Newform data - 162.13.d.c

Formats: - HTML - YAML - JSON - 2023-12-03T01:22:17.944150

• 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
  conrey_indexes	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_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	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': 27378, 'analytic_conductor': 148.06699839875824, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 9, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 6, 'char_parity': -1, 'char_values': [162, 6, [83], [5]], 'cm_discs': [], 'conrey_index': 53, 'conrey_indexes': [53, 107], 'dim': 8, 'field_disc': 38703196505256796164096, 'field_disc_factorization': [[2, 12], [3, 4], [18481, 4]], 'field_poly': [455189180292012, 394358931120, -394230846230, -256151296, 128029439, 55448, -18478, -4, 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': [[5, [23488580865196431336747156111360000, 0, -144298859497178892809011200, 0, 733220309430779904, 0, -941530752, 0, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007405631275170, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 8916100448256, 'hecke_ring_index_factorization': [[2, 24], [3, 12]], 'hecke_ring_index_proved': True, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 9, 3, 1, 3, 0], [1, 1, 3, 2, -1, 2, 0], [1, 1, 9, 4, -1, 6, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '162.13.d.c', 'level': 162, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '54.13.b.b', 'prim_orbit_index': 4, 'qexp_display': 'q+\\beta _{3}q^{2}-2^{11}\\beta _{1}q^{4}+(\\beta _{2}+139\\beta _{3}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '12.2.3.c6', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '162.13.d', 'trace_display': [0, 0, 0, -271484], 'trace_hash': 2304531184236580203, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '6.806', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.927', 'prec': 17}, {'__RealLiteral__': 0, 'data': '349.644', 'prec': 24}, {'__RealLiteral__': 0, 'data': '785.171', 'prec': 24}, {'__RealLiteral__': 0, 'data': '34851.556', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.509', 'prec': 17}, 'traces': [8, 0, 0, 8192, 0, 0, -271484, 0, 0, 2279424, 0, 0, -696284, 0, 0, -16777216, 0, 0, -175753928, 0, 0, -30471168, 0, 0, 906499004, 0, 0, -1111998464, 0, 0, 2382534136, 0, 0, 2915232768, 0, 0, -1146574280, 0, 0, 2334130176, 0, 0, 15116732344, 0, 0, 5281241088, 0, 0, 33490260096, 0, 0, 1425989632, 0, 0, 195012288000, 0, 0, -121550997504, 0, 0, -58362866396, 0, 0, -68719476736, 0, 0, -308975155100, 0, 0, 33014547456, 0, 0, -357741406856, 0, 0, -179972022272, 0, 0, 905099168836, 0, 0, 722937556992, 0, 0, 720516135168, 0, 0, 62404952064, 0, 0, -1360962234040, 0, 0, -1147443557376, 0, 0, 5671281236356, 0, 0, 3713019920384, 0, 0, -2551233893372, 0, 0, -940123256832, 0, 0, 2279642341264, 0, 0, -1138686427136, 0, 0, 9698640811776, 0, 0, 22881060894720, 0, 0, -6437390918980, 0, 0, -4879429910528, 0, 0, -8599350486512, 0, 0, -23486026275840, 0, 0, 8730393935132, 0, 0, 11940793417728, 0, 0, 27659268767908, 0, 0, -21025931415552, 0, 0, -65228142154752, 0, 0, -1174092062720, 0, 0, 33242355593092, 0, 0, 17159634278400, 0, 0, 60498383411512, 0, 0, -4780298600448, 0, 0, -89190752083400, 0, 0, -45481732073472, 0, 0, -60481708731264, 0, 0, 61918135681024, 0, 0, 30815114426308, 0, 0, -59038222869504, 0, 0, -67528248858056, 0, 0, 5407990874112, 0, 0, -77283348431616, 0, 0, 126952961538048, 0, 0, 66267057735172, 0, 0, -68588052676608, 0, 0, 171338470821880, 0, 0, 176665983148032, 0, 0, -256357632176640, 0, 0, 5840853532672, 0, 0, -236666524581404, 0, 0, 196832126223360, 0, 0, -293776156635664, 0, 0, 199692582912000, 0, 0, -75925158865928, 0, 0, -459974213965824, 0, 0, 1176999217336, 0, 0, 248936442888192, 0, 0, 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• mf_hecke_nf •

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

  
