdugWEWPVqQ+VbPv7eMvixfZ9hyyXXcfiHfuI/P/jwN//F3d944JKFxtKm+mJLXr6tQ7PrMb0U8ebrG5QcnzB2MVphjEIgkdLgSEOgYHqhxJNHJJdtXWTn+i7lAFxH4rkKz3OolCRlV9Jpuxw6GXDfsx6nZiOaacKhMxGrxhZ5+y1LXHZJi2t2Njg5nzLfEZT9LsenDY1mhUu3SOrdjAMnFdWyw8unYNsaQzfO6GYejpMwUoWDZ3yUk+HKFMeFMJJct7ND2JFcdklGM8w4NV1l85SiUo6pR4bJ4Q5L7SafuR+eP5Hx4okuG9cscPmOJiOjMW+5scV7XmPYOlUlS4Y5cW6IY2ddzlzQnJ1NcjYWnK4nXLF9jl/4gRZTQyOcvjDKzIIF99ySYqGhWawndhVZkESmy9tv6HDyfMDx2ZTNk1p2Oq1NS/NHN2fZ4vXbd0yUHGfNN37j9z7H1/7yM682ZF7x8feSwf/4U1/iD++6Wv23f3bf//PwM/P/7tEXjqibd6VIaszMg3bO4wdLHDil+IUfTEiTcU5fGGZ2MWBuyWWhAYuNjHozZbGZMt+EM0sCp9Tlpj2LvP81MZsnK9TbNcteix7zDcFiw0qEpZamGWqakaHTTRmrJWxYpQGB7xrOzroI6bNxUrF5jWHNZIeZpYgXjlS5epuhXFpi39FRqpWYOHYZG9GEXdi1ocun7h9mx/qUKDKMD0mSLKQa+Lx8skvJrXDl9pQXj8fMLHisHfPZvBo2TMUolXB2HjzXIIRh46qUkaqkFfq0Oy7NjstiU7FYxwK1kTHfyLjQgIVuxoa1bd5/+zw37XQI3Brn52vMLwXM1x0Wm/a3LzUTFhopc3U4Mq/o0uKXf+QUB0+6uHIckgnOzydoGXHn9QlGXZYtdNb855/6p6/5hScfeSm78ba3vdrQuejx9wrgx44dQMhqqaJe3vDIE8ffd+rMuf909PhZHtznsHNLkx9/p2GkohgemuW+Zzt0UskPv1UwNzfOzMIQC40SC3WfhYbLUhOWmpp6K6XeSllsGmYagum2AdHmXbc2eMt1mi2rA+K4zFIjoN72aLQUS21BqyPoRoY4NWQZKGnwXSj5huGaYXI0wXG7HDsf89JRH51WeNP1MY5b55kDQ2xaDV97KuXWS31mGyGBo0izhNERSBMXx01ZWChzy1VNvvZ4lc2rYe+RCJcyb7xOk4qQl45lnDgb4EiPVSMOIxVByRd4nkAJSDXEiaEbQ6tjqLc1rY6m3tEstA1hlrFxXYe33NDgXTfHoKss1IeYXSyx0HBZbDosNWCpldFoJSy1NItNzWxLcqohqS+1+LHvOEMz0Xz9qTWM+DWGhhJ+4j3z7F5X4r6na5QqG6jWpn5ueGrDn99+7bbT9WYn3LHjslcbSr3H35s8+P6Dh5kYn/L2vrD/+6enT/yO6TwlkrDCYrPGSCnloReH8EsLvOGaBnMNxe99aRVDpZjLNjS4ZnuDNFNW+yJQElzHyWWIS+BJAi+lEmhG2zDbqvK5+8vc92yH11/T4sadC2xcpdg47NJsBexwJaCIU4nWAm2g0wWEZqTa5cg5QyOKuffRClFniEvWetx0WYdE13nw2WGu3OZw5EKbtaM1Jsc6vHiixKpRw4FTDj/+ziYHTipWjTrsP5ExPVNj4+omR8+McsflhodeavKXj5a5cfcQr7msy3W72tzzTEQ7Fbz4skOt7OAI6IQSbQSZNiQpIDWOp2m0DZVqwvbtETfv6vD6q1PGKgEzi2MsNAKWGj5LLYelpqDRhnorpdlKqbcz6h3DQltyviVpdSJuv2KB73tbh2oAZX+RuXrI669JuHWPx/GzI6waCXj24Ayd7MQvvPdt3f8Ytss/tmryyo+fPXUwXrdx56sNKeDvCYNHcSLjOHz780/fdcnxM8mv/NanvumuX53x5muHOHE64OjZiOkFw6klwWKo6aYGbSCJYm6+dIFf/PACV291qTeHmatXqbcC6i2fesuh0VI0OtBqG5qdlGY7ox1qGh3DXFsw14Yki7h8W8jUaEa7Y3jzDRGbpjRpJnGkIU7gwRcCTs8GrB5J2XcsAF1m5zrFVTs0ftDhmSMd5uYr7NlUoTa8xOMvuly7LWChU2dpqcbUlOGpA4rveW2bpw84rJt0mW83WFoc5apdHR7flzFaGmbPJW1mGw2e2j9MyalwzQ7D9g1dkG1eOCGYHE2YmUt46AWXbqKQEjJt2LQ65vU3xLTaijUjmqu2QRyXWWyUWWz41NsuzY6i0ZY029DsZDTbmX3uaOodWOgIzjUFzbDLzTvm+E//aJEbd0k63YBMK+LEpdEqc36+xtmZModPS45faPOGG86zdswhlG9Lzi/4//q7v+utR6uV8lekcvWrja1XHeDG1EnT9EOPP/H8rz/w2EOjFRrsO2o4X0/YtcmlpBzOz8csNjKW2oZGCK1Y0k4EzRiWOik37FzkXTcv8IHXptTKVWYWqiw1SzTaPo2OS7Pt0OpImiG0O4ZON6MdZoSRJowMrS4stgXtriFONeMjKb5vAIGnDI4UdEKFwGV8yGHTlGDrGsOGtR2irMXXn1YcPFrlDVf73HDFEn/0dY0nRnjn7R3+8vGUtcM11q3pcP8zJd5xU8x9z8PmiYDVqxa565Ey77zVxfXn+cRdNW7eXebO65u8cKrLN59yiKMKm1Z5bFkj2Lg6Y2IkRsqEdjdDKY2jDGAo+4aJYYgTl1bHY6nl0u46dEJFuytph9DuGtodTTvMaIUZ7dDQDDX1UDDbVszUNZVak++7c5Z33hxx5SUe9VaFMPLpxi5h16XZ9lhseszXXc7NCoKgw+7NCefnSrx8XLNne5Wrr3v94sZLrv1pKdUn1k1WXlV8vaoSJY4bJIn4kaTx9V9sTD8+evac4eptiiu3e6yed9BYeVApK7Q2KKUJXEM10nRiGIoFFVfx/JEJnjtS5vD0LO+8uc0tu7sMV6ssNCpUmgG1ske749DKL3bYdehEDt3I0I01cWJIEkOa2SNOPYwGqQSuIwg8wXBVMFKFqXHNulUdxkca3P0MPPyci9RDvOFqlyt2tnh0f0LcrXHTFYJGGDK7UOHG7Zrx4Q4lx6ebKuaaCUoLrtjuUK5GPHso4Larhrjh8hbPHlJghrh6t8cPv22Rbzwfc9/TFQ6cDtgwoZgaLTFSLTNUhZIPrmNQErSBAycEWSZIUkGcQpRgf2Nkb+ZupOl0NZ1I0w6hGcF8WzHTgsiEvO7KBd5+c5PvuTMjy6rMLJRphz5h5NHpunRCRSt0aLQVzY5ASEMSl3j+UMDMQkY3jmgsNflvf/i10etv7vy/P/7BO5xWu/UH1Ur1/zyAm7QOSv3wA/c/+otf++Zjk5tWz/K9rw9od8u0OoLAd2mH0IkEQjgIBEqluI7GdzVBDEGkKbmCqidZ6FT4s/t9vvlck1svrfO9r2tw6eYOY8NlFuplWqFPJ3RzYCt7xIIokSSpIE3tUm+M/X5KGhwHAg/KJc1oNWHtZIeUNkfOJXzmoYDjZyoM+yWu3e1w42VNnjrc4N4naly/LWDD6g6ful+ghE+tmlBvR2gDSsBErUOz5aHTEm+/dZZPf63M1pmAt1zfIU4WeOilMZIs4Lrdk7zl2ibb1jf45rMdXjxT5oUTHutGJaM1QdkXeK69CaUAIax009qQpPnNmhiixN7I3RjCGFpdwVIkWGyBcLpcuaPO976+zq17UsarJZaaZRrtEmE3B3bXodNVdLqKVihphYJWxxDmN04nzFhqZbQixf6zPls3nKPcvWfyub3BL27dcaM5e27pD9etHfk/A+C/+4k/5gffHHFk/+d/YLHe+ZXW7JHxdh0+e2CE6jsucPvuFmdnx3CdEvWmi9dROFIgpUJJgeukuI7AizSeC0FsCKKMsiuoh4qF+gh//kCFJ/e1uenyOt97Z50rtzYYy0qkqU+nG9AOXcLIIU4USSpJM0mmBdoIBAYpDL6nKQcpvhfjuRHnFiLu2is5etbjxNkRlPbZutpj12bF1TubKH+Ol45VWTtcZs8WmJpYYrFZ49K1klQb7n7aJ+pIhispb7yuy1ceSjh9ocqOS1zO17u8fNxl/aoRLt88x6Mvtnj8ZUEUe+zcPMrO9T4717U4dn6Ro+fg6YNljhyvUHYEviOp+IbABSmt5jTG3qxpBnEKcSZoR4JmV9BMINYp2nS5ZluT7319k1svzVg96tGNaiw0SrQ6Hp2uR6frEEYqB7ekE0k6XWiHFtSF1Gm2DTMtwckFza2XL/E9d/rsO5Lx+5+6e/Laa0/9ila1FNw/CpNYxDFmuPJ3p4z/TgH+i7/5CS7dtsjHvjb8wah5/jcPHz49vHZVnbGRGqVpn1//9Djxuy5w55WLgGVRpVyUVNZVpxSuI3CdDN/V+HFGGBl811CKDBUvY7gkaEUuS80RPv9wjftf6LJqpMP7bm+wc32Xbthmz2bD+ilFlLhkmSLTElOAW2pcJ+PUjOHEBUE91Hz50TLn5kcwsctIoFgz5rBxymHLWtiztYmW83zkKxUWF4e4fqfDnq0NvvmCQKQukyOSSjmlk3hII8FIlOPR6ApmFgW7TZnbr27x2LMl1ox7XL9nlB962zwf/1qLpw9VaHddFupVNq8psWN1h+u2t3j3bS2mFxf58qM+Cx2fU+ddzp3zcJVASolAoI0h05BoQ5ZqRsYSLtvdIYoSdq6PeO/tEZNDitGqT5IEnJ8LclDbmz/sKsJIEsaKsCsII1vJDbsZnTCj081o5cH6fAuOLxlef90s/+w7YGZ+gmY3ZmJ4lnSxM+4GE7925NjzP6c1P2x09PDfJeb+TgBeDw3KQZWdaPL3/vATr5k+f/yjI/658o71VV44Ns5SO6PsaToXSnzs60PcccUc48NeDjxAWHayDG7to66r8SKB52r8WBN4hlJiKMeGoSBjpCToxJJWXOHE2Qq//KejoFNEmnL1ZR02T8WkKWijMcYWcaQQSCVwXI9Dpz0OHA2oBA5VTzJeFkyMSSZHHdZMKDauztixsU4mFvjvX6hx6vQw12932bkpI0xbPPGSz3DJZWzIMFyNKZesFNJa0ugqFtuGhUZGo13ilj119h7ocPC0YrgWcN3uYX707Qv89hfh2aMV2qGh3nKYWawxNV5mcqTLxrEu//K7OtTKDV48AYfOSFzXoJRBCA0Y+z8DaQqbpjJuujQlS1yS1MeYMt3Y5cK8RxhZUHdjRRQpurEijATdWBBGkm4EYWzodjPCKKMTaTqhphkaGh240JI4bpMffnObWjDJycjl8i0ZS80azx9WGHFqYtO6v5iYObd38y23NR/5zY/9gfnJH/qRfzgAD1vzuF55zezSqWdr7rnaNw7O+omI+cCdi7xlqsaR0yVOnE0YLaccOFvlC48s8sNvbhN2XbTOc9vCoJSyAFcC31V0XWnBHWdEiSZKDHEeNFZTiBNNlEKcCrqJJMp8kizg4NEKLxyEzBgstK02diV4yno+qj7sWQ21EgxVJCNVxdiww+QobJiKWD1RJzGL/PcvDHHs+BBXbVFsWSfZum6JB15OmVkY4urNkpGaJvBCfOljlCDNJMIY0ixmqR0ws+By1c4SV2xv8eizAatGBOWgylXbNT/xrgV+84ual89Vqbc19ZZibslhfLjCSK3ESG2IWjlhopKw8aoY301xnRSlMqSwwYTB3lRJopidc0hSRZIq4kQRJflzLIkSSRRLuokkjgXdGBujxIYo1tZyEGm6sabTNXS6hlZoWOpKZhuGH3nHAtvWSs6eD1ioK46fLXNkOga3yQdfHzJ3/iT7jpuP/Prvj4farP7Cr//+H2U//eEf+PYH+P/46J/x6c89pmrl2Vtccap2YfqCv2dTlfufl/zFI00+9OY5rt89hOuUeOa4IIoEzdBQCrqUSxGpVhgDQrhICa4yuI6kGwu8SBB59gLFSZENyYhTG2T1jgzSzJBlmkxj9bamB24hQElwJLgu+I4g8AVlX1IpK4bKkpEhweRoysapDtVKnS88FvPQS6PU52tctkGxcbXLtvVdMlHn7qfLVFyHiRFFtdzlpWOw/7jDpesNnUhx+baEy7YaLpzPmFvyCLtl3nRti0deDDlyTlEpSXyvxqVbNL/wAws8+HLIVx4cZ6Fp2DiZsdRwGK4phiou1bJLpWQIfI3vaXwnw1FWaklpr4Ex2IKVFqRakmaCNBUkqSROBUkiiRJBkkKUCOLEEMcQJRlxYkEd5Uc3NoQRtCNoRZJ6JOkmCSOlhJIvkDLj0OmU54/GSL/D97++y0R1iPsP1pirnwy2XJJ+8to9pQ/t2jzxudc+/pns6pve/+0N8Ddcj2x36t/94FPzv/vMvtP+to0pq1e53LjL59GXJX/w1TrX7Vjg8q1w+i+quDpm1UiMlBD4MWlm/WBSgKMMnqNwXYnvSgLXXhh7URRJCnEibQYh7af90kyTZTa7kJk8U5JnS4QQPfnjOALPEfieJPAllZKgVjYMVzWrRiMmRlqkps5nH5F8/GtjTAYBl20QbFjtsmmNZuPqJb7whGFxMWDnlGKkBtVywsxJyeySj7fZAmhiSDI8DEdOGJaamgvzAds2Bbz26hZ3PRwwVgXf81BymEu3Cv7RW2Zx5Sx/+egI+88FrGomTA6nDFUU1ZKiXJKUfAffA98FxzEW5MKetx7IsTd2piHLBGlGDnRIMkOcQpJklhQSTZwWK6Kmm0AUG7qJIYyhE0kakaCRCIy2/hXXbbF+9Rn2T09x9WUR126H9aMjPPpClemFNhNjERVxOjh2ovzR5w85TqqdP8PyzLcnwJ945CvMNbIfOHHixV8bL52r1YIRHnou5Po91tN8VQjPnxjlI4cFb73xHEnS5bKtKe+4tYPWHoEXobVEAFIYHEfjOgrXdYi9fFlNJEkiiBNh2SiVpCn24mU2k6C1Dbi0NpgiD4hlbiEESgkcJXAdC5DAh3KgqZZShqspE8Mh4yN1HjsY88l7Sxw6McymIZetU7BuymPdKtixoUknbfLUgRol5TIxohiuwnA1YmQoxfMchLA3Vxh5LDYT6h1Do50yu+SxYarKDTtnuffpDofO1Sj7Ca7yEGKIrWsV33fnPNfsmOWT91Z5at8wC22HyVrKcDmlHEhKgcJ3Bb4rcV2BoyRKkacPLcoNYIyxq1cO9DTT+epmSSFJNUmmSVKbYrSkYVONUWplS5gIWrFgMRF00gxUwlce8fjAGxrs3rzA229LeMPVJc6f38hzhyqcOp+xbjLlxj0eB09Wue+pU7WrL4v/+66dV3p//hdf+fj73v32bz+ALy61kUL9yOOPfOYXv/DAmbG33rTEO24bY//xMpmBSsmwc7Ni81qoDccM12JuuiqkUZegNH4lItNODkSDo2x2w3Md/Djr6UfL2DaAK57TDLJMkmpy5pZoQx/cywJXcJQtmHiuIfA0pSClGqSM1CJWjzeZaXT4nS+73L13lMWlCpdMCDZMCtZOeqybFGxe08Xx6nz6IYfjZypsXyUZqUqGKhlSRpybM/iORAowRhAnDhsnmzxNRrOjWGoaZhZLbF8X8O7bG3zumx4nZ3xcJ0EIF20qJKnk6s1LbPxAk7uf7fCpu0d55mSFtSOC8UpGJcgIPIHvCjxX4joCR2EDZyl6JWuDvcmKfHmmLeB7IM+spCvkXZzmqcZU0E2hmwhaiWXudqrJoi62/d/wZ/cFNJcqRMJl7/5Jxj2fKE4Iuxn1esBXH1XsO2WYmqyzYbw51o22/soH3/MuFXZaf1Aq/+0Ug/5WAF5v1FGKHzpy4JFffPrZI5OnzyvufU7xU++Z5tbhEdphQJwKMHaa07YNXcanEh54Fn7vMzW+9FDA978l5O03hAzXMlwnI3RSXNfFi1181yFOHZLEIU5lztqSJLPPWSbItOhrbS3oqRJjmVsKUMpmHVylbTbGyyj5KdVSxPhwmzAJ+eZLhs88MMRT+4YZ8VwuXWtYPSpZNeaxZkKyblXMlrVLvHgy5MuPTDCkHCaGBLWKoFZOaHQyvvZEQNUzCGGBFUYOb78p4qtP2jRbo62ZXXJYN1nlnTe3eepgiwNHPCp+ipLCglyX6cZW63/faxtsXz3Lpx9s8vj+YU4vlZiqCYYCQ9nTBI6tETjKGs+kLJgcCneGzqWa1v0VLtX9VS/NIMlEnkeHbiropIJWKuikkMQpOgqplNu88/YG3/fmFtWy5j/+/hDf3DtCeazCZVMpFU9jEBy/IKhHKZlo88G3dNk4OcRzRw9Ofu0bj/7iW994k263lz5WqYz8/Qb47PwS3XYHo/n+L3790V+dn/7LsS1TIddtq/Dk4RF+/LcU3337PN/3+owo8ckyie8mlKtN7nnM5f/zm8McPBkgJDzzcpXPXtHhu+7s8MYbmwzXusSxTxR7xKlLkrgW5KkizSRp/pxlfYBrkzO37hcWhDB5UGl9HI6j8dwM30so+THVUkhGyDeelfzp/cPsOzGESHw2jRhWDxvGhxUTox5T45I1EwkbppqcmWvxe1+pkEYl1q0TDFcdahWolROEG9MMKwxXDUIIjIEklYz6ilSntBKPVidjqak4N1di95YqH35HnV/5M59TcxUcleQ3hkOaBnRjydSYz9WXNLlsS5uXT53jMw+UuPeZYaYbJSq+oupBxTV4jsFV4EhbzhdiuflIA0bbmy7TgsxgA1BtwZ1kEGUW2GEGYWrIsgSTRIwFHd50W5333dni1stjxqsgpeG//6s6/+I3HR581uflCwG+I8i0Jk5TvvdN87zvNQmOmeTpl4d48MVZZjtfm7xyu/7VVetuThcXZv64Unbwgr+5ybh/owDvdEKq1cp33PPQk7/99NP31WbmEm67usXOTXD4tMfL00P8xhddHnp5iZJK+MDrO5ybkzzwfJknDpQ4MV3GlBQGwWxX85dPlHnopS7X7e7wz97TYveGFpPDiqpyiRN7pKlDkjqkmcrBLcm0RBubQzdG9Mrvlrk1SlnJ4zgpvpfiqphmmDDXTPiNLwScmB3h2QPDGO0xVhJMjhvGhwRjNcXYsMuqMcnUWMraiQ5jw0vc/Zzmmf3DXLZOMFKVVMuSWllTKcUIN8L3HRxlP98YK59sMSUh1YJWqGm1DYtNlwsLNW7c0eaG3XU+fV9AaVHhyMQC0jikmUec2B7P8eGAa7a2ueaSNk+/ZppTc5JP3jvMbL3M2QUfT0kqrsArZJi0gWePyAupgmXy1AgSDakWRBl0U4i1gSyFNEGpLqtHQi7d2OGfvafJdbtThsoSo4PcjGbYMpXxX3+izlMHQr75fJmz8w4feH2IJ+GqrQpPjXDoZJlDZ2ImxjpsHdPce9/Xxu68M/rtNetvW4qi9pf/JjH5NwbwpP0CTnm1+sznP3XJw08dqdWX6gyXPe55bJQ4AYxh3bBhplXim3tLdNOMrz2bkKbQDR0yqZAliRJWTthKXMZ8VOGevUM8tr9L1Y/4gTc3WT+WsHFNlxv3tHGEbRFDWIBrrXLNLXJ/eA5uDEIalMiIEoMhBZny8gnJ3oMOdz1V5eXTVeK0TNVRTJQMoxXDSNnYPHjNYXTIYWxYMDWasmYiZPXEEg/ti/jIXZOsHnaYqEGtoqhVBNVySsmPeOywohs7uBULKmMEcSoJHMWV20OefGnYGp/CjHrTZb7uMzM/woffMsPZ+QWefH4CVwIiQQNp6hAnLlEsaYcOI9WA4VqFG7Z3eM1lHT5wxxwHz2i++lTAUwdLHD5eIRUOUaToJAolJEKIFYFnXhMwmlQbjNa4ImPIiwlIuOGqNptXd1k3nvB9b+pS8mz2JkkD2h2HLJMYIzHYZMDUiOadt2a84dqIOImplhyiKKDeKjOzUEYIwdtuNkRJjek5DxXX2fvUIzX/4Nwll77jB9V9Tx7OXn/D9r8/AH/ymZd46tBarywe/cHJocavXbv1HPMLFWYWFQJFo53SjTRCGJTU1DxBO1aEmUviQsmxhCLzE64NZEaQGpfEuMSZTzsr02ql/OqnRzBpyqqJLrs3dBkbSnnva0M2TMYkicj1toQB5ibXn1JqhBR8/sESLx6rIByHU9Nlzs2UCUqKIV8wXDHUAk0tgGpJMFRW1KqKkarD2DCMD6esGuuydrJJZup8/pEaYbvCtnWGWllRLUuqJU01SHHdmLufDIg6Ency/325RKmUFG+6LuTh5zTtSNIOM5odh3rL4cJCmV2bq7z31ibPvlzm1GIVJTWQ5HrZJckUUSLpxpJ216HR9qiWylRKEbvWdbl+R5czsw1Onq/juBkvHHf43ANlhFIW3EIuv4hGAxqjNWmi2bgq5X2vDRkfytixwbBqDLLUJU6qpKlLvaVIs5xMMolG9FbL3jAsI8i05HzHoRs5tDqePUKHTtej3pa02oaZxRqP7Vvg1tuyX1vz3NOdO6/f9PGZc/viVWsv/fsB8LmZ0wTB7PajZ8/8zvPPPS2v3dPi+ssyjp8Z4dysy3xdUm+lOMoWIXzHUE1sO1iSB4Ha9MFdRPmZFqQGEg2JlkTaIzUeqYa5do0HXsgwIuNLT6UIkdmLZDQMpALzXCBCKISQSKVIEwepbcdP1YfNE4aKqyn7mrIPZV9QKUmqJUWt7DBUlYzUYGwoZWIkYs1Ei4wlfuMvAh59aZKtYzBSztm7LKmWUsqlmEo5pFQq4yuJkrkGx8qBJHHphoIwsi68dldbb0dLsVTxODszxC27I37iu2b49c85nK77CKExJkFnhiR1iRNJN3Jph4pq6FAJPMqlgLJfJvATqqWYq7fFeG7CtdtSvvd1HRyV5kUgSzjLRHku6bSWCCHxPQXGoxs5LC45ufxTvWetc5Nabqmwq2b/tda2chsnefm/69DqONTbknpLMF/POD+XcmwmZt1Uwuypp+XcVOl3njetR6Kou+9vApv/2wD/zU98jqMLfkm3D75LtPeLqVGPx192eMP1C+zarDCmhjYKXehgqXGUJkrILZ3W+aaNBbkuIntTyBSRg92QGnIDkSA1krQkyYxLoiHL//3Bi5VjGyXAEcJWKhUEJUPgGAKV4bvgO1gviy8oeZJySVIOHAvwimC4qhmtpYwNR0yOtlkzucBH7tJ86t5VrB9WjFc1tYqiWlZUylAuZVRLCecXNMfO+wSeNY5B4fQTdGOHzVOaqfEuza5H2DU5i0vqLYdqKaBaHuZ7XzfL8fMX+OiX1+JIB4Mm0xmpNiSpQxQra4iKJJ1AUu46lHyXkp/RaNkYw3NtJsp1MxxpGyWktOV8kR82dVqwsAVno5W37Ok8rskBXbwuqqNZAer8vb2WwqZqU0mcWhtAJ5K0Q0WjLVhoZFyYt7MTRyfa3HBpypmzFe5+6Glx562b33XjlRuOvbj3E+Hl137o1QX4DZeUvNmF2X/74P6Zf3t+pil3bY6Zb2V85gH46e+aY9MaxVKrRrurSFN7kW3PpOkVZLK8wlgUIKwm7OdqdY/RyU+oGWB60QuUjBEMqBLrMckDK0dqHGmroa4CVwlcx9i8sSMIfEngSUq+ohQoqiVJtWwYqmQMV1NGaxHjIx02rFrgqcMRn35wDSOBz6qqplYWFtwlSSXQVIKUajniqUPwwsEyl0yYXPf2y+ZhpLh2h2HbhpCn9w3TiQxhN6MdOjnIXcpBiVIwzPtvW+SFw7M8eWAKjELrzN7wqSFNTM9PEkYO5a6hFCgCT+N7Lr6X4Tsax8lwHUsuSml7XqS1BiMMgpzNc5nRA3p+2O9dMLboxTmWjOzfbUamn57NdFGfEMSxJIwF7a4gjAydMOXkbEZoQv7JnfM4SOYWDZesd2WnPvz/PPjkag85+Z+B+FUDeL3RkUkc/vyF+z/+00PyvHe0VeXBZ7rMNSWLbYPvdNi+BshswcFzJcZYwLmqX0q3ab2LAd1n8oEK3AC4TfH3wS+1LGOSH3lBR8m8YqnIbbe2YcB37XIc+IqSLyiXBNWSoVbOGKqkDFcjxoZC1kws8eShkJ//xCpOnx1my7hmuAy1kqJSUlQCqAQZpSDBc7s0ugYlFa4ySNnXAlm+dCepR62U0Em1taJGtp2u1ZE0Sopyyyfwq2yaSviFH2zwH/5I8sSBVRgU2miyTJNmKXGq+zLAl5QiReBJfM/gewrf0biuzfc7ynZGKWUBrnKZIoS5qH9RXwR2+gzdY2sG3vdZPMuzMWneYZT0LBX2uvqe5NpdGds3h7xmd4mlls+qoYBOp8xjz8x7q9ae+9c//uEPuVka/pxySn/tcv5fG+AX5pp0usl/fvDBh/753r0ngonhlD2bK5ydcSiplIkKnDzpkXQU6yYsyBzHBjZS2omsRfUs0wadmT5LF+xcAFrTO8EFsHUOZmN6mLbAzsFNUcwZsNoqZdNlTt6K5joS37MDgALfjmQo+YZKoKmWM2rlhKFqzGgtZM1EnScPdvgPHx/n0OlRNo7aDEu1JKmUpWXvkqEcZJSDhCSL+ZP7qkilcKVBiX6aUBsL8DRz+b43LHHPMzGt2KcTFf2iilZb0fAdAs/Hd2vsWJ/yn354gX//ccHj+1blrKlJM23L64l1/UWB7VbyfUHgCnzPEovnmF7F1lEaqWxuXAoLdDGYPhwgiuL8Gi2W+VmWAV4vB3lhaLM3cu53yaxtN02tdWCo6rB+VYkNqxTHzkg6kcNiw+HMhYxMtHD0sWDf8/f/1I03v06YrP4zQv31ptv+tQF+9NgRMOaGxQtPl9aOCebqNYaqEs+RjLUk3VhjjL1TRQ4yTwiUtHbXNAe2ZaGCuU2vsmYLNKa/POZsXaS1VgJ7JcALD0ZRyVNK4OSGKgtwmZu2LAgC3848KfsZlZIFd60SM1wLmRhu8NTBDj//sVFePjXOuhHBWGVAmgQOlcD6V0pBSsmPcd2IcwsjuEqgpM7Tcv0gM8uLU6tHDGma0EwCwsjQjTRhN6PVlZQ6isBz8dwA1xli57qU//RDc/zsH8KT+yfJtLQAzwxJmuVMrol8TRBLup7qSTDXBdexEs36VAyOtMUZmQN9ZSFoAOe9DMmgLOwHkwyAvC8lrWUi9wXlVVKd5ddJwHzdoxO6aAPdGOpN61wcqfocPmFohU+W1q/feMPg6vd3AvBf/eiXePlsu/zIPfd4re40V1yScNuVHu2wwnzdpxTY5TLT5L2UFnD24orcyWZ6F9r6IUweVOaMnb/vn1SDQfSKE9/qUZSkhbB9ilKJnjRRMm+W6MkTCFzwPU0pMJR8q5/LpYRaOWa4EjI+0uCZI13+/R+M8NKpCdYMKyYqmqGSoBpIyoGiXBKUAntz2FJ/zJMHBO2uR6DIbzKrwYtVJ9OCJHWoBIob97R46uUancTKlDDKbIOvr/A9hed6uX4eZtd6zS/96Cz/5vfh8QOTJFqSaJ03S/d7MCNP4nvasnfuTXHzm9seuVWhKOMPgLwgikGA0yOWQcLhIqBnWT9eyvL3hcdF59fZ5NcpSgR17GyXbqxptlMWmppGrLlud50dm+oc3/8l7zV3XlOun/vjzvDa7//bB/ihY0fZtnn98G99/LO/t3pc33boeIWvPBLz4vEOP/q2CEeN4zouYWSBXIC0YIH+Dxf2x2vRA/Wg668P7hXP+ZleiXEhrKFIyALc9lA9gFsWdx3LZJ4Lnms7gQJPU/IzSrm8qJYihqohI9Umzx+N+Pd/MMILJyeZGnaYKGuGSlAJBJWSolxSlHvsnRH4KdVyl4de8Kg3AkZG+mXyAjDFTZ5kiskxxeuuaPPQXk0YC7qxHgC5tQQHroPreDhOCSk1u9YbfvFHZ/k3v294/NAkiXZIMmtvtbZXy+R+InvuQs+ROE5uwpIC5djzovL4xK6yYplUWR6yD8iVQak48DzoUiyMXFnWf+6t0gN2ZW2sozGKDYsNQ1t3+aF3NNm8KuDU9BD7j0e3jb984Q93Xfn9/3hx7rr66MTuv12Anz59nvPn5/9N3Dj53evH5pgaqnBy2iNKfDqdNp5rGK6kBL4kTXMQ9/SZTftl+dKVaZE7/oqlTfROlOkFk2bZCS1OdHGGhL0SPWlimUgs092FY9BRWH+GY3Bd21gceJrAyygFKeUgoRJEVMtdRocaPHs44t/+/jjPH1/F5LDLZDljqGxycOfsHUhKvmX/wE8p+zGpjmjFPkJJ3ILBexq8SHvmBrHEpeJ1rV0gDhgpQN7N6HiWwX1P5pO6ig1oDZduMvzKP57hX/2u5vGDq0i0Q5QJ4kznLC4IEo3vGjxX4Dk6X72sRFT5imbPT96VXzwPGLMGdzDpE8xKgJtl16xYkXvxVe/1ShKjB/44gVQbqr5icXGK89MuJ88bGmGdSvX8d4+OP38sTpKf/Vtl8MPHzrJm9dqNf/zHH7ns+KkZ3nvHPEPlmA1TNbqRQusarhPjOlDKc6BpVgRUFtiplrkuEwNLmBhIA9oUYS+oGahIXgTwgrUHLkqRNZF5h06xDDuOsd1AuQmpcA8Gbpbr5oRSEDFS6zBUafHkgZSf+cg4zx1fxcSQw0QpYygwVHNwlwKbTizAXfIzAi+lVok5cNLw4LMVPClxle2sGdzrpvitSaZItcPtVydcsqXNsdMlJsrQjY09ooxON2dhR+E4rm3EljZ3vWcj/NI/mudnf1/zyMsTdJMSUSaJU0M5tZLFd7Egd4rVS+cAlyiV5Sxujz7ARS9QfyX122fygdW1lxAwK1Zkk1/n3I7bW8FzB+OAbx8g8Fweex7COOHYrKZUybitNcezz71w2du+88MbW0vTp6oja/7mAf7kSyeIRLDpgUcf+W/zjcXvGKm2OT2fsKs8w9W7GsSxjzF2nl+SSNK8DzBO89EMqcjtrCYHvchlisjz4KKn33QBbj2wJPZJO3+sYO5eWtAgVZEWtGBwVM7ajsFzNK5rZ6v4XkrgpQR+TDmIGB3qsNTq8PA++KU/neLFo+OM5+AeLhmqJUElEL1cuc28aMvengV4yY+Is4xuGBAoe5NJIZYFcEUhxQaajtXyTkQUG8JEDABc43nWA++6dqqAkm4P4Ai4fLPgl/7xEr/6ZymPHxxjulGjW5EMZ4ZqaghcO3XAd02e+y8yKabH3oVUKQDe+75CvCLIV0rFgrm1tkDvsfZFYDbLAJ3kYy2STBBrQZQKuvNgyIizlLHRkE2rU46cMYyOzHzHmRPfzNZv3v5Txhw4KcSuv1mAd5YuIJLm9QcOHXzX/Y8eQguXLz02web1ITs2dLn6kjpXbEmZGFE40mOpFRAlLnHsEOe+7ThRfd/2IMj1YHFA5AGmZW8GMicr4J3nbwVCmIGct8nlicldg5a5bTeQxuvZYy24fS8H92ibuaWQX/yTMl9+YoL59ggTQ5KJIAd3YHV3OQ8sS76k7Jucwa32DvwYiLn/eY+lxGPMZ5kfG8GyTESW2eaHmu/w2qs6PHkoppX4DCVWk3Zjnc9/0VZDK2WBKV2EtAUaDOxcL/n1f9bkq0+G/OePreLs/AjhsMOwJ6immnIKfmJHL3vKDjRyi0BTil4Q3P+ufYD39fgKkPeAPpAIGIifMg16gLEHQZ3kDRRRKghTaKeSRhtcN2JoqMtVW0Ku3pawc71h62qXuaUSnfYhzpwae5cWI3+SJJ2Tf6MM3u2G+H6w7eDLj/9kd/Ewq4bLJKlEZIbTpwOeO6C567Eua0Y7XLOzyfvvqLNnU4d6y47+imKPKHaIXZX3Tqq88TWXLlr2Uks9X8q3kCc9gPfYW/fSkFKYXoVO5T5oJ6/euU7REZThuSmBl+B7CdVSiON0eOiFjD/8Wo27Hp0k1jUma4LxwMoSmwIs8uQqP0TO3IPsneA4EY/tH6YTO6wuF99nJYPngaaWJKkicBU37ApJtQV4mAi6RTYktiPXXKdIcaociLb6aBMzgvFhwXff0abqT/Oxr4U8vH+MC0mJTiCppYaKYyzInTwOUSaPS0wOctOTdlKIXmZFIL51+rAAuKaX/ixSvT32zgcQpXo5sLsptBJJI4JGJ+aKrXXef0eda3doVg15DJXKLDaqLCwGLDU8Ot2EQw+f5mZx7U++9jW3Ptduh0cqldL/PsDnZqY59PLX8YOhNY2FI6/ZtX6JiWqVubodmj63lDGzBGcXKuw7VuGpQ0M8d2iRH3v3PLddusRorUyrW8J1fLqxg6McW5hIJamTT5XK9EAJuAB4P+/aw/ZAlbLnEMxTWzIvpkilrcFfWediwdyusl4M303wvITAjSmXu3hehz+91+GX/3iSY3OjuH7AVFUw6mfUfEPFh0reYV/ybbUzyAtC1r+S5SuBlSfzzYx27OEphSf7abgCIdZQlscceXwSpy4lt8vUcEi9UyVMRD5uzcYKrpvlaT6VpztVvzjTC1yt8/E7bm1z7e45fumTXT519wSLaYWO71JxJTXHenB8BzzFQDOE6QXjxfftdwGZb83iZrmE7NkstCEzRSJheXdQlAk6ectbPdKUVIt33LDAT7yrzdXbPbrdIWaXarx8vMKFBY/ZxWJjAsWpmSa6dOA1nShdM7/YOHLixFk2b173vwfwLMvYuu31m06cePEjdz/yIlnW5HVXtEnTGqfOlzg761HyE1yVUPJguh7wxKFVPP+rAT/81gv88/c3Ga5mtKVGSg9HaeLEbgKVZlay9CVK7nvQff/Dxdq70Nz9Cyxlv+yspK3SOUr3+jgtyFM8x0oS34vw3ZCTMykf/WqFLz4yxvGZEWpll9EARvyMqm/y0nsBbpmDW/aKQkGuvX3P3ji1SsQXHnM4cqpEoIStGBZAoY/ynjEpNyQlqcPOjfC2a1v84dfHaJcdaontYPfjPG5QGseRNvuhGAC5O4A4uypsGJf8zPd0uGzzWX7/rlGOXxhiMS3RcR0qSlDOge5JY2+cPCCXKieJgcrrYFZl5aawZmC40Mp0YWYKcNuCT5wJolyO1BNodTMm/CV++gMzfOhNKdJUWWoMMbtY5cJCwJkLHqcvaLsr3KwmERE3X97ExM8yVN75kRuuvOXNzVbjfypV/kqALzRSRmuKx5/eu+7Iof1bT5zIeOb4EEudRd55yzRX7KgwOjRClpXodDVJmoHJUEpyrjXCb3xBkqTT/MsPtqmU6PnBbbuYIkk1mVKkhXlnwNtg8j5Kew7tiS0MQVaamB6DW4DrnLVz5laFwSi1nTtOiu9HeE5EK4v5nc96fOyrU5xbGEarEqNDilHPMORpyjlzl3vle5n7VHJpkufOe+D2bPUySmKOnPVpxz4jfp7FGSg6FYWewWJPmkmSxKFWcdi8Lkb5XVpxldATlBJDVADcyfJCjZ3VaHs11bcIXhUTQx0+/B0d3nX7BT721SYf/fwY82GF0AkIHEXZEZSUwU+NZXNpluXFC6D3AJ6fc+CiItBgyrDvTSmql9b9GaWCdipopBDGKZNBnX/9wfP86NszuvEwC/Uai007y3yx4XJuTrPvZMSp+YRKNeQ7bwm588oSj72QcmH65a2rJtS6HTuuP2lMhBD+Xw/gWXyObrcyMVyTn923/xl3akyxrSW5/4kJnjsUsn1TTBh2KAuFoyzbpZlGa402iul2ld/+wiqqpWn+1Qc7lIyAApDKQSnrpXCyAtxywOdQdJwI+hDvL5liQJrI/KaxS22WS5MMR2V4bkLgxXhuTKMb89iLkj+9t8bnHxmjm1XxPI8xTzDsaSqenbNd9vrgDnyJ70v8XJrYwlCemcgB7rm28nnivOHhZ8rEiYtfMRcFmMVD9zS4vbHjxI7CeN21LT79jTaHzlYIA2tOilyDl4KbaNxY2/SetJ3yUsj+cJ8C4EWOXUvKvsOq4ZB/9f4OuzZEfOreKnsPDDEXVugqD9dVBI6kJMFXBlca3B7ATS8/vhzkXATynkTp3bh5AUcLC+4MwkzQSqGbpAS6yY+9Z4Z//K6ITnuUxXqVeqtEve3TCh2STLBuVcwlm2ZpRrBnPYzVhjh6eoh6Gw4cfNbdteeaz84tLV3RDVtzf20GN2ZSnji