  {'an': [[1, 0, 0, 0, 0, 0, 0, 0], [0, 0, 0, 1, 0, 0, 0, 0], [0, 0, 0, 0, 0, 0, 0, 0], [0, -2048, 0, 0, 0, 0, 0, 0], [0, 0, 1, 139, 0, 1, 139, 0], [0, 0, 0, 0, 0, 0, 0, 0], [-67871, -67871, 0, 0, 1, 0, 0, 1], [0, 0, 0, 0, 0, 0, -2048, 0], [0, 0, 0, 0, 0, 0, 0, 0], [284928, 0, 0, 0, 32, 0, 0, 0], [0, 0, 59, -3727, 0, 0, 0, 0], [0, 0, 0, 0, 0, 0, 0, 0], [0, 174071, 0, 0, 0, 0, 0, 211], [0, 0, 64, -67879, 0, 64, -67879, 0], [0, 0, 0, 0, 0, 0, 0, 0], [-4194304, -4194304, 0, 0, 0, 0, 0, 0], [0, 0, 0, 0, 0, -653, 355945, 0], [0, 0, 0, 0, 0, 0, 0, 0], [-21969241, 0, 0, 0, 802, 0, 0, 0], [0, 0, 2048, 284672, 0, 0, 0, 0], [0, 0, 0, 0, 0, 0, 0, 0], [0, 7617792, 0, 0, 0, 0, 0, -1888], [0, 0, 5411, 321665, 0, 5411, 321665, 0], [0, 0, 0, 0, 0, 0, 0, 0], [226624751, 226624751, 0, 0, 8904, 0, 0, 8904], [0, 0, 0, 0, 0, 13504, 172383, 0], [0, 0, 0, 0, 0, 0, 0, 0], [-138999808, 0, 0, 0, 2048, 0, 0, 0], [0, 0, -9106, -14836630, 0, 0, 0, 0], [0, 0, 0, 0, 0, 0, 0, 0], [0, -595633534, 0, 0, 0, 0, 0, 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[-3801256254529801, 0, 0, 0, 674745815082, 0, 0, 0], [2673311652520535, 0, 0, 0, -560808773773, 0, 0, 0], [7053645016696633, 7053645016696633, 0, 0, -68480359410, 0, 0, -68480359410], [0, 0, 0, 0, 0, 558832997407, 849456873969061, 0], [0, 0, -1029200126166, -214419648851394, 0, -1029200126166, -214419648851394, 0], [0, 0, -767123777471, 99363689782675, 0, 0, 0, 0], [0, -30496840219553929, 0, 0, 0, 0, 0, -739618038124], [5081286351056735, 0, 0, 0, -891671989326, 0, 0, 0], [0, 0, 1790751811339, 467958680912065, 0, 0, 0, 0], [0, 0, 0, 0, 0, -674187844454, 183991635956926, 0], [0, 0, -663039040546, 231514700402234, 0, -663039040546, 231514700402234, 0], [-53385016668751586, -53385016668751586, 0, 0, 668392903512, 0, 0, 668392903512], [0, -16117187984715697, 0, 0, 0, 0, 0, 1229735373401], [41645042903021159, 0, 0, 0, -1367908504569, 0, 0, 0], [0, 0, -1240656278219, 984836239556863, 0, -1240656278219, 984836239556863, 0], [41820466089778153, 41820466089778153, 0, 0, -575767177848, 0, 0, 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[-120858416207866343, -120858416207866343, 0, 0, -11336241935505, 0, 0, -11336241935505], [0, 0, 17977136471784, -183378893052408, 0, 0, 0, 0], [0, 44040883159667351, 0, 0, 0, 0, 0, 17045468568434], [0, 0, 0, 0, 0, 22761671770255, -2317264216442987, 0], [0, -339707304101521609, 0, 0, 0, 0, 0, 6868710714251], [0, 0, 0, 0, 0, -21071721112543, -4042020916698301, 0], [371296156907689319, 0, 0, 0, 1862447434582, 0, 0, 0], [0, 0, -20387610048590, 8557373136441622, 0, -20387610048590, 8557373136441622, 0], [-357011668515808055, -357011668515808055, 0, 0, -7087742839630, 0, 0, -7087742839630], [0, 0, 15043495638282, 15263183512294254, 0, 0, 0, 0], [-701254912549926814, 0, 0, 0, -11289386957256, 0, 0, 0], [0, 0, -7384472669064, 4687739548792776, 0, 0, 0, 0], [-349418441349915505, 0, 0, 0, 15834222984800, 0, 0, 0], [0, 0, 7064509903355, -541715967835447, 0, 7064509903355, -541715967835447, 0], [0, 0, 2293266248817, 2245624658274771, 0, 0, 0, 0], [0, 0, 0, 0, 0, 27028397652603, 11978285245385649, 0], [0, 951026453741306783, 0, 0, 0, 0, 0, 14504883663459], [0, 0, 0, 0, 0, 11994624570711, 15909027793160709, 0], [0, 0, -25497002349238, -15775918454302354, 0, -25497002349238, -15775918454302354, 0], [0, 0, -39109919559695, -2610542834643605, 0, 0, 0, 0], [345983197855863215, 0, 0, 0, 40116842147055, 0, 0, 0], [520242854572310254, 520242854572310254, 0, 0, -7792014106056, 0, 0, -7792014106056]], 'char_orbit_index': 4, 'field_poly': [455189180292012, 394358931120, -394230846230, -256151296, 128029439, 55448, -18478, -4, 1], 'hecke_orbit_code': 9007405631275170, 'hecke_ring_character_values': [[83, [0, -1, 0, 0, 0, 0, 0, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 682946850, 116578882851741225, 116578882851741225, 12953209205749025, 116578882851741225, 6310088381691, 12953209205749025], 'hecke_ring_inverse_denominators': [1, 864, 432, 432, 432, 432, 432, 432], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0, 0, 0, 0], [432, 0, 0, -27, -2, 0, 0, 0], [1996056, -864, 4, -14, -1, 0, 0, 0], [2993976, -1296, 6, -187131, -4621, 0, 27, 6], [9224770968, -23954400, 36968, -378868, -9241, -16, 56, 12], [23056937496, -59883840, 92410, -1441382231, -21358241, -40, 1247594, 92440], [42641387030520, -276862944240, 256299084, -4355213814, -64051621, -369728, 3788848, 277290], [149164158818520, -968810712912, 896723366, -9327936462583, -98738570505, -1293908, 20184591658, 897693902]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0, 0, 0, 0], [-591815920068, -298886304, 298840097, 92412, -46201, -6, 2, 0], [-79989412504864214206560, -23056909512396453936, 23609430045973699472, 3186474473434064, -1703555929380616, -192540569512, 73747483088, -1478416], [-2216013333306936576, 4431142986515891424, 2650925521908160, -1766901113729024, -573830616800, 229490851072, 41395648, -11827328], [6121913188402194264, -12242500856657415936, -3976388282862240, 2650351670593536, 860745925200, -344236276608, -62093472, 17740992], [33644875215043380629252976, 21702831582906232831728, -21833279858732160639304, -9361576191709684384, 4723792177511435732, 1003281181767092, -340749556860364, 1366928300], [29247176683547328, -58475375285261760, -56930140646240, 37939744551952, 20522782480, -8207041328, -2071664, 591904], [-3235060841119777462032, 6468371276253680472768, 5250914901296835420, -3499599762837988368, -1515199656794100, 605965096600104, 114766117536, -32790319296]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 8, 'label': '162.13.d.c', 'level': 162, 'maxp': 997, 'weight': 13}
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  ALdims	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	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': 27378, 'analytic_conductor': 148.06699839875824, 'char_conductor': 9, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 6, 'char_parity': -1, 'char_values': [162, 6, [83], [5]], 'conrey_index': 53, 'cusp_dim': 624, 'dim': 96, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 206376534178, 'hecke_orbit_dims': [4, 4, 8, 8, 8, 16, 24, 24], 'label': '162.13.d', 'level': 162, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 672, 'mf_new_dim': 96, 'num_forms': 8, 'prim_orbit_index': 4, 'relative_dim': 48, 'sturm_bound': 351, 'trace_bound': 7, 'trace_display': [0, 0, 0, 343200], 'traces': [96, 0, 0, 98304, 0, 0, 343200, 0, 0, 0, 0, 0, -4250400, 0, 0, -201326592, 0, 0, 308198640, 0, 0, 134668800, 0, 0, 1794454512, 0, 0, 1405747200, 0, 0, -3001349040, 0, 0, 755573760, 0, 0, 27365822400, 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-88275462791611200, 0, 0, -5716207337127936, 0, 0, -18233777927170752, 0, 0, 36175518425825280, 0, 0, -21492595088506728, 0, 0, -2948065551974400, 0, 0, -88876199194178112, 0, 0, 3900100111842816, 0, 0, -6287483786048160, 0, 0, 5997352583430144, 0, 0, 31341192815184240, 0, 0, 11031054705506304, 0, 0, 108937276463307408, 0, 0, 3222865387192320, 0, 0, -3976028821165848, 0, 0, 38250740343674880, 0, 0, -24991208145765624, 0, 0, -1730814169497600, 0, 0, -42475540440924240, 0, 0, -10534977834324480, 0, 0, 80927798703817320, 0, 0, 25177140567736320, 0, 0, -63989700978198408, 0, 0, -24707349897684480, 0, 0, -134099228189131056, 0, 0, 21364700609740800, 0, 0, 21848366863127832, 0, 0, 24509259816873984, 0, 0, 124673534599873680, 0, 0, 24642595124674560, 0, 0, 252532507214744400, 0, 0, -27538571204333568, 0, 0, -151266569458627056, 0, 0, -55226341721210880, 0, 0, -182889175335974280, 0, 0, -34358907364784640, 0, 0, 223946345890514208, 0, 0, 3169106043863040, 0, 0, 14395831774986360, 0, 0, -185996316856366080, 0, 0, 30052916486558520, 0, 0, -31229602795438080, 0, 0, -378606249339491424, 0, 0, 4424560186475520, 0, 0, 125767590991701120, 0, 0, -59072475278868480, 0, 0, 338844079411377816, 0, 0, 188193702451590144, 0, 0, 157953045009673920, 0, 0, -66058372899864576, 0, 0, -102240719805770280, 0, 0, -79219923141362688, 0, 0, -231582793799807040, 0, 0, -57390289177804800, 0, 0, 296851679786970144, 0, 0, 302771717338936320, 0, 0, 109805546920067184, 0, 0, 143732524843794432, 0, 0, -402149940286268760, 0, 0, -203416150712481792, 0, 0, -887777030671856880, 0, 0, -151746256856678400, 0, 0, -16180399503819528, 0, 0, 305895658494965760, 0, 0, 769695050659059312, 0, 0, -39489465226444800, 0, 0, 253020377956305216, 0, 0, -191729701752496128, 0, 0, -315808803694983240, 0, 0, 0, 0, 0, -486816136585956600, 0, 0, 165862219511632896, 0, 0, 237299757181847136, 0, 0, 190797237163868160, 0, 0, 452426321670052104, 0, 0, 