+7/pjB+8Z2jDZJUtLtDouvgcLzQr7Xq4AmvUThqGyoBwUhndNqjM6qWI+rvL5B4d4/50zbFkT5hMbbJpLCWvdtF0hA03CA+1mJr8p+ulA0wsuZc/yWVhAtQW4yvCclMCLUU5Mo53y6D7BJ75e495nh1hsVJGlgGpJMewaap6m7BrKnqHkkbO2Ze6SLwk8ReAJAo/coadzcGt81+pv5UQcPgvnGoEtrOT6dnnhpEfgeR9kbkjSkjh2WFUTbFsf8tLplE7iEuUzvr04n+ilslyiFIUakCs6c/oGqFz+ZNYf/r7XhbzxuiW++VyLP7q7xt4DNRZaJRrSp+05eErgSYEv7Qg7V9hd6tRAbcFeNwbIZqUOF8skSmoEcSYIM0E7gzhLEXHIxnVN3v2aDiat0OqUaHZ86m2fRsvOcNdaMFpTbFg1gkFSb3m8NOMyV5ecX4hI0ogv3f3Q0Dve6Fx/+Z7tX+evGB70VwK80zrjJ4n43YeerFfi1GHtmGF0yKFalqwasy42jC2BSylIU4PrZBggSjXVyFD3HQ6dqvDJuwP+3Yc6eK4Ek+s8pXDy6a6DfZTGiGXSpHjV1935aLLiWWqUzFAywyuyGTJhrpXy0DMOX3u0ypcfHmK2WUEEAW7VpebAkGs7eUouueyAkifyQ+aW01x3ewK/YO8C4E6K59kbyZiE+5/1OXW+xPiowJU6B4boN/r2mMMWsgqAZ5kijFw2rhK87qoOX3wipp24hIkgcA1ealk8Sgqra2Y1eK8gI5fJFJN31hSNCrZq6lDyI953R8jrr13gS4+0+OqjZR56scpso0woPELPwXEVjhC4UuIIK12cXAoqIZAMaHLMMhlZuDyznL1jA5EWdDPIdAppl0CEfOjNDbZtgEbdpxt7tEOfetNloeHQCiVJAs22y/l56yAsNtpKUkPgCbasUdQ4X1Fkv3vy1NldQPjXAviLBw+TxC3WT80zWSux2PKYGEnzXQTsPJJ+xw3EMZQDhRAJ7W6KysPvWEo+90CZn3hPm4nh2I4qFgYpHTKZ2Q74lQAffIg+69sRxwXAbWeKo7SVIkFCGGUcOgcnpxWfuW+Ir++tMbtYAS/AqbmUlaTqGqqOpuQaSi4ErgV34NqZhNZmKgcOkf9zk4Nc90DuubY97di05qUTPrhuHrQNGJkGKXxgWS8yKTabYsc5X7o5Yve6NgfPlQkDQTkV+IkhUuSpPd3z19hAs0jj9bVKL8/e675R+fQBl27sUipF/MCbIt52Y517n2nz598oc3I64OC5MnHdJ/Uduo6DkNKW86VAYXd2UwPglqz8TYKsALixGjwzBqNT0DGkEcOjXd5zR4jI3N4N2ek6zNUdZhahHabEiVlWNLJuSdPzkT85U6ZWnWPbrkPDN938HR9sd/QfVsryFTH8LQF++Pg5EUXhT37uix8dP3iiyXe9ZonbtzukqYcxLs2OR6ujeoN3klQSJ4JuLAkCxb5zGdNtSNIETEa7a6NuRyVkTg7wLCOTjmUzZH/Eg8lRDQPypGivssytVIbvpyiZkWUp5xfgvgdcjp4t8dBTJc4tlTg2XQbfR1VcAkdScaDiaJtFcG1vaODacW0WxMUh80PlACfX3Dm43QzfteztOQlBEHNiDg6cLOPK5enBlfp1mYejyKToIqPksntjyLbJDvuOp3RSl2oiiBzwUkOUkDO46OlwIeUyJu/JlF7hRfSC2TSzjcJJ5hK5HkOlmO97Q5dbL2twbqnB/U/7HD/jc8+zZaYXArLUJZUOqadA2j5NmxcXPZtEL+ovpAr98r1NkGegEwtwnaBERiWw5OS5MSNDbS7Mu5y+ILkwD1E+RDVNjR1fkWAH94eQCk2aRezY1OYtVze5cOH5YfQdP4H2PgYrc23/E4B/9b6H0Vn63WdO1StnztX4rb/IWL0q5vqdTbauzhgpSy7bpohjj1bo2aplYgsXu7ckOOUmx7+gaLUkGDtMU0iQMrU7NmCQQqFMNrCsDjJ3HlzmwFZ5k6xSGa6fkWSG42cELx1X3PdUmX0nfPafKNGMfKLIB89D1Rx8JSkrKDuG0kAe2HcKn0Zhm7W+cD+XJZ6n8DyZ3wCmr73dzFYW3ULnJxgdM7MoiYyP40i8YlmXgym2AYVSBGOm3++Y5flwgcPEaIxUXdqJS8cRNtOR9A1jjtLLKpBSDESxeX8kiN6qmBW2gHxujJup3viJTuQxNRKzYVXM1VsiwjjkQyca7Dvpct+TJV46EXD8tE+SOhhfYaQE5PIfV1D4cj634DYZ6AxMCjqFfJsYpWJqZcNSO+ILT3o88XwZX9pKZzeBMJO0QojTlE3ru6wejdm6Jua6HZr1Ey6+HOLYuQWO7v8KjvrWG3a/IsA/98V76YQNdfL0frFjvctoJeCl4xn7Dma8cKhKnCZMTXS5dHOX26+oc8uehCTxkMKhWhKUvISrdtV58UiZP7u3kv9YjRECJCiVImWGMiof0FOAuwC1NUcZYWeZJJGh07U3yMmzkj+716eTKJ7fH3D0jM982yNKPTv7WLmomg2aSgrK0hA44DsaX+VgVYVdVtiixyC4XYmXyxLfA98jz5rYkrnraDw3zSuiCaUgZnYp477HqzRaPiNDAkfqfiOBXA7uZSBf1uIliSLF+JjijTd2uWdvyOlGhdCVVqY44KYGNwe6yscjS5nZdCGDs05kL6uhjbPsM3TO5JmjSF1FkjkkiYvj+PhuQsVLuPXShBt2xbzzNRFHzkheOODSiRWfuq/MiQsuCEknVGSxHUFhhMAoBudF9LUSOYsXbJ6neh03wxjN4y8r/uBLigyN50kqpQQlE6I05dZLO9x+ecSezZo1Y4okLoGucXa2yjNHHOYbEY5/SFx+6fVq/wv3pbuveP3/GsCVhGql9jvPHuxePuQusXHNCDs3uIyUDbN1l8W2y8yFEkdPG+5+JmW4EhHHKZdtDXnf7U10kuB7sH5VwppywkJT4uUBSVdKUDngexO6+wwgpKDRFjz/gstCU1IKBE8dcPnKIwHdRNFNFOcveGjhkBgHLTxwHITvIKUkUIJAGgJlCKRlak+ZXonaU3m5Omdur+jL7IFb5T2aos/ersbzCoNW1mNvz0tQKuaB5xRffKKK8hx8afKc8soiycUMXuTCrQ6XJJmi23V5+00hX36syafuH6KdBlRyHe4WOjyhb0nIu4WEKO6kQjrIAa1fAFz3RjmkjmVy11GkjoOTZiSpixunKGVHfIyWEm7cmXLDjhgjNe+9o0M3seX2v3zU5+kDHiVfMN9UvLDPpdmWF41bWQZ2bRDGEAtB5EgWGoLTs4rXX7+A4zSIU8V7bw+5bJOhG3sMlRyqQUDYLdHu+Cw2AmYWPabnFa2oyY6tDdZPOJeXSsO/k2k+/L/E4J12k1K5Wnvy0c/vuGVXqo6dHuHYWZdNE4o1Ez7VcspkJ6PZgWYX2l2XdsOjncD9z4xw71OrSLshOmny4fcu8V9/pk6W2T1efv4jVcJYDBjpB+WIfZZKUG9L9r7k0WwopJJERhJphREKhAPKAalAWlA7UuJJcmBrfAle3j1vwZ2Dw6FnG/Vd23jsObLXeDwIbsvsBs/TeAXI3WzgSPGdBGNizs17xFGAPyTxcnuuEgOejqKKOahVB7rVCwlRbLY6UlWsH4/xRJcw9QlTQcmxpe7CQ6JUkf/v21sLjVy0Kph8ddRaLx+Cn9nUZCGN0jSzRbHUgl2pFEdq4sTrgV2pjHUTWT5uImPXpg6x6SCVodkUPP2SQ71tYwOzMlneu7qGMBb8l49W6ca2wnn9noQ/+Y8LpFGJdqtKnNZIEg9PeIShy9yiS7Pt0mjb7QsbHQi7hi1rFM3mKPfv9dSVprvj/e9+e63ZbDdrtcpfDfAonCeLl37lyNHTd7x4POK6bS5GW42TpJJ26NHsaJqdNN9M1Vbb4sRqp4XQ5WQM27c0eN8bOtx4eYI2grOzDv/+d6vMzjj26hdmEgZfW6FupEAXrfAMdCwIhZDSRvdC4grwpcGXOUsXO0AUz2rg2ck76RX51nv0wG3buhReDm7PKfLdJm8YMLmjT+Pl1VHXTfD9hDPzmk/eUwHHw5WiH2D25Im4iMH7IC+aPAqwKbLMgvx73xjypYdC9s9UaWcu5VTkN63IDVK5byTfk6f3WdA/r8VKoftzS7LeoXteGMdRuFlGqjKcLMNRTr+mILNe8UzKrJeSlVLjCo0wmolyxttuMSAy63AUxT5B2Pc52IUjuDDj8Au/W+PsrIPWkhNnIl57ZcamyRoX5idZavnWmJfYDbA6XWmnDLSh1dZ0uhlJpplddDDGcNklS8xdOHHHkePnfiXL0n/6P2XwBx/+KiC8oeAUb74mpVbWVEshBkEndFhoutRbksWmR6OlCaOMODakWmM0rI4Fl6yP+cG3t7lmiyRtK5TKSCMQSpC5BVhlD9C958ED1XtdZAqkELgi30tHGjxRgNmm5QpgFwN+nJ41lAEvdN6Em3e39AEuewGn75lcvuiBgNKytpuzt+ckSBlz6oJgrhkgHCcvklycQWGA0Iok0aBbsp8Pt/o4Tl3GahEbp0IOXogIM4duBkEmcFPTCzZVSq/Q1SNNoQbupr7dwRbRitEby4HuZBmZEjiOxMnUwOyUbCDvrvOCWras/iCFPUSic9uyzh2e+d97mS+NzDQmNSjfoF0JyuXJI2X+3R+W+OE3+CTxMGFX5VMHBFEM7S402xn1VkajnbHYhE5kszWVkuBC3adaO8Xw8Be9LLu43nMRwB956iggUKpBZkJee3VEImzeu1aTbFnnMj1X4+T5Mr5r91BMUm2H7Ci75cfuLT6XbhmiFQp8t4Orunxzr0uzrUDlMkPagZnLDoRl6Xw4pBQ29+pI8ERRXesXHxxpesN8nNwwVFhAi9fFIHhPsazh2IJb2mdP9jS57/b7Nb2i+ycHunX12Y2ePC8hJeGrj5WYmSvhDim8QQ/HYAZl5Wq9rOVLDASBtujTjewE27fc3OaxF7s004CO41BKtb2B036VVPZuJpMDq/gkmev9fpOwTR2qnL37OXjXEWRK42T5YKB8tITdvjHDkapnh+gX1orXAwDObzYK05vQCFGwforIEmqVjDuuSTjz1TKp8hFOhb0HxyA07FoPlbJtijbGesjDbsZ8I+HUrGF6MWNkJKFcsfMTY5Fx0+4Y1x3CF8fQr5BMWQbwX/3ol3G84JbTh5+89pkXI84uODx72CfRhijO2LQ64aZLu6wd0YzUFN2ojOfYi6SUzTYMVzOqZUM38gh8F8+RRKngnqd8wnaOIOnmAM9BLp1+F7wQFrwC3BzEBbCV6Ns7HWE9zLYtLTc2yXz2h8IaklQxKqEY9jPYVT8A8CLgdOmDuidNsjx70tfenpvguTEXGppnj5bA8XByedIDXsHgLGdxi2+xbARGn1VlLyeeJC5XXRIxNhzSWCrTSRVlBW5qf0ucGVRmUMkgwHN/fO+DZK+E3uuI1yZnc4E2undjOcq216WOxskMWcHiSpL2AG0rqVL03/eZPGfvHNiZNLmUkcheKhjKlYQ33RDxmXsMqXBwlUvVFXRCzblZewP4nkRJe27ixFBva2ojIdsu6XLrZSGbpgzdyCVLFRsnXS4sOOBWrn3z26645b1v/dSjzuj3vDLA92wwuG7y1sZZrtwwYVg9UmJ2ySeJ7F7uB48YDp/QXLU146pLFJ5rqLr2R3uOtY/WygklP0Epuzw5jmH/CcWLBwK0q0C5ID0QLkg7EFPJXHr0AA3OAKit8SdnraLXUhQ6NA+6egwueoB3lMDpAbwP7KL51rJ3rrkdenq7SAnamX59cLs9d2KCIOGuR3we21dF+g6eFHb+thyo9q0o9PAKlb9iNFp/BqAi04qw63LjnpC33drio3dV8wm7kiCze+U4su9W7MkUKXsNIP2P+lZMnm/t4uSN4I7V5I6WZEqTaoGTyQGPTx7UpvnYN9VnbLWssqztmGqp0VLmO1SnGCkxjkDEhit2xmzbnPDicY32DImxm8wutuyMl8DTve3JlRKsmXC5cmfGlZcYXFXCGImjXVqJy3OHHJqtiLFV8sqnnwvemqbq0Vdk8IW5c/hB9Y0vPX/399yw7SzbVwlOnHNZbGg6kZ2clGYGISRVX9GJFJVSRjnIW8BcTclPqZQSKqXIboHtJAiR8PtfLnP4bIBxPZC+BbhUOeuBJ2yA6IhCegwAOL+ATr4U93otBctM+k5vNMQAew8AvBj2MwhuO05hBXPnPZte3t7mOsuliT0SYhL+/P4amfFRverlYIA52PbVT9/1NHjB4r2BOdZwZof4K7LMQeDyvtd2+JOvRtR1QpgFhJnATe0qpbLctpCKAYkiQazUonIgNTnQMZWP7HALkCttmxXy85VJkzcna1SmkVL27MgyMwNSxfQZPZcqWmoyJS3QlS3sm0wgEs32tREf/o4mP/XfK2RZSjPxKMcSKex8l5JneqtqyZcMe5JWs8aLh2sIYT3mUQKd0LDUzDh6DlLZ4gMl/T3veNOdD54+M33PhvVrlgPcmBCj5SVpMr+13jxHtTzJxtUlRmqSMFLEiT0pSkIQQK2c2THBQUbg555oL6EUJJSDkJIfUiqH7D0k+dqTVWLlg/JB+kil8CX50ZcgxfLeY+4BRiwsnP05gwOHEj2pUsxAKUYjLBt2kwPbUaKfSSnA7dqOe9uYbHLm1j3mdgbY23djnj0qOTIdYJSLkhJPapx8telLFLE8SbSMvldOhhID+WoL8iR12bomYfeWNk8cLpEojzAVBBLczOCk+Qa5wuQVTQs6gUSgWf6RYoDFi/TkAJs75KuHsRpd24lcKiN3Lw6AW8qB5wLoZpk+z6REaYmWWT5eOe1tl+5IzVtv6PLJ7U2ePODSloo5YYt+cWY37w1ca6PIMjsyOow0gW9XeytdbCtfM9SEKWRikUa7sbXTjS7pxvE9FzH4qfN1HDdmsW5YqE/guj5rJzuMDysL8FSiM3uhXNfYPsReu1bSey55EaUgpFJt88xhw7/47VFOzFTBKYEKUNJqyUDmHSUDxqSCuXsg77VPmWWA7jG5EssYXKlBsPfHtCklczbPmXtg+I8FND1g96qVOXN7TnHkwaWTYEj43P1lFhZKCN+x6cnihhSv4EEpTvKyPHi/xWvQx93LTWtFkjiMj0q+63Utnj1aI8oCOsqjlFkt7gjTu/llmk+wTbDgFrIYFNeXKiv0uB2u1G8ycTJjgZ5JsiLfLg1KK7ta9CwCBiVlL8hUA4Av2Fwpjc5lijZZr4mFPCbZMNnlV398kX/5W4InDgkapkJqHLqZpJpaE1zJJd+XU9PsWNkihD1vcZqP10gEw1XJWNlF6TY6voBOuhdLlI9/5kukWrFuaJpAdXn8UMJrr2yzc6Oi07Ud8mlqgxNB0etYmI6SvIk3xne7GCfkiUOCn/3tcR7fNwR+GaE8XGXBXVIFuM2AlhzQ1z0Q9xm7B2pRjGPrT4ztgb3H4AWLy3wPTCtNHEfiOfkAoALcbh/cbq8U329SdnvaO8NRtnNn/yn47L1VIun25Ik72Mv4Ch6UV2zaZYDFBye2DoA8yBy+6w1dPvH1Di8eL5Eol46UeJnOs0gCmRXNH3mwKUXefaNzDa7zz1q+b5EFXZ/BtbJ5eccpxj4IO5lA51VTXYDb9IDdlyei11GVSYHSsgd0pQWOLloRc2uGFty0p8uv/sQiP/M7mr2HE1pphdDxaTiSikuvtc53bP5fkDsVMwgTaMawa1OLay5LOTcfcGFmH88/dYoo0csBbsxxYHP53rt+b/NzL7R5+bjHwXMpew8n/NPvnOfyLZLhmt22z+rYooNdI1WKlClploBIOHTW8PkHK3zyvmHOzFfBLyEdF18JKnn53Mu7RxxldXfB3gU4ehp7oCOmAPOgRClGHTi5H90O+ClGtfUnODmF9u4VfPrgHmRtV2k7M6Snu7XdlSJve3OcBOXGHDnn0Io963uRcrn+FivSg+IVsigDetiszIX3PNyKLHVIM4eKK9ixtsuLR2Iy7RNqz+bEpbCyLpcqScHiy0YhF7eS7rk0exXOZTeYQeeA1kaQSXC0QGmTa/E8a9NrC7R/t5kVOyVLa00mTE5A+d+1xJFFS6LsAbzYKOyqbREf+7kl/vQbXf78gRpnzlfQ2me27SFwcPMmDJn7k6SjiTNNyY+5ZneDf/L2mJKa5MDxEufmyzx/YvPmn/kXP1J+ePdPdW67cpUF+IkTZ/H9hTd41dK/qVQXuHKXYtummD96oMKHfjngbTc3WTsao0i54bKIXRsT0iRnCamZXRDc94RHO/H45vNV9p+ogBsgPRdfSUo5axcVx0JvO5Jl4C6A3Qd6f6yYGvhbAebl7J17pFUxe88CvJjD5xYFH8eeqIK5LVObgdd6oAcyP1Te1+nFLLY0v/UXVRbCAOG7Nkge+C3L54q88mSoZUAnn+JVtOr1NLgFeZo61MoOP/buFt98tsZC5BFLh1BKPCl66dHlXfBioH+1YHEwaBvsmeJ5gMHzWEDl7x1F772SxbMFfH80Rw703t9yYOs8QM2zMJkSOFoP3LwCV0t0Zlv1Vo/F/Oz3RLz7tjnuf65OJ1V8/Ykyi/MehQ01S2DrxoQbLgtRGFaPaN5xc8rhM1U+fa+k0w7pJiGvvfyyf/PM/n2PkoZf6jH4V+8/Qsn3eOnwOZ58LiVNY6Q0mKTMeKXEN56qEkWGzCT82SMR49UYnWUIY1NSzdDh1BkfLV3wHFRV4eTGp0FguyuA3T8GSs+iP897pTzpD6cZAHgP2MX7AeZWsm8x7QHc5KOEbdGkAPagLHFUPz1YsLerEjwv5jP3u7x8rATSRcgBa2zRAD2gwQsKX9mNvgzcg8HmgF+ksNEmmUOauly6tcN33NrkE18P0I5PKD18KfIeSts/mYhim8CVTG5BbvLXxU4Yg7s4GGMlimNEPmvQnn9H5wSiB8dLiGXAVtKQKRvsZr3YyKCl6bsYpUZpPWAP1qTKIcmsbTd0fDatSvjwdyagYt59c0w7FBQ70yWpYqSimBpT6Myj3fWZXXRwVcp3vmYOJRXzC5Jy9QhpXSOzqC9Rrt2h8DyHcV/idjwOnwlYaGasq4Ec0iQpdGJBM/JY6PicqAtircnyVU8IcEdy/YvosZqv9IDOXlGUEQOgLkCssG1Rg2wtLga2HBg31jP/F2zd091iwD9dANwyt5Oz9mC2pA/yftakyJy4jp1atdTQ/OUDVeYbPgSuNXmJ/kV+RYkyEF+uVA2DAWavEXmg4FOweJI6jNQU77ijw5cf67LQ9omVQycr5JHIg3PRG+lmeyhXSJSiB8cUkkX2cuPGCJyB71GkYLWxINeKXFubvvzIQZxJg8wKA5jByRlcqjxG0H1dnmV58UhpHKlQqWOrpSojjDSqbSufE0OaVSOmtylWmjm0Q58TZ33aoUcY2WlpIq+dzDQUzx5KqI3X2LK5Shx7FuDHjh6hUhvbdPjAoz9x8tQ0nqvYtt4lSZx8r3Kbjml1MuodQ82DdiIIU7tpaFZExuRFl15kb3r6up/p6OeJizy2ZWexbKsR+88HgV687gO79zpn6+K9DSxZDu5iZwMnB3c+zq0vTwYGBBXyROXSRKU4ylYuT5wUHD4VoPERMs+eyIF8/bIMilhutBrcl5Llg0SLFF6fvekxnc4UaeaAcdi5MWbr6i4LB0uYzLMsnlmZ4uTZpsEZjYNdUYMgN/ms9X4cIJetJEbmskXlK0svwFwJ9OLaWNBrba9LweYqszn1YoVRmSFVEifTF435UAMFIoGh1SlSqXlTduIQdj0aHY96y6HZdggjQZxvixKnYISh077AqrE9P3HjdXc8f+fJoyedemiIiKbqoXzj7EJIpVRjfMRW/tIMurGi1YH5eopaTBDYL1ZKRW/unMk1X3Edl++NY5ZnQJaxs1gGeClXsHcP+GJAsgyMRs4BLnujgPv58OXsnW9pvUyWDIBcFYN1LLCLkRO9w0lQKuGrT1Q5Ml8Cz0VKmXu/++AWK9h75biIV5Ip+qKAs5An/WxKphVx7LBlPOYtN3Z4en8ZtEuaOXSlxMvyOCYrvks+yF7kUiUdZHPdb+Y2eqDwU3w2GCXQcqDqKe37TBqUsf6gHtBz8GYD2RWp8/y8MsiV+jwzpL38eb9AZI1atsGl3/pCz7+eJIp212W+4XFhXjFfN7Q6GVFsdwhxHCgHDp3uEoGXvNGRranAjU46tXKG62VMjabcckWLqbGod1LDyKHTdWiHDudmJZ2upBlqSsYyV9a7QMs3MCoudt8ItFxbiwG27gG7B/580qm4WJK84vuB4FJdBO7+/L1i+46VAWVxOMX0KFfnGjzpae9SOeaJQ4ovPVAh7HpQdnCkwC1Wq2W/VSzLnAyQ90V5wov094qU4aBUSRKHoZrDO2/v8vXHOjx1yIOKS5j5ucWhsDWI/kg7cj1eBJ05bMyKzzc50I0RGGVHdzhqoAilsNpa5t9T2mnAfaD3V2JbxodMmJ6cyQa2SVG5dOkNbBJyYOUxK0+RzbhkxaZdknYoOHw6Y3o+pdPVtCNox7Y52RhD2Yt57esy2qGh0TE4jujgK4XRbQ6fbrP3WIlmBN0w4y3Xh2zfbLfauNCqcXZhCKkLAxO9Sf2v1O056MOQvZM+AAQ5OKi+/3r53/MBN4P9h3Jg5waVB0JyObiLeeB9kJveyOBBcPdA7ehcjhSMneW6MMXzYpI44+uPl9l/ugyui5Aqt+0OsFahe7+Fi3Dl8M1eub43/mxApphiCJLMveKKTDvEscOuDSlvurnNCydLRKlHJl1CrSyLLwt08yAzKyZSFZzYB/lFhwFtbFOzMTmL56BWEvte58ytQIs8V55rcvvPQOaZl4LhpSja9/JzldH7W4+5xSCsB+TcQN5eSlg72eGJgx1ePGNNfNvWd3nv62I6oUMYOswtGLTW1Nsp7TDF+fPP3YOQiiRqce78Rg6chnOLGY1Qc/8LKeWyBiOIOg6eNoxWbN65OF3FBRt8Xja3m/4F74O7D3g7eH25XLEAz4GdF3YKYBes3ZcpA4Fr4UUpmFuaHOj5UejtAvA9kGf56zyDovKyvLITaPedEtzzWIlO6ELFRQqBvyIbJAeW1oEEygr6XpGdNkCetRgM9lYWfHRmmTyOXapDMW+6OeLLD3V54bgPyiWSkjATuVWgMHst3zltkMGXf/4AkyszwOT5bJViBEX+O7WyALbMLuxraaXqYAw1yOp9AjArgN3/nr3TY5afH5P/A4Ftth4Z0vzgWxPed2eEMYZaSbB6TNFsB5ybLfPSUYe5My/xdOsYSapxuuE8Ugq6UYoGNk4qVg9LOpGm3nZoNe3M54oL1YrtQnfUikGMps8Ig3TeO8FS9DRpIT2WvR4IKntD2AsZMgj2wWBzwGjVZ+/clDXI3MpqwR6glekVcFxVzDDspwcdpwgsbddOalLuerTEw/vKdscqqaxzUJiLAsuLdPiKauaKNa43YmFQh6/MqOjBwo9RRKHLa/Z0eMstHV4+FZBmLkY6hMLB1TbjIbPic/ssngywo2VGA4pl100bMHJAOuUVSp2fe5OzuRzQ51IMMLWEbEUWLJMrVm4hcp09WCswy2bBmYFGjQJOUlhiXWr6VEuSoSAjyyStlsPT5106XUkUg+t0aLYWaLZagMEpBbZzxnMyhkqGcmBZo96CmcWMhaWUOLUfogoTU37yCi5YNurYLP+yvTHHgz9oAOCDW2f0ZYpYLkeWZVEG9PsgyAe9Ez2JYgYkygC4nT6wi3SgGggulZOiVILnJjx/UvLZ+6uAZ3PfQtnOoSI12GOiQVlW7G2zMkk4kNkwg1Klr3eLMrY2wo6zU7lMydvZ0szBGIf3vTbkvse77D1mK6qpVtZpWMQEuTSRvFIP7LJ1pLf6qgLg+Q1QXAOj+rZeaew10coydwHebODaSG3/2x64B+IrkQe+smdhKEBSrGYrpMkAHSgF3VjS6jgIoJsI5pYUM/PWM54ZCDyP4SGXwFdobXCitEumFZVSh2qpxVLTYcf6hKnEo9EZYqjqULQCFeAcJCTds3ySL7VicBHsLTDLdOkAoMWgJCnA/wrAXl6iHwB4kYp0Brzh+YxwRxlUb9j7oCTpSxNX2clY/ddZzt4piU558KkSLx0t2ZEU0gaX3kBwuYzFB6TXoAYXvUW2Dysz8MYUMoXBqmIxFMhaaLXKMyqZQxS77Nna5TXXWxYPMxcjFJHwCDPRy6TIzM6fEb2xtoPXJde5xT47qn/tTGrBqxTI/EaU0oK/0NLGCLQQdruYXJ7oFTFUT5r0rvMKf7zon5flRa8Bv4wekCkD/z2QZ/kijp5vEqcZl6zXXKgLKrUK1bJHnGic+/baHj6tPaIooNPNuGaHplbusrRUZrTqo4KB6UkDd/yyjVt7e13mLI5YdiqL/V5k/rr3g3MwD0qTvt5eXvBRarCEP5BTH9jRodi2RKnlDN7b6UENgFz1dbdl8b488ZyEI+cFf/T1KlHiQtl2HxU9of3RyIN6clCSrED4K5DnoDxYtmX2wAZcRcCZaUlmbDNEkjiUfcn3v6nDXQ9XOHTO3nyZVoRC4WS55CvShFlffy+/zUR/GtWKLiPTA7bBKIHUVqIU10cXADZWwkjr2rgoiSBWsLi4COCs+EzR34ysZyMYiO/or5SOgtXjmlvLMbVKxlXbNUtNj0opo+QnaGNQX/3cb6/avNr7f5PWmZ0bxnzGqyWa7TJRt8xozaVWcSiXZD74vdh3UeabIvXTdH1ZsTKttyKVp2RvvrWtOsre35zivRzYdlv2037LAkinL0uKXHc/eFye6x4Et+sODsbvl+SLiqXj2KJOJmI+8ZUyf3LPMPjWy66U03ND+kWxqGiRU0VjxaCjcfD3S/qTYbnYrqAGZ50Mvi+G/BQ547xrxhjWT8Wcm5c885JHKiQIhc6bjpfl5nMkDW652ONysxzyy4K8AfDRuxEGb8i+LF1uIFvJxvRWp97Q0V4qtFil8nRgmm91kpBv4WJnXtodL+zeRVFiSBI7+xAcxofK+E6FE2eHOHamzPScwK3dNFUae8M3nAeePT0s04U3X7p1hkY4xIYsQGuPOLHOPC8fQSLyDY8G9yK3O6cJktQ62Yqt4vosPnDXDcoUIfp3d76sq2WsvryEL9XyZgc5wODFNoG2tarYc8a20fUZfEBzq9whmAO+KBMXaUFHJbhOwuFzkk9/s2x7R+WAPCm6i1Yeg4S98vXgm4HUao+5lkmV/gjifk5c9sYha2VZPM0cTObw/td1+OKDJQ6cdUHGGCGJhIuT5eX7ogiX5V8hW54mJGdvsBqcHKxSglH2b9KA0dYlaLMmlrmVLuYj5tXMi1bmgezZAHvLwbAkf6kHsGX3tzckqc535SuaMHJcmeL/V1JvCs7NCpJEYkQXLRJm6gkbNs+92UcOOzUZcn5J8/ATVYyjuGlnxrZ1GWm2IrLtmfJtS3+S2jJplAii2AI2yecI2u2axTK5V8iUXl6859sQK5a15RbZwRFohTSxoB8AuKBX9u3JE1lMYjXLwN0HdAH0PriVsoWdTKZ85dEKB470tbfI57A4eQfNoPYusDsoUxhcileolJUhn1nBiJjlpfuiqtnLjWuF1oo4cdh1ScTbb+lw7NMBcWanE2RC0RUSJxuQKdDzqaxMF1rQ2BK9UXmAWcQFynpJjBRIY3qEI43Ng0sjUMV37XUWWcD3kgl6Odj7KdT+CdE5w2f5JNkk0USxzndtNvkubcXYi2L3bNE7t0kG2zakXLvHEEUOgaOYWwLnsq1dNk1GTJVShPCZGEkZH24jpckHQjokid36L8uKncEkcSroRop2aKOP3tYjBVGZgQs7aB8dLPxclEJa8bdlPY4D80Z6rjaz/FD9Z6enxXWfwXtBpB4Adg5uaTMnrptw/Lzif3yhRlcW4y36wWU/1zyQ2x3UlgWYlvHTK2vwwZSYHljme+fSrNDiA/O+CxYPspR/+q42f/FgmWPTimIcRyI8OkLYbEpho0gHg03RY2tUn8mLVUUO5OaLDneZpwWlWX6denpc2JtACKvZbYVS9M6PFAKhL9bhvZhugL2jxA75CSNNNzbEKTmTF5voQpxBlFtGlDA0QpeTFxTdJOLKKwxTkwYnjFKa7ZR6p8WWDXUmx7oIke96ZhzWTrpEiU83cknTYvyuJI6tN0DgkqSWyYsfgezFMMuYe7CaubKyKUQ/mBSDYFZmQLaYZaze37ZkOdgL5r4I3CtY3OnJkrSXA2/Gho9+ucq5Wd9KE2FtsTY12JdIyyq1A7HkRYHmt44xlxdbWO5HGey4N3pF8Sdn8Ezbhoi1ExE/+h0tfumPPBqJBbgRilg4dEURcOZAz1aAfAWTFzeUMkXqsGhry9laGAvwQbBr04+/ioyKsJ4UkXtTevuZ9qRLP2khCoAbW27XxjJ4p6tpdAztLkQpJFr2gN2JBe0sY9VoB3RCpg0zHYHxJKtHFbWKnTfpHDhTZmmpzPOHq3zxcUUntAN4FkONpsPPfu8cb7muRZYGJKlDlim7VUW+K8HJ8zXmGxXSfIAoKwC9culeCepBDatkv/Vq0MQvVwBbiotZW8pBiaIHgJ4D2hkEe7HVSTrwnOD6CZ+6y+cjn60RZQ5FACILeSIvlievWNxBrAD6t34sL0evYPHBZmTTH4Wscp+K0rb7PnASPvxdbQ6f8vjYV1yQSR5wSrpCogaG1Rdl+8E9Novg0awAdY/Bjekxspa5Li8yJsVzDnSRy5OiCVqYvkySQqB1f9/Qwow2GAhLYZMNUgrmW4aTc9CKBGnegZRoQZJqtAl56w0L/OwHQ3RWpdEKAEkz0hw5nbB9bczEWIRzYd4wtyCo1wMuX+fhuzBfF5yZ1Rye9fn//onAc07zlutC3MxOnTpy1uHYtIeULjOzLtNzJUAMSI/lOcvB5exiaWL+ivcXA7vfgKwHWL2/L2Zvn8xeoJktA7Wz4lC5PPHchMUl+ItvllmKXXAseyMUjqAnT3rfY4X+7t3UfV02AGNxEaqXZycGdGjR/a5XeFN6O9EVGlyjs4xM2u77IU/zrjs7fPGRMgutwhQjSYVHiAUZPda0r4tKalFVLb6X7oEcq8V1HvMUN6Kmx8xKGsTKFKEBoQsCKLR4X5/bCqjV9f24zN4EKm8GLwcOsQhxai2kyjg2rTh21rH/n1rz1hsW+LkPpkjWcnKmxqkLLvN1CDzNqtEmayclwyMKZ89GaI8ZNlRjhmspjjScnytTLXvs3BSzanWb6XnBz3/Mx+AgHZcnD5Z44ViZkZLHphGHzZMRIzUH31O4jgQGdfTyTp1B8C7X3OYigCtp7ZMrwd5j7ALwOWOrwdc5ey8D98AmVVZ3ZzgylynlhLseKPHUSyX0wARbmcsTJwf1suBSmovZ+6ICz3IWX5b7fgWQX5SCY1CiFIGm6OXFZc7ijk658dKIt13f4ZN3ubkbzjJ5giIUxaYDfWlilm2VboNMBzNQzcy1eJ7n1pJ+oJkzsy7AXRBYDvxlK7Wx5836xfMAVvQNVFKCEXaaletA4AnGhuC2qw1rJzsMV1u8dNzw7GGB62iM0Byfdvjje0aYqg2jM48z8ynn6hGuNJSVQ+oFrF4V4GgUzVDxwhEHIwSeYxipCNZPCbas1dxxXYc/vlvyG59eQ6bKSMeh4ktGSoJRVxM4Jg8ODG5+tXoyQ/WtpLa5YXBrvcGto1e+HgD/CjeaGtiuexnY81yxo/ojxpaDO+sNlCzAXUgTz004dlrxR3dVuNDyrDTJ2VuJfCSEECihl92oK0G9jLBXFnheQaqIHtAKYOftYizX5HqlHi/2NMrZvOjdXFXJ+NDbWjz6ks+xGQmedUcZIYi1sinDrLiTCoHSZ/JCKhXsXcgRbfKYx5BLlQGga/qpwWVgN5bFpc3C6MJ0ZURPvxc6n2KFQeQFHPt5cezT6YzjyBJXbOly854uvhch3Zif/G8ef/iXw9y2R7N5dcLkGFyyUeC7hijU1EoZkgxn+/qYqaEIL8lYaFZJU8X4iGbjVItL1i9wejbjD+6eRFWHGCsphjxDxTVUfU0tMNRKdkKUlKKnPXuDegZ8IoOuu36DwwrWXuY6GwD7ANB79kvVZ3A5IFGs3zgb0OAFS+epQSez/7xIC7oJUab5vT+v8fCzZVtBkpa9i9Rgvy0t/06skCkrskPL8P1XJVEGCyIX6fF+PryQK8uH2Uukzofr5CyepCm3XR3zj97X5Od/zyVKFTgJINEIuhTzw5eDvNfdwwCb5+ytRT8XrvNrokye+iuqubnkkJq+Bh8A97LVO785lLTTrlR+jqQofqf9jUkqaLQdICCMFI12QMmPCfyYoUqH731Dl7v3dth70qcVGTa2BRMNRaoVp+ZgZySZnADn+LRmYdEwvRhy5fYWlZIdoTUy1OaLT8BX9k5w8sIYa2uSYV9T9uwGTiUv30cysOOIe1VNlfsTZL/pYHCW9TJgD4LmIvYuOjzog1osN8svA/tApc96UQo9ns+3VnqZLLEjgVNcP+X+p12++FCZKHKglE+/FXabvpVleblSiqwIJpfleFfkwcUrgXylLs9L5v2060BT8LKAUw/4xW3AmaYO5XLKu14Tcu/DIfc9nV8II0ALtHDoGmmROgBybWzxqleu76UFRe47Wa6x9QCgtRQDeruQIEVKsLi+eQ5d91dzq+utFRsh89XA9KqZUSzoKAXCDiKKEjt1t+R7JInLhgmHX/7RJb62N+S+vSMspR6cF4xVYnasM2zfmDE6YnBWj9ldEV7aL/j3H7cVTIRAOCUWGh6kLuurUPMzSr1Nm0Rv06ZiL0nXlb1RxW5eSh/sqFGDgO6l+cwrsPRyoIvBfydnUjHI5sskyuCOx8V86/6MaykHsifSGqrqLbjr0RKHzvt2Amee+xZC9jZE7ZmXXom1c6mxsngxmAf/Vh09y4EucpliBlh8sOQtlpmwioAz0xIp7EhkqR3iyGHHVMLbbuvw1AGfRpTnN7GaKkMQIQa2AMzLgivYW0u7UikjMIXkyLV0L0UoQRRSpUhF9m4Ee031QJZF5UAvcus2/d6zUuVmPolIbHUUbLyRppIokfiuJvQcOl2Xcsnjis0Ruzd2+dAbF3AcmxVKU81XHq5yftaQZOCcXzDMzhnOXlCMeEMoH5bamiSCtWUouXaXAzcv27tK2KGVbr79h1cMj5e9eX/F7JHBjpqVeexlnTBqEDx90PZ79QYYfZC9ZX/Y40q/Rn8qas7isjBTJRbcToI2KX/81TIf+UIVIwpPgmXv/1977x1uyVWe+f7Wqlw7nRw656BWbAkhCYFIAgwCgxEOg33tccLG4zQzNg7jGTweGxuP44CNA2ATBxACTBTKAeWWWlmd1OqcT9q5wlr3j1W1d+3TRxLJxva99Tz7OfvkHd766gvv975CiGxy2a8divyO52oRFpOAF+gQFtDdH7oM3rKcW+YpS7YwrBRK9Pc3lezn40nqYFmKn/3+FvuOOvzdF8zcwmiemTMwwaJTeJTFolLL/gkmtTbBX5L1wPPpJf38u9BZ6pHPCkWmJUFkrUElzDqbmXzmLEYg02vpX9PMY9PKEK/ixKIbCTxH0XIs3LaN23SZdUN8N8G1U6KuYK7uYAnF8vEO5VFFtZpij9UUvhS85kUuCs2RUylP7BG0IwPY4uZ7T+iyp9RqorbR2R5UjRqM3mcPY4pRvAfaPGL3XIL760z5alMf/Grgc0v0Bdn79huDNhx27u4mE2wnYd8Jiy/cEdJsuBBaveiNyFx+izuXi3vfhXSkH7h1D+kDjMLnAbdm8U0M9Kbz3FwpUXBlk2ipBngqSmbRPGMblktdvv+qFjd8w2ffMdlvOme3GKswucyGOVJjY4Bo6QyIIh/kZHuZwhSJ+aJCsVuSirzg7BegaU51Vrp3oqgs0A0ue6gCcUtnRbShhUQxOLZlFMp6KW8fV56jaEXwyDOKYyc1zY7FxRdZTCZgj49Io6okG8w2Gjy2v4LvegzXHDxHFAqfPlE9z7Vz3W0jx9AX1umTnOhxQwY07axiDl3slPQ3q3NgFz8fuD/wcRDcvVRlwGOmAG47oRtrbrrf59adAfiGibdU9LaEHkhP8pPtLM5J3gvPU5Xni+L67Pz77JvocVJ0RlUdFM4sAD3vqEgLpVKUtEi6Fq+8IOKVL25z+Cs2XZWhL8/BBSTKogOmZYdGIVAYcwElTFxVop9DWyr71R6osx62pn+lHcjHCyeHyLawMqCbTX2d1Rc601/JtvyVzlRuBVGSizdl9V32P3vLNYDnWJRLKeevr9OOYxonDW67iY29ZuvI/JE7Ozfc8MD4m0igFtgsG7MYGzI8o3ZXUG8KojhnmRWWDwq7kH3uB9gDXJDChPGs1t4gUEUx987TkQHAF4A2EMEHfev73vWqB+78o20lSDfl7h0ef/QPVVKVnZk9SxVpWoOL+/eFonKw0BQMBOs8BxfPkXsvxvriKK6XuOVfz9IVE/UKhabsE7FSYSGVIkltXEvxGz9eZ/dhhzsfsFBuYh6gJGuJGJAbMAtSrXGzZWNLZBIRMj/JjU13L41Ug69FnoPngcmkJv3XzxK6v7AsTY7fk6ZQubiQ2dY31FlNkghyYc/+Lm4un5zSaCk6XY1tS8aHBMvHKrxofcJlmyNi378hdqbm7b/7wJ0nteb3X32xfFPZSyn5MaWgQTtKSTQs1EPSNMjOnsLgptCrHqSuFiO3GgB33/quXyxaPXBnhUxm1d1LSwp5uCAHuyqcDH2AC6Eyid8UY5iUAz0HuYnih05L/vYLJQ4cdSCQWeTOAZ5bqBTG8lkR1JNiWKKDMgDubyb3fqGUZYBfLQpFZ7+F2AN8nqYIiZb9AVASW6yZjvnZNzXZ/6zDwTnR66j0HqUEhaSrBKk0a3OOzi1izETTKoC3V1D2TnbdO/kHorrq1y5C9VvH/Ul0FtGzlqHSWVqkjORE0ls0L0zGsz0CIYw++OmFmNl2AgqeOugQ+ja+I1m1LGSouvv3k2TXSXt8uEGSSkYqMTYtdh/T6IWUO3daLLR8VgwppoeNo5Xn9AvG4mU6f6J5K9CWajCCFyeNvVRiEKD9ce1gxDbgUWbynAOcPvBFD+BqUbpStL5Ls89TElfxkS9W+afbQrS/2BBLFgY7LOp3F1KmQhrSK9WKn3+rCC8Qrgai+qKNe1UY/BSLT11sHWrTH0+FhRA2sqN481Vtntpv894P2kRe3nQW9ORlpYMSkhiTmsRZipYDvT/B7U9Di/unva8V05Ms6vcj+KJgKHVf0FPqAaFPKcgkocVAMJFZmuM6klJg8ZLVEVMTCzQ7Ebc+7KOx2HfIIz3hs4KUbgT2SFnjWIrZZsqX7oH7nyxR8iWdlkXoWoy4DmJEEPqKkp/iOAZ8ZoRs3gSyaFvkhdhSY9kZL6Q3XTTFYN8N4Oz0xAhGFsAt+kA2T1QPpi+9EyQD90AUz4CdtQWlpbhlh8c/fDWkk2YVcS9yG4Db0JOfK3ZKluR6F+4vBvfAosNzIH4gBckjeM4NyUboZECHQuReknFoordSEiUkUkiUMFNO31X8xOtb3Puox80Phzl5lkx0NlN0s9DKJhGCVEBSALpFgR5cjN7kubfoR/HC69Z7DWVR3UxkCyOFNUOZMRhVP8LnRXvxaiaFcc0LPAh9i5IbMF7WrBqLWDWWUgoj7n4i4u7HPY6dDpAyxf7qPTUsKWi0YuZnE85d4WBL49FeCSTDVcnokGK4klDyE1zXUAZNdWuRJH0O+ADAe2NynXm3q8K0MXfoykF5NpgRJlL3Kbfma4MnQDHSFyN5mt3vF5iWndDsSn7/g1X2H3XRTlZYyj648ylsUUBnyeFOIU0ZbBUu5oIvGvwsAvfZuXj2tuY7rT1Wny5s/hRtSM4GuonkJk0RWpkpZ6xYO53w336yzr2/5tLoZA+4p6ycJcJCG6AjSbQBekRfMUvmAM6+JgpAl8WPS4A8T1FsqUmyFMVWRg7OSDXnLeS+spnWkChNnBi8gfEuDbN6MFU2J2bLVEKB7xpS3UgQ85rtrhGlQmKvWTGF0ja+PYtOjrDQUriWh1I2nquolWKGKhG1cpfQj/DcBKUl9abHfNOji43WZBzuHNj9LRpL5kDveytaA9FbLYrSfbDnF+28JUUhilOM5uR/Rw18tGTOOUmJU8H7P1ti5y7PWIJjDURusj1GJ482YrDvPQDswps7COXnPorf1Yu/WSBcDRSVFHNysSgvL2zfy363RQmTi0spTSGqrEy6OOXCzRHvvLbBn//fClGahea+fHgf6Jjtbp2RopQWJIUnkUdw85r0NW+sAuB7gC68lrlIaN8Rz6jPpoqeZYqddVSkMCd2N4bZtmCuLUg1BLag4kGjnVJvK2brEs+WKBSe22FmAdatnmTVshrdKMH+vte9Es+vcOLIg3z004+y9+gwr7nEYe2yiHLQpVruEPpttGghZJfbHnU4fNzhpecpbOGhMZcVoyI1KMuQU1UHetIZ0Pt9bTUQkUEvAs6grFfxvsyjei8nz81HVS/nljJFBorbl+DbqgAAWEVJREFU7wv48GfLLLRs4worrAJjypSRVu9yTCEdonfSyUV1Rz6lXFx0FhfqX/gEEOgiwgeeeiGKZ5yRPG3um0qZfDqP3hJVOCFykBtdlWqQ8FNvbfDQEy433SshyNCqzOtoTvSM66r600/I/Oezx5cuzRzrj7h6YM+ChjB+QmYyTE9XxlYZFcLSOMq0B1U+Bc8CTaIE5WrM1VfNcuiE5p5HSrQ7HqfaDpUFGAoUZU+xakrzioub7NyXsPnc1/Pi7RdSbzSwu3GA7XqcmKnhyuVcvd1h9VSHseEGQ5Umc60uNzwEH7+5BHKIkzM+Moa5OZsXbfEoBxrPNcB1nEXOCHZ/LcwqtO56m+E5ILNovkRsO/soLqMUo7hQvUjeS1NEirAUu551+OvPlNg3Y5vQgSxEbqvHhcijTV40SXF21C5CdeBEFEvcXSI1WfxUenn2Way+sym0LMq/iz1xqYtRXKKERglpikBtmQI0UawbTvn5tzU4cMJi7xGvuFSfo930yrOT3jxJ+TzPQw/ey+qFJBu1x0LQzR6HJcAVRpXXlQJPGdC7WYtQZSeyyN4LxxYsH5Ncss3iDS+xUKrD8decQdgxH7+5zDcer3Bg3mM0lKgTFl+7d5LhsMvKUZtaSeAgsQ0owXUTSuUWo2OaRNb59J2KRkew99gwDz1dInAcRnxYXdGM1wS2cJlvSDw3wRdGmjj3c3ed3E+ysPOYDV1sK8V106yPnWa5tepJWOvclUBko9pEZvlUtoOiF73SAzl5ftJohEixvJTj8xa///cVvnBriM51KHJwY5E3AS1huNBnTSt7Kq399/ssxiAUUie5BMqfHxvPmbLoIvD70XogVaGYtix1Mx71eWfFthRvfnmHhbbkXX8mOTnvgJv/4wK4dZ4IL34OhbMNIMlaPMVzpPc+maujzlbolCOJLYu2kMZ7J5X4liZQ9JSKwWQEDma+Ug0tktjn4acDJkY6jFQ7VMI2v/v2Fjv2nGHvMYuFjsWdD1c4vuBiyS5xmpIoSazAXrMsBVecGD7avfFks3z17V/r0OgOc/iYRKc21UCwbcrQY0selEOLoYrNSM3Cc03e3XdISPDdOLO6Nhojud5I4MXYbkKUpJyagRSdBQlzeXzgURfP1VywJekpZVU8zciQ4SwnkezTRgdg1c/bIbsyoJC2pqslX7474Jb7fbTIiRH5TfTuF7klPT5FXgtwNqgHorMYjORn/dw3cxTwolkU2ZfKz7P0BM6O5lqbKFwEuOGuSESWrtha8epLO7zhCo+Pf00aaT47i769K6la+oKqs69HColmZDih7Kmso6Y5b0uM68COx5wsuzEc2VRZnJp16MYOyrHpeo7xGkolHUtSUpqSbf6hJY3ejFJZv3tOI4RNsx1yZs6jFISU/BorR2O2reqSqJjLNsbM1VMa3TJzbX3jMyeCE912C1t45/LgPf94IAzd9128derqo4f3I7XPhSuMxYeUhmjluxaBLyn5FpWyZKgC5SAlyLwyAy/u8XVdJ8J1YkK/i2NHCJmwc49g/ymLE7Mut9zjkSYSkefAwL1PO7i25uKNMVpBEitWTMVccmGXC9fHnLc2wfO0iepx/w3O3/58FUtk/fAIyRfv8Hnvh8ocOWODK/pRO09NshxTDMRyPVBE5ZF8MXgX3wZbJ8+TfZ+VZw8COI+YxVH04ObNcwyDepzu/udKS6RWhftZhyXSrBhNeddP1VloC/7pzoA41aYmKZ5V+XPJH1hs/qHnpJy7OeLC9REXXxixciIlTQz2t29IcWy472m73z61BHEMt9zrcXLWYf9Jl517QlLhEkuPxHOIlEWsTBuUTDPctaDZUdj1GI1NO7KYb0pKvo3vGnc8g0/DR2nWF4jsVdTr6fsWHrvhwE/+2H8wHj31ZkyqBHP1BNuSXLDBpRTAQtNoVDi22VD2PUHoQznQVEsp1TCmHMSEfkTodwn8Lr7bpVxqE/hdjs8ovny3w4O7yzy0y+fwcZcotTkz52SQKoQ/x7x4h45rcusvx034zK0x61dGnLs+4opzu1z94g6rJlN0RCGS512W7E+6gmMnLT78uRK797kQ5jllYQ2n8L/z9uCSC8S9VuGiAnMJEJ8dtZ87jj9ftaELv18UUOqdAFoUMoXsZM/5KsWcnKVTFq0VKtJsXhfzE29p8uATDgdO2uBk/+SsHTuNSBQrJ1NefVmbK87tct66mPUrFNUQHEeilYXWgiRyUVpwzeU5DRaQJtpfdV6LKNUcPCHZ8bTDjt0+X727zPHTIR3PJwlcYi1R5MHFpJ5aG52eTkfR8C2jsuYawl+UQL2pqYSa0apFUEqxZESup2sDDI2+CMcN2LIuYNg5Sq0ywwNPuUirzFjZxvfAdzW+qwh8ReApSkFCOYgoBRGloEvod6iWW1hWmwee1ty/y+WeR0PueizkTN1DCcf8O0tCpd+56L0KeUXla9Ap6JQ4jZlpOcw85fLgEwlfuj3m+lu6/O7P1XnR1gidanRaRJgZOMwuSP7y4yXueNgFn7PRWgR63t/NI/dSt7Ma24u6JktCWiwN+sX98KXAXSwy6UfpvA7peezQ13/M65Oz8nSKXxOQdVa0VuiO5qqLIn7x7U3+1wfLzDXpn/z5o1FAqrjknIjf/bk6l2yJGKtqSA01N+natFtWtghtXsU8Zeo95axj5jspoZcyuk5x8YaUmfoC11ze4p5HXe7ZVeKep4aoRyGpcow9jjbODXGqiBJNu6PwvBTfkXiexHMsKiWF681x++MOVc/nh9+8icsvPZ9Gs90H+MoV04yOjd905Nkv/NGO/cm79h0GXwo2LIPxYUWlZFIRN3MiMylJQhhEBH6Hkt/Gc1s8tDvh07d5fPW+KmfmQtqpRyxcZJDpEQoxMPItdiaUzgk/ECubVGu0yCQQVIRWklN1yY33W+w9bnPtK9r85x9tMFJRZuyWUVXbCP7m+hIf/EyJRpo1XHNQLwHfPA0Z6Hfnj2sJhC4FelH8xecA8vMdvfRkMeJ7xfWg/noxPen9/qIbRcD3TgyJ7uXnEp0qKo7iZ65tcnJG8n8+VqJdKOJFDCM1xa++vcG1r+iwfmWMpQRxxzHgThwSZZOmRk6ktxSd/w2dBwPzXre7JoW0Mp6Q7yS85uKYV27vcnq+w1fua/CpW2s8tGeIk2lIV0m6iaIbQzsC38nd8VJ8V1AOLUqBzZbVLtvWLXB83mXvsaN/dO3Ka286evQEkC1VvPeP/5i5jhXvO6Q2zM3Ja8q2xeYVHhtWaFZNtVk21mK01qFSiiiHpj9eLnWollpUSw0UDT73DYv/9Bdj3P34KKfbNRKrhOO6lDyLsiMo24KKrQltKFn5R7Mh5lsQ2OBnnppOJi+QCjsbymSvljT0zZkZyWN7bJ7YbzNRgzXLU4QwxP3H9jj8wYfLHDppZZss/WKyN7WU/U5KTo3N6bF2vkEvC7ulhY/93cKzfYUWC/b37i9yqMiL2r5qV5+xKHOdv4HvLV7pW7wB1Y+SgzTjgsFTb6CmBqa/Wgs8F8aGNHc/5nDytPHTFBquelHE/3xHgx9+bYcV4wk6FgbUqUOcuCSpS5y4xLFLlDhEiUOc5A59DnFiZz6fRqAoye7Hqfme+XkXiUM1tLhoY8wbLm9warbLswdhoWPRSB3TEUmhHQvqHcFsUzDf0nS6mm5X0+16OFbA9FiV5SPi47ufvP2eSy57w2Cc2b1rJ7bj/9yhfXf+9ezx+ymXBCO1FvOtDvuOQjlIuGijouzbSJHiuV0anS4P7RH85edrPLi3RqNdwnVtQjv3o+9PBhf3lfPY1A9WufYhREoQpdBIBPVEkKQJpG1II1ARRsA6RUSarWti/uCXGrzhqi5P7LX5md+r8tBTDqmVp0E5sLONHelk981HIQW+hFDmhrX0bMbdnBkpDaPWyl2acyVZmaveigHOct+nM7M2tPuqusZqvO/dacvF2099Nzir6FAxIB5aUA2w04KI6KD2Sy5sZPfIZhknvsCPz98QZQsefNLlZ3+/wpN7HF5/VYf3/HKDratjRKTRCZmSlkOSGGBHsbl14wzEvU3/vkNDn0Zc4BJBb/ItZW76ZbRpAq9Lu9vl0WcU/+fzVe7bVaPeKiNsB1sIymHE9k0tyr7mwBGbet1lrGwjdcrrr76U73/dlT/fbHU+sP3C8/opCsDoSBXHLTF3EuZPn+CrO0JmWzbHT4Xs3OWzZirmz3/5GKsmOqRE3PSg4KNfL3PTAyO0VAnXs5koC0p2X1o4j3riLGD3T61etpfJJaQKvFTTTUykSxE0tEQp21wzRdZjFQLtap581uZdf1EmBW6+z+XRJxzS3rN6gbxAPsf3xGCG0evQ5OnLQPP77Mzk22oTLvq8N9gp/EivUFy00Kmf64/qxXOD53hUwjD5Ljwv5h1vaXPLfYo/+JUGm1clJp6owuSUvuNEnDh0ItP6i2KbJLFICwoA/dcue/1E8Ws5bzyjc2Qy1q2O2Z5/8dY2F2+tc9ODDT5+Y4Ub7h+howPWTjT59R9osWZS8NAezYHTxubya/d4CMejUhtB2K3eU+tBoVJycAJ330yz+sxXH1i1bscTKUnqMDEkuPoCizXLNL7dQcvj3PCA5Df+bpI9h4aolB0mXEHZUQS2wrP72/TFvHapF7UIiDyvVNoIMDqx+UZXaVqJGVEveVhw+LjF1+7yGB1JWbEi5ZnDFtqhF0EGUFS0WHmOY/FgZylsfFtA/k4O3avEB56KybX7Q5+BXzn7j/S4O2cdNhw+ZLFQl7z2pV1WTKUMvujFhN+0HePEohM5tDoe3cgiSWVPvF/3Bve6EMUH/1Qe0aXMTQpSXNul7bq02h6B3+XNVzTZtnoeWyd88f4pOu0aN949xpplgsmRhCs2dojiiMlawNQq55lu5O9L07j4tMzhhiu58eav3ujYo5/YuGr6v506foihisWycZtl47BldYvQj/jyvQ7//R8m2H98mKlhIyVRchS+DZ6jce3cyq/vw9Lvz+p+MSVMibe4E6G0kdB1bfOz9Tj/A6lJTbQROMvFRMqe5ife2Oa3f7rJxETKBRtT3v2+MrsPOGi3+Aw5G9wDJwD9SWUBxCy6/1wDyqU6Kt8SfikUj0UcLComodclPBvEi3A7QFjrveaDPywsEB48fcDm3e8v8+mv+UyMm8LuJ65pU3EzqorQJr3RCam0AG18gboujZZLp2uWm4svcS7XnF/5ztZCz35OZo51tsKzFa7r4LsJ7cil03VZMdbid36ihZKzPLTb5dadFltOS5aNuSybcAm9FlosY2yo9olDz9x+48uuev3ZAAeYaTiEgf/VQyesN46PlC7YthbOWduiVllg34kO139Bc9PD0xw6UWP1ENS8lNDT+I4xIDNb9SYfLe7OKQWp1pnkweDZW9QHz4cuRl0U4lTTmklJ6l1I2pDGBuBmIxZieNNruvz2TzeYGlXoSPDWV3VwLM2f/EOJx/a7NLrC7EOJ4tZ28XY2Kgem0wNv2GKQvPDxvKB/rlE9ZwN4MegpDLqer6fevwLpPiMz34iyoRFJHt3l8Cf/UOKLt/toF06ckfzB35UZqWje/vo2QguEYwBua42XKnwfktTn8AmX03MeUWyYjRSLXqkHZgt55yd3dchNt/KfNTu9Cs+18d0U33PoeiYFWjbq8Ds/1ubGnce565EqD+wLGDrqs2Wl5LwNHls2iEdWTsmvRt3Ba/0AwH/o+1/N37z/f929ebnYMVROLxiunOauXdDqptyyo8TBkwE2DutGNBVPEbgQuALfFXiO2bSw7cyKJGtgKGW0KqLcAUL1X/ie72XegcjtUIRpvU1PpFx07gy2nEHSRUpDpbzrMYd7HnNYtzrlR9/QZmoiRXUEaIUt4Y1XdVi3OuETXwx5/6dLtBMBjjLhKn+VxfPBongSLnkOLFlHLPkzL/D154zAz8U964H7hR5/sTAYpCODRjqaViL5q8+W+OQXQ5581ibOn6sDx09afPzLAZefG7NuWcrdj3rc9aiD0gIhJFp7iNTFSl0EtsnjZX+lsaik0BtYZ8EuTgVRYqabvZMim0i6tsR1tJmcexYdz6Yd2bS7LsNlnx9+WZcrtta5+aGIVmeBBx4PqXeqNCOx44En7r/7t3/rt54b4ACvfEkVS0pue+AI/3SDw6HjHp5tUxKSrZNGk8O2NL4reuD2PYmX6aM4mZREJkpEkkK7m9LqGF9xqbIpVdZey7sN+YlhpqZma2N6XHPOWs2y8ZTQ7yCdCG0pnj3u8PlbfbxA84pLu9Clx5HQiaFaXrQhYuWPm3/2158t04wkxsdDZmnON8leXApgz9nvFgMRXhd/54X+lT77vl7q73