780231874184847360, 0, 0, -268976388105719232, 0, 0, 36111641522208768, 0, 0, -902898080511647040, 0, 0, -409268352304558080, 0, 0, 95345916945567960, 0, 0, -127072490974543872, 0, 0, 809059023685966344, 0, 0, 150884654784053760, 0, 0, 1463199555093920496, 0, 0, -19853237519646720, 0, 0, -1052311189484934744, 0, 0, -1235212556188511232, 0, 0, -503953165084970160, 0, 0, 338051685867405312, 0, 0, 235498040289555360, 0, 0, 620064434409219072, 0, 0, 1290562576116507696, 0, 0, 161127030702735360, 0, 0, -323755815280153968, 0, 0, -877043443641661440, 0, 0, -1331325550434862128, 0, 0, 99226096380936192, 0, 0, 283060005998659680, 0, 0, -711646753757764608, 0, 0, 987312842073702120, 0, 0, 69597449655681024, 0, 0, 2358983874224860752, 0, 0, -576190021976616960, 0, 0, -2633880526878150792, 0, 0, -768072650587176960, 0, 0, -278458291048940304, 0, 0, 316307528328250368, 0, 0, -1583858736621993120, 0, 0, 509562063188656128, 0, 0, 1614380148908198160, 0, 0, 1660077071530039296, 0, 0, -1327392816249183144, 0, 0, -740044522022092800, 0, 0, -4313345176341341232, 0, 0, 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0, -1023335051915649720, 0, 0, -1262643552430817280, 0, 0, 7283115221839769736, 0, 0, 1132997946693949440, 0, 0, 10983505296078462528, 0, 0, -204163348231618560, 0, 0, -7088832107970623160, 0, 0, -8939361967841746944, 0, 0, -3398475332773915560, 0, 0, -1061120707039739904, 0, 0, 3502267154015449152, 0, 0, 4835404800687513600, 0, 0, 9888698055448525296, 0, 0, 61456150167552000, 0, 0, -7301954719673631720, 0, 0, -2451126109980676608, 0, 0, -12485417965197055440, 0, 0, -1718866238146707456, 0, 0, 797633208358077600, 0, 0, -175062547981320192, 0, 0, 11093869169986711632, 0, 0, -83308592014295040, 0, 0, 21175287217978379616, 0, 0, -2384176531854643200, 0, 0, -11068513595537220360, 0, 0, -6043792517667815424, 0, 0, -3469331060942704800, 0, 0, 2278963352329910784, 0, 0, 6425925562034942640, 0, 0, 26472614373359616, 0, 0, 6543774905527674000, 0, 0, 12551982166433571840, 0, 0, -9669746504362965768, 0, 0, -277105384554332160, 0, 0, -22507225202023063008, 0, 0, -3055983104099616768, 0, 0, 3713248579088188920, 0, 0, 2620789066158833664], 'weight': 13, 'weight_parity': -1}
• mf_twists_nf •

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

  
  
  • id: 138113
    {'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 8, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '162.13.d.c', 'source_level': 162, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '54.13.b.b', 'target_level': 54, 'twist_class_label': '54.13.b.b', 'twist_class_level': 54, 'twisting_char_label': '9.c', 'twisting_char_orbit': 3, 'weight': 13}
  • id: 138114
    {'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 8, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '162.13.d.c', 'source_level': 162, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '54.13.b.b', 'target_level': 54, 'twist_class_label': '54.13.b.b', 'twist_class_level': 54, 'twisting_char_label': '9.d', 'twisting_char_orbit': 4, 'weight': 13}
  • id: 138115
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 4, 'source_dim': 8, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '162.13.d.c', 'source_level': 162, 'target_char_orbit': 4, 'target_dim': 8, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '162.13.d.c', 'target_level': 162, 'twist_class_label': '54.13.b.b', 'twist_class_level': 54, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 13}
  • id: 138116
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 8, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '162.13.d.c', 'source_level': 162, 'target_char_orbit': 4, 'target_dim': 8, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '162.13.d.c', 'target_level': 162, 'twist_class_label': '54.13.b.b', 'twist_class_level': 54, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 13}
  • id: 138117
    {'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 8, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '162.13.d.c', 'source_level': 162, 'target_char_orbit': 4, 'target_dim': 8, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '162.13.d.c', 'target_level': 162, 'twist_class_label': '54.13.b.b', 'twist_class_level': 54, 'twisting_char_label': '9.c', 'twisting_char_orbit': 3, 'weight': 13}
  • id: 138118
    {'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 8, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '162.13.d.c', 'source_level': 162, 'target_char_orbit': 4, 'target_dim': 8, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '162.13.d.c', 'target_level': 162, 'twist_class_label': '54.13.b.b', 'twist_class_level': 54, 'twisting_char_label': '9.d', 'twisting_char_orbit': 4, 'weight': 13}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 428075
    {'charpoly_factorization': [[[4194304, 0, -2048, 0, 1], 2]], 'hecke_orbit_code': 9007405631275170, 'p': 2}
  • id: 428076
    {'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 9007405631275170, 'p': 3}
  • id: 428077
    {'charpoly_factorization': [[[23488580865196431336747156111360000, 0, -144298859497178892809011200, 0, 733220309430779904, 0, -941530752, 0, 1], 1]], 'hecke_orbit_code': 9007405631275170, 'p': 5}
  • id: 428078
    {'charpoly_factorization': [[[14019206660015841025, 508248332718910, 14681667459, 135742, 1], 2]], 'hecke_orbit_code': 9007405631275170, 'p': 7}
  • id: 428079
    {'charpoly_factorization': [[[4700185723131656524329052652746328874795663360000, 0, -6630066688729924129074394364588851200, 0, 7184359327535182003912704, 0, -3058161293952, 0, 1], 1]], 'hecke_orbit_code': 9007405631275170, 'p': 11}
  • id: 428080
    {'charpoly_factorization': [[[1471329327017800454319016225, -13353999809311668530, 38479113731379, 348142, 1], 2]], 'hecke_orbit_code': 9007405631275170, 'p': 13}
  • id: 428081
    {'charpoly_factorization': [[[5703370348840334994951438336, 0, 886383248261760, 0, 1], 2]], 'hecke_orbit_code': 9007405631275170, 'p': 17}
  • id: 428082
    {'charpoly_factorization': [[[-71954800437263, 43938482, 1], 4]], 'hecke_orbit_code': 9007405631275170, 'p': 19}
  • id: 428083
    {'charpoly_factorization': [[[23719050729295342064299406411356998626960753486465685801167486976, 0, -3953638573423248252456983112233591874052172021760, 0, 505007108624971136790202205159424, 0, -25671326675333760, 0, 1], 1]], 'hecke_orbit_code': 9007405631275170, 'p': 23}
  • id: 428084
    {'charpoly_factorization': [[[29700879682181262591465716956497556293178798821060008378927439220310016, 0, -167732770759403438072518793885128821126945033022341120, 0, 774914746991901004876280309885435904, 0, -973269838526814720, 0, 1], 1]], 'hecke_orbit_code': 9007405631275170, 'p': 29}
  • id: 428085
    {'charpoly_factorization': [[[114830139180663824289349360515600400, -403679859201184234925638640, 1080251266808581644, -1191267068, 1], 2]], 'hecke_orbit_code': 9007405631275170, 'p': 31}
  • id: 428086
    {'charpoly_factorization': [[[-18054533959259615375, 286643570, 1], 4]], 'hecke_orbit_code': 9007405631275170, 'p': 37}
  • id: 428087
    {'charpoly_factorization': [[[8651763759941068704304497549770767602373196107450928258802191680520847360000, 0, -3277704979615465015938953663000821547910335723698598707200, 0, 1148737717978755645380859232529599954944, 0, -35238509839610546688, 0, 1], 1]], 'hecke_orbit_code': 9007405631275170, 'p': 41}
  • id: 428088
    {'charpoly_factorization': [[[2610436884475813812938462636953602021904, 386175330148321391697739693456, 108221333898861558732, -7558366172, 1], 2]], 'hecke_orbit_code': 9007405631275170, 'p': 43}
  • id: 428089
    {'charpoly_factorization': [[[1322263985058926235924392515871106514041264992106763846830042966866956124160000, 0, -106826341882245579652241107334809916656677905839968957235200, 0, 7480654044366475264331365922648154783744, 0, -92900761162630351488, 0, 1], 1]], 'hecke_orbit_code': 9007405631275170, 'p': 47}
  • id: 428090
    {'charpoly_factorization': [[[141960549328256946436676640844384828391424, 0, 861442665231158401536, 0, 1], 2]], 'hecke_orbit_code': 9007405631275170, 'p': 53}
  • id: 428091
    {'charpoly_factorization': [[[253980941898449282473386585255333832536146480467355342719933807005838646579735115595776, 0, -127384010606389255944008855307944037480287786945688961574435291136, 0, 47952605382097940154908772697679991841308672, 0, -7993083567408050024064, 0, 1], 1]], 'hecke_orbit_code': 9007405631275170, 'p': 59}