wLR79rkfN1DBnNthTNjuD915f4438sc2bGBi9/4NmD9TS33OfygU+FOKHmC7d4HDjumg6U7SPdEitrNuetUEyOJASehesalQWjiyMyn9K+h6YJeIJOJGi2odVVpKkp3qVlrv6eLXBdI8AZeJLAswi7knbHZr7ukypzply2SeG7XTYvj3jyYMJMMoleolI7C+BD09dg2VbU+Yai6uzninMshsoGQE89m3BmXuM5gsAzD8B3LXzfyhSuTE/Vtc3ZaEkjxTVTt4giRUS//2vl2iqW0TZ0HIlrC3wXAl9TDRUjlQRL2mgdIGWMZ6c4XkqtrHj6WZvRIUUaZ9E5X5/LeEJKacaGE97+hib3Puxy16OZEmgevbOEMPvxHoBesAZdanIpzv58IJcvpjX6+fDeH+r0/9q3gOqBwr1/lSpuS0mhEJ7m4T0en/xyyJkZB4JCO0jnRCuN7aasWJYyUlN8tBHQaFlG25iQkhOg05TZutGBLIeKIA90dv6eCtKeypnBA2jSFObritl6jFJGXtkIShkBKUMLkXQiI+EWxYIgtvBcxak5yVP7zfs8VA4Ig5SLt67jype/JkrThP/9Oy8AcCWnKVf9Xz9v6/qtU9VDV41Vj/PIPnj2pM0zZ0JqtqAcmKXP0DcErNCX+B4EniJwFb6r8FyF76aEfsL+Y4qn93sIAa5t+sQG0Cbqu67EczDg9jRhkFItJZSCGClUJiMgERoOHrd41/uqfOZrIedujNn5qjYvOT/tEft11hYTWqPbKResjvmVH61z6n2SXUd9cFOMEU1erJrfKZ77egncLOoMntUdesGOyjeRuPfya/KmZEHieHHL8Hn/he7l3MXILUWKdBVPH7L5s49WeORZz0zaZDYvyE8KLUClXLg54WUv6nLehhgpNb/5viEOzngIO9MsBFpdzULTiPYkiSJOjJSfm0q8VKIccDF5thHp0fhewo49XZ49Jih5pn7zHIHn5BmBCZgd36LrS6LYSEn4rmLV1Awn52MOnZTccV/AxuVD/ODWdbevWbX810mbZ70mZwF8cjzg/37hy3XQu+94RF1Zc4T14G6LR/Y7rB2F8oSkHNpUSjblUFLyIfSVuXkpgW9AXQkjhqot6u0mN3+9wsFTDlNDRqFISoFjGWCbyG+4LoGne8vN5SAm8GI818g92HbCyTnNb/9VjetvLpN6kkf2C+56xOUl53Yz2TKbXAJMYDjQNgk/8Io2ZxqS33mfzclmZrZeaE9kUH/+WPlCxeW30UHRS93vXRKeq7u91PfEwL1Bmm+fK2/bKacWBH/yjxU+d2tolq6tbOk6B7hWJs8Tiisu6HLhmhjdhbe+qk2iBO96v8PxekBkQysWtCKBY5m/X3SF6EmzIZE5Y8Ix4/apsTYvu+QMD1xX5sBMibEQaoEyWUEW5AJP0IkV3dgiSiyUlriuxeiQw4+9doFHn/EYH07ZtLqVnrOhs3vvk9fVN2572wsDHAzBpdNqvXN6aPxFKkouvGRLxLFZmxWjMFazGaraVEuSSklTClLKfkoYJJmmSsxQpY3jNDm50OY9nxri7p01NoyYl9/oPxcvRxB6BtyBn1LyFaXA/J0wiPDciMDrYnsdPviZkOturhE5bnY5TXhsr8uxUw6jVTMmNnxosu36FJ0IXDvmNZd2+OSmLid32NmCbUp+Ke6XXovA81xhWTzHp99mm3BgAXkxwaT3hzWLgX92JC8Uz4vSEkuazakn9njceF9gpDIspz/ZzclvOgUVMT0ecd66GJ1KosgBobn2VR12PTvPez/iEVse87aD182XhLNgoVWm2dJvT1rSeKqqLP8TAq7eDp57gj/61DCHZyucbjqMlDRVT1PyFKEPYVfT7SriWJGmNmDjWBVcJ+buxzxU7JMk04+1Wu13Viv+kq/tkgB/+1uu4cG7P5NuW7Vaf/HGZ9h3WHPOMo8VYxYjNZtKCOUwpRKmlEOTSpSDLrVyh1q5RTdt8bk7Lf7x5nGeOTLMioqg5GtTeNhZeuKYfN0AWxN6KaXARH8DcEPBLQUtwqDJTQ84fOrWEbpOFWzHcE/SmPsej9hzpMNw2aUbuWgtM0Eh07PFgrgDq6cjfuTqFo886TMbpSaKZ8Vmkbj0fMfijkqubDWI7m+PcLVof23gS8Uic0lS1lkPtLjA3d9Rne0IPnljyIFjnnFulm52M0ZbAtOJUrHNhuUtLjtXEcUhrY6HQOMmET/08i47np7j6ztsGlYV17KMaoIw/9dMYJUJNEKZNnDWSIgTc2u2HWYXKrzi/IR1U6f4xC11Pn37KHOnQ4ZDyXCoqUZmyaYTKaLYfOx0bTpdmygZYtOqBQ4cV7TFGn3vY3b6cz957TcPcIBlay6n3el8Slp7N523+kxpatREWykTHFsT+imVIKJa7jJcbVMrN+lEHe58Er58f5mv3z/C/EKJVSOKsbIi9PJ2ooXnWFmVrAk987dCvwjuLqWgQyVsUS01ueFBi1//wAS7Do9g+y6BLbGlpo2DdNvEUYlG06PZdjK98MyWpLc2BVZb8YNXtfnMTR1uedhBkQG8kKacBaglMHjW6uhAb9xE2e9kurkUqKE/JBGw5AMsrtb1J7H99EQLxY7HXT59e2jYbcIFywDckhaeNIYQUkiaykNZAZ1OQL1RptF2sGSK68ZsWN7mf/98g3f9DXzlAYs5KkgkQqj+A81e0d7SiBTY0gS1dlfSbNvMLgRIodm8wuK/XNvg3DVHueH+Enc+VePUyZCh0GK8pBkOFO1IEXYUswsph05Knj5gMT1aZduWkeYrXn3JpxzX5+ee4/V8boAvW6H3PnH9X77ldWve+YUb9pdsP+bcdTEzc8NoLKqlLpMjTRy7waHTXT5xm8XBUyVuuH+Ik3Mlhn2L9eOKoUBRDQQlX5qui2cWJ0xRqrOcPaVUiNw5uGulBl99QPDbfzfBriMjhCWXmgsVJyWwQZVgaqzCQt3l+BkzIHKzXVDlFApOoUhESqWc8v0va3PPwyWaShnVyB4VNVsueA50Lx7fnzXlFIMZzTcNcr3k3SV+RhQe63P8kSyK5pvxPfagVHSF5nN3+DTqjumEZNHbtizKlmF4+paZICtPUHVL7D+8nLhjo9F4ToLvRSSJxdppwXt+toEQki/fL5gVZWS+sAw9eqy5epAtm2dXb0vi2BaWdBAERlWt5vBDVzV51fY6NzzY4tBpl68/VOPQiTKnGw7LhhTDviJGMdNsc+H6DokQzKorzvzTbbv/8p0/9vrnfOmel5aU+ueQRgu0ogd5eM8ZntoXsn2TzcaVbVZMnGHP0TZfut/hth0jPHKwjC1dSpbN6mFNzUsp+5qyL0wxGlgEfnbzTN4demZ5IvQSQr8P7mqpRbVc56sPan777yZ44vAI1dBlxNdUXEXZ05Q9qISSVVMlZudLHHEjSmFM6MV4btwDQU8QSKY4OuaSLRFTExHPnHTQeQTvSTMsDewlEftNTHG+GZCf3et+PiAv8cuLx/OFj/kytiUVB09a7NjlZTroJv+2pEXJgrKtKdkK39GErnltxwKfXfsrdLsp1VJE2Y+JE4s0NQsT65cJfv+n6yDgK/fDGcoIIRGo3tWDDOR9SnE2yJMSIWw0GGPh2KIRegxV2vzQVR1su82br2hz40MeX753iL2Haqwdkayfllx9mcC2U8rBKFe/dDVhqcY7n+clel6AR6zuHpt9+ueCysrPzB+ISqVamWVjdRI9y59/XvHl+8c5droEicNUSRA6mrKXEjg6A7EgzPY4w6ytGHoQ+v20pBScHbkrpQY3PgS/9XcTPHVklGrJZczXVF1FydOUfagEgqGKJPQtWh3BfCPnPeS93z4P2pIpyrJJIpvN6yMu2NLl2WMBqW3SlIFe+BLoW4otmH99aSLZN3s2FL+vB9KRHLwDxIICj+f5x/M5uEyBiaV45GmP3fs8oywgHYS08CwILU2Qg9vRlHyohoLQEzTbktNz0vh1ppI0W2bIFxrWL4P3/HSdVAlu2AFnRBmzLaV674WEnoKCAbqdLYhItLZJlSBOJJ3Iptl2CP2QwItYN9Hlp17T5fsuOc1XHmzwhTtGOTZT4oJuCd+z2Lphsjk5mv7c0MhU9/le2ecFeMk5rbafs/aB9VOvWnjmkV2l6bGD7D+V8Okve9z16DiBdFhZgcDVuJYZkzu26Wd62ZQz8EzUDn2Lki8IA9MKDIMlwF1qUQnq3Pyw4l0fmODpI6NUcnB7JnKXPCgHondFsG2RbV9LupHEseyMK21nqloWqWX1LLA9D0K3X2DmQB6YPhaAtCRuxdmRffHAp7fvyQsfehGYB785+MV8D/OF/nK+oyoALTTtyPjc4BhuvBQSv8eBNzx4zwHfNp5LUkKcaFodiWtbfQWJRQX5umXw3nfMoz+guelhwWldMiDXqlAHgCTty9sJs4+rlUWaCuJY0okkbsem3kpxrADbUvhewnCpy0+8qsG6yTNcd3uH677hs2oi5LVveP3C0NDqB+bnFtTzvQ7PC/C1K6ZBWKdFN7p2+epzb7vlnjuc624fodvy2DwG1cCMVA1BypCrDGHfTCW9rGkf+hZhBu5S1ucu+SlhDu7QRO5yWOeuxxX/9a8n2XNsxIDby8DtGnCHvpmi+p4pWK3MiDFVZhiUpIIk+2gXfN1VaqFsG19J3v6aDl+4W1Hvnk26Oguoi7G+VLOkB/LiHmbO9n9uIC7ZuSkWlcVuSi/AD5q2LvEIe3/IqPEqGnXBx27w6cpci1FiSyM04GRMPidbtrAsk06AsYbsRtDuyoz+bGWdpP66odawZhL+5Ofr/NL7JLc/CmeEAXmegxtFXpHVBWn2e2ZJOVWSODHje9fRWJYxe1XZ5nHgplRLFbat6LD2bS0+emOTtWsvj0+ckddulSOnHX/4eU/05wW4kDbt+n6Wrdpw5ORs9MyT+w9uPm953PNNH6vZlEOYrSsaLbM2ZuVbLJaxNjEAh5KvKQfK9M1Ds7Bsbm2qpSaVsMHtjyl+9X2T7D02SqXkMOppaq6i5GpCzxC7AlcM8F5su98dNtbX0lxOe9slsrcrqDM5ss2rEjxHUe8snekO5LHFtOc5bkWQ97sqxsX3hQ69KHIPpCIM7jzlUm49cPd4s+Ksk6Wnry403Viw65BjsmPRt0fMlV2t4spc9nyVNiP1KIFOBJYlC96gbv8hZafSqgnBX/6neX71rxS3PDzBaW3Slf6MOC880z7/H7MgEacCJ5Y9MwUpYKEFc3VFObAYG3LQ2iOKQ15ziWDNlk3PVIbXHHnkyYNcuG31876+khc4pLS447b7DiRd8TNvv2Yr01MN5ruaZeMOF5+TMDHWpNlJsG1JpWRTLdmUApvAt/C9rKD0NaUgn1BmffMwohy2Ga42qZbr3PG45lffP8W+4wbcY542XHMvA3cetd3c8MqkJ3b25mSiX9kUTfQpmTrf8jblj8pomgPqTEud3ItBXmij9EE9yGf/ljTCl2AO9hYYyONvP5IXi+BB2WXxAj38vBYR5Ct8QooBUcyiVHSe32uVbbQnmigWdCPT4mt3Ja2ORavj0Oy4NNs+zVbAzEKZFWMBf/rzDV5xwSniToNTTc1MR1LvCJodaHY1rY6m3Ulpd1I63ZROpGl3oNESzDVgviGIEigHHU7Oz7FjV8SRU5ow6LDvWJ1T7YtQifiZg/vuPmBJixc6XnC5yyutQus6UD624+HozhNzT750xYjmyguatFWdL90iSdplzlvrMj5i40jNQkuQpCan63VM/FxqIqYSdimHbUZrDeZbTW56RPK7/zDBvmMjVEs2o56h4/Yit2dsC/18tJ8Rsxybnt/PwNIEBR2Q3PM9v5+3A/thcElkL5XlFumzgwsO4uxIvvh3so/FdKMIzAHwUuCfLBru9K8lz3GiPNdRkMsQ0HOvyAVGF29fmcUTRZwIosTCikUWwa3scdpLKN4KVk1I/uSdDX7vI4r7nko5Xq9mpabqDZ9yC5o8HRLCIulqGu0Ux9KMD1tcsClmcmKBv/+S4u7HQnzHZvvWIbZcuPbO7dtfcmxhocXoUOk7B7h5bSrcfteOvbYz9ZdveNn2l546dhu7jra5+wmPuF1m2yqXtcsF65Y3mGtEHHqijGc72IHAc5UZwQcJ5TCmnIF7fKjB0Zkm//sTHl/aMcZ8q8ZwyWLEV1Q8064KPQq0XKOF4WbR23Fkb+FXyn6VqHuSBYOSZhTkE5YgtA7UlT355gKnY7EAfhE3Z+mDL1WEPkdEH0hP9KITYAngmytRX6tQQ/95FlKa/vPRi05UUUiv9IByV/57OZckVZok0USxzhZY8hPZ6r2+RUH+TCeYFeOCP/1PLb7+0FH+8GOKA6eGoDcM0j0nPZPGmkWHcpiw+2iHekOytm1j2yW2rRP88Csb3PvkHPfvCrh23ctYOzX6lwf3PLB3/eZLvxnofnMAB7jw3JXYzvAD3VVnPv+pL61681duPcJ4OeSyrTbrliu2rp0j0nNcf3eZmVMJ65db2LZF4OoeeaoSRlRKbSaG6xyfbfL7Hwm5/o5xUrvCaFky7PXBnRNvTNTOUhPXgNt1pfHstPM8su/hczY743ku4QW0Cuit2A0wBpeKyIu+JwoIXqxT+IJHr6jstwp7UXtxq3AR6vtFZ/Yx77Dkufki0BefQy5P138C/cdjCFPZgkqqiROFzPUce/5AMrNVMZE8r8uM3aFkuCb5oZfX8eyjvPtDmgOnh8nVa6U0HTfXNnMQS8KaaUVQqvPRr1uc3lum1dXUmwHrlzu86qIFjjZX4w5t+Hx1eP0DHb3wzcL2mwd4bWiCqL37QDh1/i9b1tPWpVsbb5yqxaxb0WVqdIav7uhy95MlTp8ss2laZksLhvpaDnNwtxgbqnN8rsHvfaTM9XdNgl9iMoQh1+g8hx6Ersm3/Z6TcpaWuKawdJ0M3BYUXdl6TYuzWm494uiitzn7mNtyUIi+YhDIS97O+r7GRKpBz/rnxPaiiK10xukbuOxnjAKJUR4YuDL124Z9slghN3+uuaoQ9Ljihe8WTySljMJBkipkkndMjACqEd6HVEuzRZ+DuwD0JJUMVSRvvLyOTo/x7n9UHDgzAkjjtSM0jq3xM75Jq21z8XqP6R+Z4+6n2tx07zAn5zQnzmg2rBpi4+axL5576aW//OSRowe3b1rx3Qc4gBts4uY77zm49ZyLHj90dO6Ntcpu2kmTT9yu+OI3hilbLusnJRPDNtWSoBIa/cJqKaJWaTExssDpeoPf+8ca1905ie2HjAdZMZm1AX1P9ADuuVY/53YzEr3VB3duCrrkwu9ZwXzRF3qVYK5ulQnnMJiTUkhq8q6I+XkxmJbAALAHEL4EyjOXkrOj8kBRqXvA7wNeD6Rd/ZNgUTqmCxH9WzkKBW/eSYmF6tFg8+I9SbNCPs3sAbPiXqUFD08tqCqLN71kATjB73xQc2RuFIFECpVJboPvJZyYcQjcKutWwKar5xkpn+GeJ8qcmrd506ZVXLD9wseT+bsPbt905bf0dL4lgAOUqhOkzso/esurn153+PDeH/qbz/vMzoasHhKMVQVTIw4TIxbjQymjtYjhaoeRaoNyaYGd+zr8/VeHuf4bU4SBx1hgetwlT2c84Czf9kwx6XtWFr1Ftg5ltkPylCRvKeVEoxc6+uPr7DPRL7oMl25Q+H5Jq+7C959TXln0T53B3ngfQ8WPCkOLUbl99gDQF91yDBYlk4tFdS83N89KZ20RPdA1en4SQM7QyReESTSpUiSpyZuTxCJOCiBXsgf8VAkSBUkqsxPBjPffeHmdND3FB74S88SBccAhN0CQMsHKxvdRWmN8yOeqbR02L2/xlfurHGls/tQ1a7b+EdHxbxWu3zrAL7tgPa0T188HW5f/5Ac+Ob185dD8lRetSjhwTDAx6jI9ZjE5kjA+FDFSM52SSjjPp25X/M+PTNGKh6iENmO+opKlJEG2g5n3uE17MQe4WWPLixErKyiLY+vi0ONsvlRfID/fKG91TfvQdBX6l8yznIwpAFoWvGmKgJfFdqH54uJiVCyxuawLkbKYcyudgz3r60vRcxnp2Zmovktw3hbVlvkfqlD45bYmQkDJf356cPHkLCJda02Sgk7ML8jMcsRN+uA1QDe8ErN9RQ/0SSJJU6Oh8vrLGlx96Wl+9yMRn755mlT5KK1IlSJVEaly0MpGKY8DxywmRsr8+Otqd33pyU0/+Z6/uq/1W79w9T8/wAHCyR/giSd2tn7pZ74/uvcbn2Zh4QAnZidYMSFZPd1lxXiToUqLSrmN69T5+E2S//6xSaKkxkRJMOynlD2yIjJfU8rbgEYeN8h66L6n8V2N52pc20zG4tTs6SVp5t8uReFN601azsqnJZpEa/7+iyELC3ZPu/As0ymWjtwD3ZLFXRMhCj836O/YQ1AR3KKQmfRSArJ10YI3j9Im/86epxrIw4udlAzouatDdj9VkqGK5qff2OI33l+hq1WO3eckl+V2gXlKlqSmH56k5vk4lsZ1BV6iSVNjVZimef6dpSyZO0ccS6LEbOV0Y4ehisP/+NEFLI7wiRun2NsNONMUjDQUzY7Z0axV4HRjjtRaxsvWvDn6qbWide653zq4v22AA5xzzlqUUvfvfOrCy3c82Qm2b9ZsXl2nVp1nttWhNdfGb3f4xpMu7/nEMlRaYXVNM+TnKUmfs5Ivmvajt+gNiEJfEXgpgafwnBTb0kSJxbHTLlHct5xTqUbbhY5BjpxeRDbEf21pTs1Z6FSAawrC3Nl4wAKPfBJ4diqST/TyyD5wMvRsv8VgTr7oGEg7RAZuReZqppE6B3MWyQWFllzfHLYX0XU/eques4PJg4UlGK+lyNR4ZmutSfO0ZoBq239+Ob1VCogTmFnQREmm2ehoglgQe5mnfKqNfHJWdOZRPU4E3UTQjS26kUU3sulGNmNDFr/5HxZw5BHueaKCcFykcNh3xmOupWnHkos3l7obNo3cVRlZd78QLziP/O4DXIga8/Pt3/6+V75aj/nP/OrOJ/b6oyPz3PKI5rrbxti4vM3k8Ck+dusEKqmwdkgzEhomYL6HmUtMuL31NYvAF73BULho+lkJu/heh2eP25yZH6MTeYS+eW9sOxvmFFKXfMxe9LTvdKEd9f0xhZB986nFIB/Iu/tqskIMFpk95di8V1xIU3qfLwZ4AeQqs/ITWXqiM0DLvHDLPN11phZg7LsX+WMWWnRFeoJSFiiL0FH4fko7VaZ41MaPrRjFRX41kyJz9ZAZxTnm8HybZ2Y8QkcyFJi1slLmKZ+mZrSfg1xlebiRdpO0HU2rY9Hu2nQimyS1mBiW/OJbZ5kcnWekPMy6abjurg43P1zjXC/imZm1Z/beq9782jdUG982ur8TgAPUaoHav/tv312q1uJIrPiNT93adu99fIi1QyXefKnmaMPDkwGjFc1UVVMrCUqBAbOdSQrnSqy5g0TgaUrZaL8cJJTDhErYZbjSZqg6xxfuFXzlnhGqMma0ZiOEZaJK5uvTD0h5ztiP3o6bsvMpm0ef9khts2wrpbG4Owvki1Vx5eL0hAKwByWQ8+/l4C5WmcXcV2FArTLEC21acwKBkEYJTIp+ztzLrQsgN/ybQaD3W3kyM4K1OG9rzOb1Xe57MkU7ilRb/e5ML2j1H7ttG6LcUMXUVC+6oMEX71vgS3eP0owcxksqA7fZw+ynWrrAEuwP4mxLErgWzY5FFBvSlufG7Dtic/epKd72UslbLptnpFpn4/I1kfKX/X1bBdF3gs/vGOAAujscXXnR0B+eOimiT3y5/j/PX4l87Ys7jI01+PAnqtjaZvmIZqwmGSo7lEML1zFvVJKaF9e2RDbW1z3eSjlIqJRiqqUuQ5UWw9U5PnuX5o8/NY3qljl/paYSpMSxNC+yEhTzE/NGqQInXKF1yoO7XE6c8UyvUVo4JlPpkY5y4lF+qZaFtCP/3BKDPyPy6C1Fj9iffz7YNxdngTxVZw+YlDDpSpq1q6UyHvImkufFpR70r8+AneqMt52xKFNlEac2UyMRL9rc4f4nE7RWJBqSnMJQeEC5lJ5lSRxH4ruaWhm2rfU5b+1JXDviU7dPkWovA3bO/VY9EpUpdiVxat6TJDVfdR0ohzbdriRVsGY65upLGvzBR1t8/KYKr9pe4SVbAnWms+p/Hp/Z8qdl98x3DPAXZqu8wPEXf/0ZXvTSH00sf9nMRZuCn6t6T8mdBxrcuFOy79kKy6oWK8ZsxoddJkYtJkdgelwR+IZrDAbcfsZZMVv1KZUwoVqKqJbbTI7Mc/1dCe/5+CTNVpU1I4paySxTeF6ev2sj/umaXN11Ujwnxctc33w3Ikkj/seHKuw9VQI7QFoOoSUILQwnOtMDdyx6uuDGlVf0BEVzmTmroP9tZZQBy5LZxkp+o5+6FJKUAXOpJY7FhWzxJDN5vh5k/xU/5hbpxZtQeFZCuZTwqdtKJMpFSAdPGtMBJ3vOjiXMMnjO+/Gk2W73FULC5LDiinPnObMQ8cCuMtLK07u+f1FP5D/b74wTxbHTMadmEzqRMpqTmcSHwGZqJGXl1AKVcoPH9gnWb3yZuuyi9b+ycrx99K0/8PpvBoLPe3zHERzg/HNWMj62bM/Bg/Y75xqdv95x5wPy0EmL1TWXtdMWo0M2YzXB5EjMxEiLTtzk4G6P2YUqpcDBsgSeYzolgafMfmYYUQ47jFTrNLpNPnbbBCcXaqwbMYvKTpbiiLxjwmCf2pK6pz1tyRTXiXj8Wcn+4x5aGAkyWwq83KVZFFwcCrl4MaKL3NmhAK68IBtwdOh93u+i9IvKYpsua3mKwZF6MeorYSK5VCL7mA118jSlOCbXpsBLpSSVFqlU5nPLQiuHtZNdNi9vs/OZEOUoA7Ss85HbAC5uW2oNcSJpd21mFkKWjXf54Zc3+dp9s5xujGJL2bNmN4plqifFZ3maahm6osPOvSlHZlwmaymtrqLddeh0A9Yth+0bUyaGBJduv0yNT65/Z1jduqejjn43oPmdR3CAP/vz9/OGt/xEaq+/cGe1+/ic0O3XNebabN/osWaZRa0imB6L2LBynkY0w59cZ/PQ0yEjJUmlZGVLDNosRGSkrErYZbTWpBPX+R8fqXDjQxOMhzZjJW2WmEOZrcBJAt+kN76r8D1lzGm9BM81+5me18X1Ovz5Z0rc/lCVxAqQtktoC0oWxjYli2R5BM/91K3MySGXm8v3CotuDr1onkVwK4v4xRMhP3KQq2IXpRfJxSKA59G7H8Vzq89+5NaFdKnPrOxNZmUe8TXlUkw30tz8QICyzDa9b2EMCzJuj2OLXuHvOhaukxGibJ1NjgVrpiOWjTW460mX+XaAb5vFify1crKlF8+VjNXgldvrnL9xhm88LTl80sERGpVqzixo5hs2WmuOzU/TSpb/57e+8XUfcMX+ZMXqrd8VgH/7/ZdFxxUv2sJ092h63vY37jtv26vrV5w/wvDQHHHapOSnrJmeZ659hj+9LuTI8SHWjhl1LM+VOI7GcTSek8u9RVTCDrVynQ9+zeVTt05QslyGA9Ni9F3wsjfCzuSarcxixLJU9rHvslwKIu570uJLd5VoKx8sF9cShLKflthWXxV1cdHY884Roh/VC9E7X6TNwd6nEvRvlpVxlbThWSepIknyQk2RpH313VT1uSC5zHBeYOafp4Uhz0D0zm6JskhSizi1SDLvHFu4XHNlhyvObUI7JlKarhLESpAo0fvfqTIa7UmqiBOIIkmnazjgCy2fKCrzg1cp3vmGUzTbHWY6klZX0okM8zDOCFrdSDHfFBw8NsTqkRr/+dp5StU6+08pWl2FdGOOz89y+NQor33F1fUfeesb9p04eTwNat8dcH9XAQ5g2SGujr/4ule86BcuvuzlM/fsGmXfYYeJkRaz7QX+5DNVjh0b4vxVFmuXu6yashiu9COncc8yG/bVUov7nkr58gM1tAwYCYzYfU6ddR3LiDwWeCm2ZdINx1KZp02K68QkScwX7vA5cCoAx8O2zTa5b+WR23imWwXzp6V8M3vmU0vcTPQSA1cB1zaFVU4Ok1kvO0myRYJEEyWKODVj8ETpXmciKYC8NzhR9CeXqj+tTFVxyaMP7iS1MtMnizh26EYuK8cEb3pZA8vpkCQpnVQQpabgT1JIElMU5sOdKDEbQZ2upNW1abUdFpoBcVLm6ou7XLHtDPPtlPlI0I0Fcf77iWa+nnDoeMLeQzaP7hth5egI/+VtTcrVJifmNevGFT/w8oBXvOolM6NTl/7C8eOdL1YrwXcTkt9dgA8PDWOFkxw4rT+65Zwr/+vPv/37Tl3zshJdNctfXF/h2NEhzlst2bLa5fyNKWuWzWNZHZLUXFId1yya1sptGp0W7/tchYd3jzAeCmq+sRIPPPBcYSizjsiUbFXhlmLbRsvQthLCoMtjzwpuur9EJwmQtkPJEpQsjWebhVsnS0fyVKTXFizk0VIMdlaK0duyZCYDbbgyTgZsz9VmEptddSzLLBF0o5RuN6UbpUSxIo6zSWFiQJ6kGpUOglvlOkU5yHX+tX4XpUeCSiRJYsbjUWITx8YBrRO52JbL1Zd0uHhdA92J6ShNJzVrY3FKFn3zmyKKNJ1sL7PdsWh2HBotj7l6iYs2uPzSW+YYKjWYbQraMUSJyeMtWxCjOHCqzaP7Ip7eL3l87xCrx0b4xbd0EW6Dnc8OUx5/y6nLL7vqv05NxB/dtnWKMBz6rgL8u1JkLj7WTFeJu/UPL7vixfKuu/e957OfOzV+4oTL2gnB+uUuF27uouUcX71Pk3QtNiwDOQSek1IOIxAtrr/D4p6nhhktO4z4aba61h/ne5lcs+tk3RNHFW4pjpMQ+F2iNObTt/k8cbgCbkBgScq2kUrwLGO54lj9/cReG7BYuMpCPtzLifuR29z64HYy+ej8qmLJPoX1+OmUuUYK6IFujK1Ej/knkCRZF8USOaAp8Ez61FmVOWekmVtGmnGuNVZhnbovodHupGxZnvC2l9d57Jmy8dixbMJE4CUiA7bxiI9iQTfOFo8dgdvJ83IH1/E4M1/m0i2zvO3lZ/jY1wMW2g5VP0UpCDyL81anRMzz1bsDdu4tIYRL4JdYNhZzzeUSd3j9qfMuuPQ3Z2bVh0dHhv85oPjdKTKXOn7vf70He/mlDx84FZwqieRlJ2dmghVjPi+5IMYLz/CJWwSP7iozXvGZHrMYG0oYq3WYGKmz72iTd//jGCdnh1lWg5FQUQnoyTYb6WZJGJCp0eqe9FvgxwS+cV6uVZo8tEfxvutGODY3hBfkyliKwDHWK7mWeb7w2venFD23AtlrBcq+YL9lBPttW/ZE303k1iZ6O4brHGZtz8mRLtJucs9TmhNnyBZ7B/cw83u9nroQvYKy6NFpSZCWHkijBvyQtFy0yZSdNtmnvqeplbs8vFty8JiPclxcKXBkXiwWi2p6zhu5+4aV9coRMD6k2LC8wT1P2Bw8HVLO9HAqocX0qM3FmxLGRprs2AOz8zbTowLXXcDzN8687qUjv6aiXR+emP7mtnP+VQEc4NYv/V/+/v1/8MSWTZt/vL4wN7Zx8gQjw3N8+nabZw5UOWeFz9ppm4kRzfhIl+nRBq1ont/7eMgj+8cZr1iMhcYPvRxIA/DQJvRtSoEg9KHsKwPuwOTuoR8Rel2q5TZHZrv84Ueq3PXkKMILGHIFNdcI3AQZCL1CQVgcxYvChDKP0AMemLaVgVsuCW7PzVW7UqqlmOXjTVIxy+fvtTl2xsezCxTfJYhbfXCL/knWezyLtuELruiql5f3Odk5o938DzO6nBhOGKp1eWiXw+kFD2lbeGKw91880aWUffPbwsmmtWS8lrBsvM5tTwS0Oh7l7HVIlU0U+2xcJhgbafPEgZiFuuTcLWvrtj/1CwePyY+/+Ir/R39b4Pomj3+WFKV4rFq9Lomi5Kcu2jK99syZ2b/7P9e1fN8e4qXbbFZNmRRjtBYzWm0zXJvj8/fC1x+aYCRwGQ9TKr6m5JsRfxBYmZCQMHriWVvQ90xx6rmmNej7XWy7zW0P23zpviFiQoYcSdVRhI4idPPobaaosgeOoq712UcPgL03WvSAlpvCOrZJlzxHEbgpoR9TDsyqnt9okSQl5tuCoUCQu6CJfBIojDRDahnRf8sSvfQk1YOLDwVOQm+ZVxc6K2SPNUlV5l2ZXx1MquK4Cd93aYOb7p/n0E0BzbhKYAncRODEmU6KLbAtlVnSKCxpYQnZu4LYlmdsSuyUV14wy1XbZvjCXS6nfYeSnyKIOD1rcfJMhY2rPd7xxlMcmlvdSazVP71lzehnz8y31Asj6Ds7/lkjOMDv/e7v8vKXrjh0xSXJE4/sLj/p27U3bZxcsM/b3OaZUylC26xb1mHl1Glufzzm9z+5DCstMVVWDAWaaiioZJE7T09KAT2FrFLQ1yY3cssdykGTux9XvOtvRjjVHCYMXIZdTcXpL1f01W5Fz1MoJz7lTnAyH1uLvpOxbRnbFcs2hluOLXAccBx69YDn5D35lMA3bcrhSovZRoev3BtybDYkcEXWuVk0PFo07u+bdPXThl7HqLfVpLNoCnFqFKy6sUWS9luI+cmQD7EAQi/los0tHn1G8swxn1TYRgyo0ArN2Zq95eTM/rxIX9BKIoXFRRs6HDrV5fFDIWVHsmZaU6512LFHU69bnLNxS2fVyokffeqU+7lOez59/evf/s8Nv39+gAN89GNf4vztP6r/4rOXP/3LP1jftWp5+w13PX7CefqZkG2rYMvaM9y/t83/+ugydDtgsqyo+ppKAJWSld3sHriNOpZaUpW2FLZpJ23+5p9CbnxgDDsMGPIEQ5moZJiBO/Qw9iuZ2q0lBZ0IOrFp0xmAG3BbRZtuu59/D6Qnts7agn1w+15K4JkTr1puM1Pv8pW7Aw7PlglciZcB08pOIpldTSxLGNdxIXqFaB/cWfGaDV7MFcN0kqSEbmyx0LBptY1iVNqzdREDRbOVDYSmxmJanZgHH3OZj1zDz5FkCyD9mcDgHoTZf8pTFhBEsU3geVyxLWL/qYh9x3ymaw6XnqNRooHyN1Gtrf2Pb37z9326e/q4uuaaH/mXgN6/DMABrv/sZ7jjU5dz8UvufPKyV2/af3omfPVUte1vXDnH6dY8f/zJCSoyYN2kwLUAoamEkmrJplq2qZYtyqEBt59bpgyAu0213ML3G/z151z+4rpxUrdM2XNM9M60yEu+yARATcFaDm2qZYdaWXCqnnBs1kS9PGr1QJUB27EEtm2KTSfTZsn73Xn09lyTohiQxwReRLnU4fRCzJfvDjkyWzaGTfnUrzfuLw6OCvwWq+BvnwHcsTROlgp5bq6tHjFbh72HXNodYYxZe+mKAXmPJZmpEQg0l2xtsdBOePBRj5Z2EELiSrCLhDMyDfVsEcOkU+b5e46i0XI4eirEsT2uPLfJYwcS6m2LsmNz6QXLT7/pjW86sv2Sl/1jo2Ud3LZt278U7P75c/DisfnC/8B7/+rvefNLVn/y6JZpZ8+hM396185HRl27xZAbsn29w+plKTv2xTy512LZqKBSshiuSqolQ8RyHIVrq97UM/BiykGHoWqTVDV4aLfm+jurdHWI47qUbVNU+lnXxHf74C4FtjmJyrB2OmFiapb3fb6M7niMlRWOtUSnQwwuHefR0PhC5qlD1pPPPtpWalRehe41s7upRaQEUapxU3CUzta9siWC3naMNiAtckSgcAJqPDelVm4Tpw1uerjE4cMOqyYl1bJNHBrhUfM7Gtu2TdSPHbpxghN5eG7ED7y0xR07z/D0Ac1cq4otjHODeR6mOE1Uv2evtNEqDD1JOJHwyDOanU+HrJ0uc+FmzQXr5tm62mF84sIzZxYm/svGtdd+pJ0+KRLL/ZeE3L8swAF+/Z0/za8Dx47Pf2TZOttes3L6D//+k18fv2h9xKXntZgeO8OOZ11SPUY5kAxXLcaGFEOVhKFyghCaetPGsjSOk2akrCZz7RYf+FzA5++qsOdoGXwPXwoCy/S7jYtbRuL3LMLAplKyGCprRocSJkY6bFi9wIdvkBype1R9SJ2c+dePgqJAgx0c+uQ5ch/ktp1iWSnSUojc+AoD8lhBrLLpYSqyUX2ur6gNmapAzlrM3c5BbkmFYyeUgi5HZ1rc+PAwI66m5Cc9wpTAynxyNI5tZQHCIk5s4sSm2fE4f13KB399ni98I+L91yec7gzjWhahm8tHwEzD5PBDpSQTA4JSYAxRlZxj54GIE3MhSepy8aYJRqZef+o1r77yN9I4+ch//LGnCKxvwn333zrA82N6qsbcfONDm7deKb7/tdZ7du/6+vjOffN0I82xE4qxsmBkyGb1VMLUWIdauUs7bnPslEuzNcLYkMZzUgKvzY07Yq7/xghff2CYRtsBSyMxNieuzPJUu2hTZ6wPy4GmWlIMlWMqpS5ap6g0Jcm2ybXWg9vzLBrdD/SmdY8LY1sq48SozN2gEMFzgGvMiFwJM6LPtAB7/BNND+Qq389cvKRMznDUhndjJyihmevAQst0N/LawbZzTRlN5Jo9yXwhGC1JU5d104KfeYNmzdRpPnVXwh07J+gkklFLM1SWCD/myIxm9pTNUDOlE5mgMbvgsmYqZu1UxOqJlJgxtp7zulPnX3jFb2qlP2R7te8VzL53AAcYqpXRuv3BV7/qxUkkxZ/Vd3xj+Pjcs8w1YOu0xZbVCaPDsxyfTVk2HnHrYzHfeKjCizZKaiVJ2Y85Ptvmr75Y4+FdYywbsRitpjSjBjMNwPUyBaU8TxYDe5+lQBml2zAi8LtYVhfLznvGuteTHphiMrhvmYNbFtIUK+fCWKkBu0yRMs0UADTohKRAdIpTs9Cb9LgnJjVRiwCda6T0N3jyRXmRLZBIGt0USwkaHYxfqZP2Tb8cgZ/phCeJUeAVgOfEzDYUC40xtPJ43SULjA/Ps+dQyMJCldUWTI87XLOtw21PLHDDPSNsXtPh1KyNPiRZMWmzaY3L+JDHxlUreOnLLpsdmXjxr52ckf84NfHd5Zb8mwI4gBABJ2fTj774ohfPjDkn1j+0b+q9M82dzuZVCdMTC9zycEKrWaEcNPjCnS6h8FAabFsRBm0+/4DDs8eHOHe5ZPW4YMtayYY1dT50Y4edeyaxpFmed3vC/FZPdSvwTKEa+jGVsMPO/YL5totnFSZ61mAr77nUrfIBTE72su00uyXYVoqQaT+CqxSlUtqpTTcB3zJkpzyC96O27i9HQE/lKlUYrkqakatSQZzYlH3JOSuaPLS7RqMrKHU1bU/hdVNzYkeSbmwUCaIM4I6juOsJ+PANk2ydHGXrakOmWjN+kldcUOfTN4fEykZKQcX3uPbKDvsPJly03mUh6nDbg5Inngk5f4PFD7/xknj3geFfX7v+8n1B4H1ZCO97Da/vPcABJoYt9ZXb9nxxdPQad6z+VOuX3l76Kz9+UHzxPi33PTvMKy90sJ0F6u0Ka5cJyqFgbKjDgVMRNz5Qpea4rJ2ANcsczl+fctl5Fo24wUO7JrLhS87qyzb3XWFcmb2UwEspBRHQ5vo7A07M+kyFxozJzbZcnMyduSilkB+9Yi+L4Cb3NqQv105w7RjbjpBWYqbmSoOKIe3SkRatVBBkJKcc5EoN6ikWNV9SLTLdboGTSKJYEsUWna7DeNXmLVc2eXBPl4WuTzXSdLqarmuoq51I0okE3cj8TpJKLEvzmdtK3LJjmGSjhSNttC5R8od5zfYZ7nm8xemFCo2W5sSMy9Z1Id1EcehYmasuljh2k6MnSyrxr9YXX7juP73sFef8A+nRSIhzvtewAr7LbMLv5Hj9yzcS2kej7VsnP3rVJWvOOR5t+u/Nzno2TttsXtNi/0nFeMlipGYxNpQSeE2+8aTFiVNl1ozB5IjD5KikUkqYa2oe2evi2QLP1kYZy8mVac2KnJdNQQMvYaTa4eG9itt3VLBxKLmG/ef3RIfM9n/ufKCywi8/hNC9VMW2FY6V4tgJrhPjuV1ct0MzSpmft6gOx5T9DnbSRicRjRTaGZsvKdBjl1oGBvO9KIFuZLS6O12LTuTQ7jqgPV59ccwlmxrMNgStGDoxdGNNFBvmYjcWdGNJFEmiyCaKbC7YkFAtK+rtlBMzCcdOOxw8UWH5SMjl29o044Qz8yln5iQz8xXWTHd44lDCU/scLj93NW9/44r/nsjN50Tpqo8ePng6Eva/DnDDv5IInh/nbdsC0P61P/zs7sdObfnDl6464a4YOvnbu48+al1/e4mpssX4kMXUSIMH98Z86EtDTJVtlo9ZjA3bjNUUw5UOnSjipoeGqPmYBYlMCi4HuFtYrgj8CNdpc3RGMN8NqLiCsqsytS1BmAn5SylIU0WqNDLN2nc9m0LTXcgLTCfbBQ38Nkq2+dsveXz4K6MsH0v4lbctsPzn63zoK2U+9jXNQjRM3bIJbQhSMZB7Q3/Yky9NKA1xZHjXCoklLRxHEXgOzY5P4LRYMdrk3nSYRtei6qUZwHXGEDRRvNWVNDs2jbbPqy6q87df7jLbtJmZTzIym0fJH+Jn33Cc2XqDo4dtTs06nJkLufalDW54sM3Y9LZ0zcrh39+8nT9sHns6LY9f9r2G0FnHv9ig51s57r7p0/ziT75F/9ovXHvbpz/9YW9mXl4qorY9Vu0yPgTLp+b50n1w6nSVc1ZIlo25TI8JpkYjpsfnufupDrc8PMqysmS8BtWScXkLPIvQE5RDTTU09njjw00anQZ/cV2Fpw4Y9uJwqKmGkmrJyoZAFqVA0O6kNNuGPmHZAsc2+i6+mzEHvb7vUDloYdkNPvw1n//2oWkOHRmiFsC1V3fZvtHm8q0x882Yp/ZZdFSAZwl825C/XMfUDK6bacV4glJmA9ON4cycphubE0xK2ePAWJZicjimFLS49bGATten6mn8rMB2HUMzkNmCqSXNBLZa6rD3eMyug2XKjqEACGGhtMNYVaBlmx17HKq+RaIspDPJ9kte0r348u//481bL/+dvW/9YT294Ue/17BZ8vhXCXCAr33x/6L1GZ49WLpl04b1pcllU+lDTx8+tG2NXn589pi87cEa68d9Nq50WLtCM1xNGK110GKOv/h8ifp8lbXjMD5kM1R2zWqcLfFdMw2tlhNq5S5To3VufSThg18fJbB9JsqaoZKgWrKolR1GahYTI5rzNyxwfLbL3sMyc5LLxIpyQ1sv7RWs5bBNtdzgQ1+zeffHlgNVhisuyyccLlrn4ckQcHjpBW3qnYgHny4hbIeSnTMcRXbiZD17X1ArKSZHuzx7ss09jye4Umfgzum6ph3qOSnLxtrsOQyP7y9TCwVhJmzquRaObawAkxiUllhSMlpLmRxpcNujATq1EWiabeN3pPFYOR6x63CbUjieXH6B+43LXvL9z15w7qWfmRyzfmv/O36LDRsu/l7D5TmPf1UpyuJDiNH87m/ueuyzvOsnL6rsPbzwt9+4ufKDW1bMyzUTMZNjMa7bJFEelTBm74mUR/dUOWdKMz5ksWzcYXpMc+yMot01tFsr63SEfoKmy55jLq1uyKqqSWmCrE9eCi2GKrBiosvY8BlONB1OLnhUArOvqDPdNYHORumm9xx4EXuPJvzZZ/uSdZOVlHUjPoePlvBll7GhJpOj8ItvmePmnXM8e9Kjm62O5X1v8xqYcX7gK8aH24yOzHOyUcG3Q2w77tk1Gr9Qm3rLZ2LEZ+N0Fykiml2POFFGUEhA4EMnSjh8QjE1YmFbDpVShYvWL7B6usmhAwHLxhQRbQ6esKk3HS7cMsXPvS1QJxsbrjvVHf7ZW+49WH/H/3PJ9xoe39TxrxrgxWPzeW/l1vsP1O2y/4tXX3Vs78Lxh8+Veu7N87OPcMsO2LwyZPV0l5t2+gyFDuNVwcSIzfqViuWTZ3jqoEOzWWG05pjWoaMI/S5PH1Lc8OAQgWVT85XxA8rsD0uBoFpKmBpts+tQyjeeKGHHglTpQo6sM2ZdnoOnlEsdvvI1n/lmhckSjJcUY1VDD1ho2pyaNaJErpswXO3yxksb/PmnR+mWnMEiszCWt6SpGy7f1uHmnS4HD4SMVFJKQUopcDKDKJt6y2OoEvLK7XN85aEmJ457RFluL4VgtKZoRw3ueEzT6gR4nstQxWdypMLVF9b56IkaqyYc1q9qc/sOwfSybbjl0c9v337u4xPLJv6CpFsXzubvNRy+6ePfDMABXnHpaoDTO584+DvTU29aTWc382fCN+8+vAfXWeC6O+GJ/RWqnmCkajE1Ktm8epY9J5rsPTrMVDXjbtsa302RMuaexx32PlthqgoVX+O7fa3EwNOUgpRauYOwEuLYwhWiJ8ppSZFt1mS+M0LjuQmn5xUP7KlgC4eRwIgUVUpmSTpKBPNNC99zCX2fShhw0cY6w0NtWrHbW0PLJ5tKFVfWjPmW1inzLeNY1okUUWwWg9tdi0bLYWahxDmrmlx5bpNPHa/RiWWvBSmFZN2KmPGxLrsOOYxULcZqFvWWz+bVEde8pM6hQyUQk7zi5Vu49Pwtn7/kko2/knaaB4RY872GwLd8/KtpE34rx4XbVnH+Bn3gggvP+bVVay5664+87c13vOiSc0BNcM0lXWolGK1ZrJ6KEFad2x72aLd9RmuSSmjyZcdOaXYTnjzs4QiX6ZqiGhi2oBCmY+HamtBLsawuC11jQx1kBaCZDubFXT7wMVF23xHBE3vKVF1jllstSYYrNqEvaXcUMwuCuYZDveXS7vhcsEGzZkWHbjQoyJmkeefDiO90ujY6tSgFMV2taEaCODab+FoLothivulycsZsvW9dkeD5SeZ1qWm0Ek7PQ+j4vPzClIQuB08mnJqD+YbD528vMz08zrYLLuSSy958x4u2X/jWqRXbfu3AEXHADtZ8r9/2b+v4NxXBi4d0xgD2aq33Ao8f2Hty+md/7EV/c+zwQxuePXzAmhqD4VqTR/Yrdj8bsnLYYtm4YOPKBVpdiziW7DliceejZVaMCpaNSIaqFodPxViRaULbNpSChGYn4c6HPep1m1XLddbZkJQCTZiZKOVa3EKYgU2cWpQcCD2olmxWTEp8r82DT2k8xyP0JcMVh07kEAQ2jmWUXvM1sVRp2l0zMDLph6Detlk5afPKC1s8+FRMo+31dP9Cz+jJHDzu0moHVEtVXnJuk40rIhqnXboKdh83CrPHJ3zOWelw3oYW+551OHISnjkcct627enWLefsPdOov2P7JZcfUym7A1d8B+/S9/74Nwvw/Mgmi7u1mtmtVPJa25bL3/HTL7/uyUdvrZ6qP1n65A0lVOQxNSpZNdXmqUN1nj0yxmsvVZmbgsd0DVZOOayY7vLgvhZjaciqSdOVCP2YM42EAyfL+LZlilDfoloSjNZiRmoR8w2XesumFBh9bKRhHDq2GRaVAsn0aIJw6xytO4TYLBuTtCNDerITi1QLLGkovWXfaJ2cmtckaYrvSZptm1bbohP5rBxvMVSNaDW9nij9UDVifPgYN9w3zorxMiPVgDVhiE1K6MNVF0meOVXn0PEyKyY8Vk+V+OGXz3LdHRYXnru++ZpXvXzh1Hx07ejoqiOrLeuAZ/3bBnZ+/JsHeH4IOYLW+sC6jeOHjp/sbFs2OX9ZHF/wd8dbh5NHHt0/MjW6UCmV2nzqCz7nTku6ieKBp22GfJuRqmSkJpgY7pCSkKQmv/a9lFLQ4c6nBA/vKbFpXPcAO1xVTI02efTZFvsOjLBxhUetbJOmVq7VgCXoSUOXgpjUiukmFiSKbqRJkkwVNtu2sST4DozWHDat7rL7eIMn9pQp+ZKRik2nazFb97lwPVy0qc3N95TpRIY/7lgaKWNOzKWEruLUnMvYcIXLty5w98MVAsfhB17S5o8+ETJXB2VP11cvv2LmP67caCtl/cz69evuXS9L82mKsu1/H+CGf0cAh140V1o/NQsTN8zOtjb96fv/sPv1697/X+dP3v9jOtoZrxjTW9Yss3zbOcXuQwFbVgjWL4uwpEU5TPA9x3BVfKiVYqK0xd7jFr7tErom/w59wXAlQos6X3/IImnC9KgmznSvpdDGuCmrcPINGi1NeyTNuiRC9FuLuQe9Y5sTaNMqyYoVLR57xmO2YTHZTTOFKYsoCtgw1eF2t8t8y6fd1bS7FgvtgLmOhdKKPUcEmpBVkx1ujLsstGtgLe+MTw09vXbjeuec7S/+6L1f/5X/veri93pYpc7DT59S27eVv9dv4Xf9+HcF8PwQYiuYDavWoUMHEdJ+b8Oy3vvM3MXWNa+u/dX66dammVnvyopXty7Z1EWIJs0GzDe7lNwKo1WbobKmUmrxpfsEn75llKor0UqRyz3XyjGHzkTs3DXCSzYZuqrjpNh2RLOjqAZtmp2AKKbXVhzYxpHgOgrf69KIYqpBjFIJ3cRGClhoOlx+gWZqssOZ4x5RrNEYQfxWJ+CHXhZxdGaBex92ma8rzsw52G5AJWyjlGS2EfHIvhKvfvE4r3npeLp13bl3bT3H3f2Lo4137tqXprbtc+nV79PLlq9ufa/fr3/O498lwIvHypWroM9bShbqZ342DL3hZw9d9Afn7b/NRe5Lj85MbD9vjX3xHY9qbJVmJCxNO2pz/1NlzpkM6KiEM03NZNds7JTDDjt32HiOZwZHNgRel3ue1jzwxDjXvjzhQ1/r0uj4RLEmSc1mhMiUaV0XykECssUnbxjlii0gdJ2FuSpxttnT6YRcuK7F556tkqZmS6dWaXBqVhBF07x44xwPPh7RbFucmo0phZI3Xq44ObeKCzY2djy1P31oYmKj9UtXvyIS7thvadWdXbd1BIB3fK/fmH+h4989wBcf1coowCzw8wC33HoHW5V42fRY6zUdZ/O1L72ku/lMI0KnT/Pgbp+oGXD1xS1ONmNm6pq4VUJKm71HI+59vMxlmzvYeHiOYraZ8JEbKtTcEX789XX2HFlg37Me7a6i0xXY0sISxngr9KAURtzzhObenRP8xGs1P/HaU3zkKxHdKCBKU+5/2uPKbRGP7WmitIsi5p4nE46fkpyZg1deUuGVL0pZmA3ZfvEahBxi24S169kTI9etW+l/fdV6fcdFF39rxqn/3o7/zwF88fHKV7wM4I4TJ2fveP00d3pOvP6Zw7PqsfsPKeVsXfuOt6/5jfrCXsY7FuPlZ7n+5hZozb1PaZZVXa65os5tOySh55ColEbbZqJkWH5vuKLNe/fCmXnFQlNQdmxsW1IJJGNDGt9J+PI9LihNN7IY92wUmmZH0ewk3LTT4W1XVjl39Rz7D4Wcnu9y/zMreNUl49QWEvyRDbx6es8f3nGf2n/xxS+Vwp6QtYqz75xzucH/LotY/ls9/j8P8PyYnBgGuCH/vL4wg+14Q/W5I/fceo+ire34nHM3/aqs2lcvGxVsmo94dOejTI23mRz1UdLl6GwZW8R4doxjN7Clya0rYZdnjnhsdBUOKctHI07OJQxVNPVWwkwzYr5hs0ZKzl0r6bQt2rFPu9tlvr2CK1/6Ws5vBCyf0IyulTduXzP3Z6fnEqc8cgGrV77+jo3bunNTy0a//Sf/7/j4/wH+HEelOgIwB/wTwOzMYQQ8HQwxGQZaTbUjThx+BtcRVEo2iXY4MaPjq1925btXj3WvOdGpx3UFL7/SY9mYYr5uMb085vKLJeet0cw3FOURePvru8w1XGqlsrNqjfOl8X23vHtWjDipsnDsCCWrrF9/EQiXcqDl5ArrhID927Yv+16/RP8mjn8/Dc9/BcfXbvoGICZD63jtwMm27iQecZwyWtPMLgi2rUrYe1RyzqqEmQXNSE2QJCntCGbrQ+JF50/NK61PrNt0+ff6qfy7Of5fh3T/m2OGQEQAAAAldEVYdGRhdGU6Y3JlYXRlADIwMjAtMTEtMDdUMTg6MzY6NTUrMDA6MDAKyCAHAAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIwLTExLTA3VDE4OjM2OjU1KzAwOjAwe5WYuwAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi41LCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvSM8oowAAAABJRU5ErkJggg==', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 51980527
    {'hecke_orbit_code': 36028934625689698, 'n': 1, 'trace_an': 4}
  • id: 51980528
    {'hecke_orbit_code': 36028934625689698, 'n': 2, 'trace_an': 32}
  • id: 51980529
    {'hecke_orbit_code': 36028934625689698, 'n': 3, 'trace_an': 0}
  • id: 51980530
    {'hecke_orbit_code': 36028934625689698, 'n': 4, 'trace_an': -512}
  • id: 51980531
    {'hecke_orbit_code': 36028934625689698, 'n': 5, 'trace_an': 0}
  • id: 51980532
    {'hecke_orbit_code': 36028934625689698, 'n': 6, 'trace_an': 0}
  • id: 51980533
    {'hecke_orbit_code': 36028934625689698, 'n': 7, 'trace_an': 0}
  • id: 51980534
    {'hecke_orbit_code': 36028934625689698, 'n': 8, 'trace_an': -16384}
  • id: 51980535
    {'hecke_orbit_code': 36028934625689698, 'n': 9, 'trace_an': 33862}
  • id: 51980536
    {'hecke_orbit_code': 36028934625689698, 'n': 10, 'trace_an': 0}
  • id: 51980537
    {'hecke_orbit_code': 36028934625689698, 'n': 11, 'trace_an': -18760}
  • id: 51980538
    {'hecke_orbit_code': 36028934625689698, 'n': 12, 'trace_an': 0}
  • id: 51980539
    {'hecke_orbit_code': 36028934625689698, 'n': 13, 'trace_an': 0}
  • id: 51980540
    {'hecke_orbit_code': 36028934625689698, 'n': 14, 'trace_an': 0}
  • id: 51980541
    {'hecke_orbit_code': 36028934625689698, 'n': 15, 'trace_an': 385280}
  • id: 51980542
    {'hecke_orbit_code': 36028934625689698, 'n': 16, 'trace_an': -131072}
  • id: 51980543
    {'hecke_orbit_code': 36028934625689698, 'n': 17, 'trace_an': 0}
  • id: 51980544
    {'hecke_orbit_code': 36028934625689698, 'n': 18, 'trace_an': -541792}
  • id: 51980545
    {'hecke_orbit_code': 36028934625689698, 'n': 19, 'trace_an': 0}
  • id: 51980546
    {'hecke_orbit_code': 36028934625689698, 'n': 20, 'trace_an': 0}
  • id: 51980547
    {'hecke_orbit_code': 36028934625689698, 'n': 21, 'trace_an': 0}
  • id: 51980548
    {'hecke_orbit_code': 36028934625689698, 'n': 22, 'trace_an': -600320}
  • id: 51980549
    {'hecke_orbit_code': 36028934625689698, 'n': 23, 'trace_an': 1957872}
  • id: 51980550
    {'hecke_orbit_code': 36028934625689698, 'n': 24, 'trace_an': 0}
  • id: 51980551
    {'hecke_orbit_code': 36028934625689698, 'n': 25, 'trace_an': -2836150}
  • id: 51980552
    {'hecke_orbit_code': 36028934625689698, 'n': 26, 'trace_an': 0}
  • id: 51980553
    {'hecke_orbit_code': 36028934625689698, 'n': 27, 'trace_an': 0}
  • id: 51980554
    {'hecke_orbit_code': 36028934625689698, 'n': 28, 'trace_an': 0}
  • id: 51980555
    {'hecke_orbit_code': 36028934625689698, 'n': 29, 'trace_an': -17268856}
  • id: 51980556
    {'hecke_orbit_code': 36028934625689698, 'n': 30, 'trace_an': 3082240}
  • id: 51980557
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