  • id: 428092
    {'charpoly_factorization': [[[3924341934802352835744205697658039491272225, -57808278743615774114410708437170, 2832551231469951677619, 29181433198, 1], 2]], 'hecke_orbit_code': 9007405631275170, 'p': 61}
  • id: 428093
    {'charpoly_factorization': [[[31356458554230818265614091738884401076106721, 865081583849207761050059957805550, 18266727826709906265939, 154487577550, 1], 2]], 'hecke_orbit_code': 9007405631275170, 'p': 67}
  • id: 428094
    {'charpoly_factorization': [[[58746911673549337014993797342906921080848384, 0, 38636732258202804627456, 0, 1], 2]], 'hecke_orbit_code': 9007405631275170, 'p': 71}
  • id: 428095
    {'charpoly_factorization': [[[-41336077279200776600927, 89435351714, 1], 4]], 'hecke_orbit_code': 9007405631275170, 'p': 73}
  • id: 428096
    {'charpoly_factorization': [[[2467327068194105600979234159692322005980221889, -22479131714926886116186688726798306, 155128930228747404326307, -452549584418, 1], 2]], 'hecke_orbit_code': 9007405631275170, 'p': 79}
  • id: 428097
    {'charpoly_factorization': [[[4033450193620779061502830221895502247980489646938186202134269350364027459944113101200162816, 0, -687139835971369478950326993533456331798869764118220386162363470970880, 0, 115053012140001611052315663460276651086562197504, 0, -342142305595309920545280, 0, 1], 1]], 'hecke_orbit_code': 9007405631275170, 'p': 83}
  • id: 428098
    {'charpoly_factorization': [[[60630384733403515960490033469430429217477689344, 0, 917942268793340942941824, 0, 1], 2]], 'hecke_orbit_code': 9007405631275170, 'p': 89}
  • id: 428099
    {'charpoly_factorization': [[[4039921664292102214584743855858765629119253041025, -5699511846130406134741961535443999810, 6030902078066864857801539, -2835640618178, 1], 2]], 'hecke_orbit_code': 9007405631275170, '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': 4, 'hecke_orbit': 3, 'label': '162.13.d.c', 'level': 162, 'portrait': 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAAB3RJTUUH5AsHEgIzOUKOFgAAABBjYU52AAAA1wAAANcAAAAQAAAADnCbpecAAIAASURBVHja7P15nFzXed8Jf89yl9q6ekVjBwhiJcB9X0SR2hfLoixLsixvcWI7k3iSScZ+nUkmEydvMl4mmUyciSfel9iyJGuXRYkiRYmLuIMgQILEDnQD3ei9u/a62znvH/feqmqQ0iQZ+6XtTH10Vd1oEF1163ee83t+z+95juD/ffy5PT77lSeQUky+fGq6ahNrN485uI7k8Pkm9143Ku64prz8+IsJm8dWxm4+MGOPntqC70omx9qUS4kwck8N7PzY5rcAbALWgI4Q4s1+a39lH/rNfgF/VR5nLswBXGVMMmkRpt0J+dznv8CezbPs3LSCr1zOXfp8tGpv+sVOa/X7tLDRzJzL5Kggandp1mJ3Zmbpdy7OCETS/ZsXh1rh5fklNo3BdDdkqJw43fjCn/3aH5z4xVcvfVH8H//8b/3K/Mz5P/Xjo4dbtZPK4oEQUklnHjhfKG9+s2/JX4nH/xsavsvjxNlFrPCHHXv+3vbKMaSQ0cxq9R80u/KdUljCKObFF1+iXFhj9+Y6a03FxYUCmIA4ihmpWE5edDl4VcLlRcnIUEyl5HH2siYxEeNlwexyxKFdhtMXJaNDBtd18X3N+UXJWgv2bojZs32EfQeuw+KgFbRD/fCJC91/GyeJc//d17Jn15bHSYI1oSfe7Fv2l/Lx/wI8e8zMrQK821Px1bXamvnl//gp86H7yle1w43/qNU4S9FzuXBxjkZjmTDSrLYliXXxHUvFsyw0Yk5f7rJ51KdaUCgRMT7ksmebot0FIQNmFjXdEGaXBQqXThBx9TbL5EgLiaRUDNk40eTk1CgrawVKfoKnI9pdQ72lCOOY4ZFxSpXNSBVwcPcuXj69+MvXbp8/f/XBH5djo8OyUpJngYe0N/Zm39K/FI//5gH+zUcfByHulYTvOnKq/oOj5fq+LSOGP/qzE9y0f5WVJZepxTZbxhRFD8arhplVDyUtUhg2DSdML/iUipbDZwPagcB3YbkGV41rigWPyfGYew81ePX8EIdPCF6bjrnzYMLmMUOpJNg2ucbSmsL3oBNYjpwco1yQnFtw2TjSRQpwVcLcimKoFCNJ2DwRsbhSpkvCPQfLzDWv4eAewe6tpZMzy+OfLZe8b1hrH7/uxnve7Fv8pj7+mwN4vVZHaX+k2178X5975uvuo8+fTXZu9m4qOcWbv/LtRYrFSzxwt8e3DlfpmBrvvEnz5FGfXVs7tDoOl1cVQSTwdMyBrQkbRgJWmpKj54aIYsGezV0Wmoprd3U4fcGh0dWEAdx6oMWpS0UqhZATM5rb90rCKKDR1RydktywI6HedLh6S0gYSV4+L1hu+mwchn3bmrhaEkYwt+rQDGJ2b3J47KjlbTe3CDpVHnquzQfurbNr4xZOXNpIpVI7PFLuvthKDqp3vO3d4ZaN4/+40w1WK0NDb/ZH8P/Xx197gF+YmsZxtPjK155i84ZEFYuVX58c7uytLZ+657mjS+qxV1rce0Odq8YqPPFSiaNTbf7OD6xRr03y0POGbVvaTJYLLKzGbJqAY2cVkQWBYstIwk17m6w2Ba2uz2vnNQd3NXBcl2ZbIoVg31bDsTOGpUaBdtTk+l0hrc4Qqw3B0dOSvdtjjBDU2oaCZ7luh+T4eU0njFhrKG7aY5kcjVAiJk4cjpxz2TphWVxWjI002LGhxMPPOdTDNf7290uOvDrMo0e6HNizxjtu8nnp7Eba8URyYO/VTx7Y5Z5qtpp/Z7xkkq277saY2G7YuOPN/oj+Qh9/LVWURm0W19Fydr7u/8Z/+CfBT/3tf/5z1sY/emH65aheb+zfOp74RZ0wM+ezuKg4P2u552CLg7vKzC4XePiFDj9wT43rd43y6EsuV29tM1ktM3U55tZ9IScvuVRLESA5PlVk04hhZU3z1KsJT52Ba7dbDmyVrDYFT74muf9gRLWkWGuWuTSnqTUsygn5sfesMT1fodYU3Li3y7VXL+EwzPzyOJeW4MAOQyeUXJj3GC5qTsxI9m6FZlOyd/syOzf5PPqCy9RKhw/fa1heHebURcFyK2HbpKHiO6g44LVXT6tm7cxbl+ac24Uzcutbb9zrBEH3P/2D//Hn/vX01CnPiuEuNjY7dvz1U2b+WkXwOLEoiey0m9XW2tk7Fmvmt6anzsQnT50c7TRnK8+dFkxOLPP9t4dIu5WjpwscOx1xer7Du+6sc/f+EsdOVXn85ZDqaIsP3SV55WSZJ4932L8rZstIAWwHoQWO1Jyd00xUEuqBpewHTC8mvHopoayGeectLdZqZZ57zXJwp2D3toQkFlxcckgSw+4tgmuuinjuVcFqq807bpYUSpc5NVVmam6Yoidoth3GhmLOzbm4OkBJhTWarZOrXLNd8cRLwxw+H/HBe+tsKFV54ojPSxfa3H79Gu+7xeXs9DjHThmOnY+I9Rrvv7PD5pERXjlXZNPEaGPb1j0re/bs1asN/VPXX3v1M9Whcg0wf5109782EdzaBeJkbsczL17e4jvOZxenHxuan7tUqjWW0XgsrUriDnzl8VEmR+Z54I41ttU1jZam0fH47KMlRssNrt2j6YYlvnPc8sWn2nz4njq+X+bIGYdNoy1GKy6XFjSNTkK73aG0wSEympGSYtOw5C0HO7x0JkZLgefGeMWYw+cVpbLDlrGQIIbNo3DD3iXqbU0QDxMZzStTkmOnt+MpH89N0NWATgBDlQ47gUbL5dJiwmi1zfhQmW885/LKxZAH3tpiS7XCU8d8Xr7Q5cCuNT5+X8LpqWHOzQguLcZcriW8/60dPvIWyYsnCgwVFMdPLVaOn7pUeeSJl9i8ecufbp209YW54AcjefXMa2dXpw5cPfJmf6R/Lo+/8kvVWguw9/MPPbHppqvFb/zZY2d2H33lZbV5qMG1u0Nq9SrtrsvcimD6csjZuYS5Tpdf+KEV7thT5fCJMU5OwUtnIsbG17hhd8jezcOcmiry/MmEQqnOwR2GklvizCWNdLoUXIHvGkaKgrkVh5W6QuuEciHCcxWeG3JxUaFlwIEdmhdPFbjzUI1qtcFvfrXIeNHjrgNw5LTLgas6SOEwtajxlIPvG4b9BEfDct1hdkUxVGpTcMF1Fa7UnJ21FItN9u+AsjPEC6+5nJzpsPeqVW7YBeOVcY6c9Dg1HXH4XMJNh5b5Rx9rs7K2kbMXK5yfFSyudumEloVWxLU7YedGw569NySJe+OZPVtqP3PV3ndfBk79VY/mf2UjuLWrgLP7wvnD1yVR8+/PzZy592unTvCt59pUhyMmxwM2jtfYs1VxamqYOHHodh26oaV1ucCDz5W485oVbtirgGGsdTh6dpjfP9Xiw/c3uGN/xFi1xOETwzz8XJeNY132bRdMDGnOXXZodyNabai3BFpbNo8loCRShnTakrk1H0yBiaGQqze3eeplj4CYD90dkYRFzs5Ixoc1m0cFxsQsrWka3YBO5NJsuWwdCxitdFFKorUgijTnZmB8uM3t18ZsGtacnh7iOyfh8mqTm69t8kNvTbh0eZKXTnmcmo556XxCJJq8/9Yu3c4YMwtF5lYky7WI+RXLiVlLeShgsa7YvjHk0vkj6pXpqX3cu/Pbpy8/9fhQufLvzk81jyUmPrP7quE3+yP/r3qoN/sF/Nc8Tp+ZpdP1d7zy6iv/+6lTx//ZsSNP7Tj80jlWWm1KXoEjpw1N02bX5jp7txiS2CVKNMYqrBVoDBfnXaaWDTs2NpgchqLn4zsaheboOcV8rUulEnLNTsPeLR7Nls/MksDVEZFVXF5zuLxkaIQCrTUbqjELa4apOZfhskSgmRiJWG1aDu3oImWRuZUiezZ7nJ72uLRsObAjYGFVEsUOnVCxd2uEEJZmW7KhGjM+EjAxEuJIqLcVngd7tgjW1so8+mKBM5e7jIzUue+mDrfv9Th3cYKjp1xePR9zfimkXK3zk+9ucc32Iabnqlycd7i8lLCwEnFpGc6vWvZsW+Tdt7e49qoC52cqFLxFlhaWeenl6R2VQvCx0Uq0/eqdW5/5H//hz9Z++Vf+zZv90f8XP/5K7T9L8+fx/eL43NzFv//ks08dOjPdeMBJXuOqjWUOnyjzyoUmW8YcZhfh6CXYuLHG//zxFW7dU2Lq8hgX5wvMLCouLyZcnI84v2TQxRYfvqfF+291uTg/yokLHmdnDCcuRiSyy9aJkDsPGbZPSC7Ol7i0IFltGLqxQUoYLsP4UMxqQ9NoKYYrIVpohisJvhfx3AmPqyYN48Mxc8sFHGWYXTFMDFuu2hjy7AkP11WMlkGpiLESrLUEKy3BRMUwUomQEoJQsdrQTC9oLi7FbJ/scsehmC3jGpIiJy8UOTdjeW06YXol4N13rfED9wQU1DBTc8NMXdZcXky4vBxxcclyesly8zVL/M8fr7N1dIhXz48zs6DYsqHJsdNVnn+tw5YNTd5+19UEZvSLO3e95ZUNG7b+uyDoLO3Zvf3NhsJ/9uOvDMB//5NfQEi3EkeN3wxa5z5adabl8lrMucuaA7sibFTl+FnBWjOm1Um4vApnlgSTE2v800+scsvuMtNzo1xaKHB5SXN5KWF2KeLkjEH7Hd59R4N33GAo6CFmFstMXXY4NwMzKwmO7jBUTlhsKNrtmCSOEQg8v8DWCYfdG0OqQxFzK4J6S3P1pggshAamF3yaHUulICi6AkmM5yVUigmNtsv0IgTGxVjLvk0hzXbC5WXNcNnhqk0x2za0KBUDhLSEoaDeLrBUdxkuChzpcHnR5eysYGo+5uJKjFdo87abW7zvVvBklVPTFS4uKOayyH1xyXJ22XLTNUv800+ssalaZWpuhLnlIs22YrUuOH4+JJFNrtnucGoqxsoCd96wwdx47a7PjAwP/3QQBI1rbvjQmw2J/6zHX2qAJ1EdqZT81qMPikuNjf/h1Ze/cci1ye0vn5vXP/P9DUZLFR58egTXTdg4Iplf0SysJKw1IlbqCfNrcG5FMD5W45//6Aq37ClyaWGEy4slLi9rFlYs88sxM0sJi82Y6kiXuw61uG0fuLKApzwWVn3mljXzq4J2AHFs8F1DyU8YHooxwPR8TKMF2zc4lAoB1goQLq2OYdtkwEpNg02pSK0FQQwWy2o9ZPOEQ7OjEMoiTEDFd9i2sUutLZi+rEmMZrQiKfsCz4E4FrQDyfyqZG7FsrAW43ldcGJuP9DizmsE45UCK2sVLi14XF6GheWYhdWY2VU4t2K56cAy/+JH15isVrg4P8L8SoHlmstKTbKwErOwGjI5ZnC15mvPJwwNtfjxd4V0oq3xxLh5+j3v/KAJOPR0EvM/OZ5gfPQvb3X0Ly0HP/b8l9i07Xp+4f/zD//VpakT/+Gll75573PH67v2bevIsFvmtUsJu7e32LVR4TouAom1EpCAQGDR0uJKuLxS4PmzkkO7Vtm3tUvRB0dLXEfhuppSQVJ0JO2Ww6kpn28ecZleDGjEEacuBWwYXeX9d61x6OomN+2rM7Ucs9wWFL0u5y9b6o0SB6+S1LoJJ6YU5aLm1WnYvcnSDRO6iYvWEcNlOHnJQ+kER8ZoBzqB5JZ9bTptyaGrExqdhOnLZXZOKkrFkFpgmai2WWs1+My34eiFhJcvdNm+aYVr9zYYHgl5z+1NfuAtll2TZZKoyoXZIc7NOFyaN8wsRswsJpxbFFysRVy3Z4l//qNNNlSrXJofYWGlyFLNZaUuWa0n1JoxncCwUhccn7Y4fpOP3GeJglFOTdfk/u31Hd96enrn8mpy684dWwsbJkYe/Z0//BJf/sKn3mzIvOHjL2UE/43f/RJffHKn+rkfOv6/nJ9a+ifnp8+oTaOr/N4jFT7+9gZbqsN86luWUnmBf/BhgUmGWVj1qTU1q3XNWhPW6glrjZjVZsxyHS6tCXShyx3XrPLRt4TsnChRa1VYXC2wtOqyXBes1g0rdcNa09DoGBqBpd2NGa1EbNtgAIHnWGYWHYT02D6h2LnJsmmizcJawLEzZW7cbSkW1jh+doRyKSQMHUaHDZ0u7N/W5ZPfrrJ3a0wQWMaGJFHSoex7vDrVpeCUuH5PzMvnQxZWXDaPeuzcCNsmQ5SKmFkG17EIYdm+IWa4LGl2PFpth0bbYbWhWK3BSt2wWk9YrifM12Glm7Btc4uP3rvMHfs0vlNhbrnC8prPck2z2hCs1Q21ZsRaM6HetizUBF0Z8T98bJEhNcpnHikzPrnCD73V8jsPlTmw1WFy/KrEK078qx/54YP/4vjhqeTQLR98s6HzusdfKoCbzlGE7xcWLk5v+8o3pj7y6rmL/3LYv4i0FY6ehnMLCR3T4mcf6OA4hm68xvffroiiUeZXSqw1fdYaDmsNzVoD6k1DrRmz1oxZbVgW6oLLLQuixQN313nPLYarNvqEYZG1uk+t5VJvKtZagmZb0A0sYWxJElDS4jlQ8CzVimViJEI7Xc7Nhbxy1sPEJd51a4h2arx4YogdG+Hrz8fcfdBjsd7B14o4iRgZhjhy0E7MykqRu25o8PVnyuzcCIfPBDgUeecthlh0eOVcwoUZHy1dNgxrhkuCgidwXYESEBsII0s3hGbbUmsZmm1DrW1YaVk6ScL2LW3ec1udB+4MwZRZqQ2xuFpgpe6w2tCs1aHWTKi3YmrNhFrLstaGSzVFYDt86J5Z2q0hXFfydx9oEgUTnJ8pcuQUJKbOvbdtxahd/3Pg7f3TsfFtF+Oo03nfW/a92VDqPf7SAPz4a2dxvC1u2D76E4uXj//6zNQR8dJJI2PZ5r7rFVMzVQ6fSHh5OmY17OI4HfZsavJzH21w49U+S7Vhlmslag2PWtNlrampNQX1pqXeSrfeesuw1rIsNgVzdcNwtc3bb2py+76Y7RsUlYJDo+njORJQhLHEGIGx0O4CwjBc7nJm1mJsyCOHSwTtAldvdrnjUJvI1HjiSJXrdzucmW9RX6tw26E2j77osWHEcmLa8nc/2ODElMeGEck3jyju2K9YbTc4f2mE6/eEPPFKhzgocvsBl11bu3TiFg+/qCARnJvRVIoaLaDdkRgrSIwligFp0K6h3rKUyhFbNwbcub/N22+MGS35LKwOsVIrsNZI781aQ1BvQb0ZU2/F1Ftp5F5tS+abgqVmzO37FviHH11i+6SDq0o0GmO8cnaYF04Izi02ue/GgDgscXa+ZO6+7ZC97pp9f+f2Ww7+/szFuXDr9qvfbEgBf0kKPau1WLba7fc//MgXrh4qml996tln1c17IzaNVfjyMxW6cY133lhntZEak6KFArOrJc5crLLSXOKXfmqJG3et4OoYR5VxHYPruHiuxncVvq8p+opyMaZSTBgtGzYNCZZaZR78TpkvPR5w7e4OkyMJrXaXd98WsGPSECcSLS1hDE++6nNx0WfjsOH4OR/MCPu2KG643uD5TZ56rc3S8hDX7CgSizXmFh1u3g1T8xFjJZ/xEfDmNe2ux8KqxtEOOzbVee3CCDfs97hwucHFy1Xed1vCYn2F51+r8upUiZv2Fvj4vV2QLY5dMEyMtFhYinjimEM3UmgJ2lh2bAx5+20hzZZi07Dhht0QhiVW60WOz3nUWg6NtqLekjRa0GgnNFoJzXZCo22otS2rHclsQ1DvBNyxZ4l//hNr3LrPZ6U+xOJqhZnFIc7OCKaWW7zj9hbXbSvx5e/4LNfacvbcEwy59v8MaieKd731+89aG31VCMe82dh60yN4pxMQJ/GPv3j4hX/7B599eGT3xiUc6dDuOkSx5sJsyMnLAbfsD1GmxNyyZaVhWG0JFjuKuUbCLXtW+eCdq3zsvohqscT8SoW1RoFGy6Xecmi0Nc22pNGBVtvS7ia0OgmdwNAJLM0urLYEra4ljA1jwzGeZwGBqyxaCtodhcBhbEizY1Kwa5Nl2+Y2QdLkoRcUJ8+WeceNHrddt8YfPmRwxTAfvLfNnz0Ts7laYcumNt9+scD33RHyzaOwc9xn44ZVHvxOkQ/e7eB4y/zBgxXuPFDkbbc2ODbd5VvPa8KgxI4NLldtEmzfmDA+HCJlRKuboJRBKwtYip5lvAph5NBsu6w1HVpdTbujaHUlrQ60upZW29DqJDQ7Ca2OpdGx1Dqw1JYsrFmKQw1+5P4lvv+OgOt2+SytVag1C6w1CizXPC4vJ6Ab3LYPTk8Nc3ZGE5u068hzG7zrrlGqk+9f3X/Nzf9AK/0HxVLhTcXXmxrB5xY71Jr2b06ffeyX1ma/NbK20uCplS4fuT9ktFhiak5jjIOUMD2j8R2LUlDyBdZalExwpeTls2O8dKbImcuLfPDOFnce6FItV1itFyk1fCodl1Zb08w+7E5X0w403cDSDQ1hZIkiS5ykVxi7WANSCRwt8F1BtSwYLsPkmGHLhjZjw3W+8SI8+ZKDNEO840aH6/Y1eeq1iLBb4Y7rBPVOh8WVErfvMYxV2xS0RzdWLDUilBFct0dTLAccOeVzzw1D3HZtkyOnFNghbjzg8pPvW+XRoyHffKHEiYs+28YVkyMFhstFhspQ8MDRFiXBWDhxQZAkgigWhDEEEel7DNLF3A0M7a6hHRhaHWgEsNSSLDYhMF3uv36V999Z5+NvM8RxhbnlEo2WT7Pt0upqjIHN44qCW+HkBYfpOcHCSsjUomFoqM3H3tZi9rLkDx78xsiPfTT83975tnu0ta3fEaL03x7AbbwKKvnJz3/16V86++o3Jwp6gTsOjvPoiw5ffKrJT753iev3DKHkEEq6DJcTukFCGBuUAClAK4ujDAVHsNwu8Olvb+FbLzW4+2CNT9xf4+DOFqPVIiu1Is2OR7vjZMBW6RUKgkgSxYI4hsRYUu9WmlRqDb4LxYJhpByxeaJNTIszsxGfecLn/KUSVa/AzQc0tx9q8PzpOo88W+HW3T7bNrb55LcFSnhUyhG1VoCxoASMV9o0mi4mLvD+uxf59NeL7Frwec+tbcJohSdeGSVKfG45MMF7bm6we2udbx1p8/KlIscuuGwZkYxUBEVP4DrpIpQChLAYC8ZYojhbrJEliNKF3A2hE0KzK1gLBKtNELrL9XtrfOLtNe4+kDBaKbDWKFJvFmi2PVpdh1Yn3Qk6oSSMBJ1AU2taLi+GHJ+OKQ21+OC9Ia4c5cmTHkrP88yz35zYNBb/0time+3M5bXf3bJp+L8NgP/uH3+St99Y4eiLj/3Y6enOr05PvTTWbtaxxYCrt4QsrRV44ZTgjx6BH3tXk+0bPYKoiJSCVkfSDRMcZbLt2eAoi6ctBS1Y6ypW6sN89vESzx1vcce1NT7xthrX76ozmhSIY49216fVcegEmjBSRLEkTiSJERib6udSWDzXUPRjPDfEdQJmVwIePCw5O+NyYWYYZTx2bXTZv1Nx474GylvilXNlNleLXHMVTI6vsdqocHCzJDaWb7zgEbQl1VLMO2/p8tUnIi7Ol9l7tcNcrcur5x22bhjm2p1LPPVyk2deFQShy76dI+zb6rFvS5Nzc6ucnYUXThY5c75EUQs8LSl5Ft8BKVPOaW26WOMEwhjCRNAKBI2uoBFBaGKM7XLT7gafeHuDuw8mbBzx6HaHWKn7NFsera5Lu6NpdRXtrqITCDqBpBtAq5NKiheXDF4p4IffETFeGuaFV4ucn2uza2fASq3LFx98YuK6A8u/utqqxP/X7z74hzs3XOa93/c3//oC/Gtf/QL/8jNHUOKajx89eeHXhtRUtepLXF3i9mtCsAm7tgjCyGO5YVlYarJx2FDwDHFJoqTCcQSOTtA6jVyuNriOxXMsRTeh6guagcNaY5jPP1nh28e6bBhu85F76+zb2qXbaXHNTsvWSUUQOSSJIjESm4NbGhydML1guTAvqHUMX3mqyOzyMDZ0GPYVm0Y12yc1V22Ga3Y1MHKZ3/pqidXVIW7dp7lmV51vHROI2GFiWFIqxrQjF2klWInSLvWuYGFVcMAWuffGJk8fKbBpzOXWa0b4G+9b5ve/3uSFUyVaXYeVWpmdmwrs3djmlj1NPnRPk8urq3zlKY+Vtsf0nMPsrIujBFJKBAJjLYmByFiS2DA8GnHoQJsgiNi3NeDD9wZMDClGyh5R5DO35NPuuLSDdJfr9IAtM3ALugF0goRON6HTNViTsGVCYuMxjp5yOT8bsVQTLByrcs81ipnLbZrNx8buuWny11R1b7Rj4uk/+cxnPstHP/qDf/0A/tCDf8ztN5fEL0R7f/DkuZnffuHopeKh3U1uOZBQch02j4d0AsG2SQcpfGqtAp2Oz4q0eK7FGIsUAq0lWgm0ToHoaoHrGHzHUogsxdAy5CcMFwTtUNIMS1yYKfErfzICJkbEMTcearNzMiSOwViDtWkRRwqBVALtuJy66HLirE/J15RdyVhRMD4qmRjRbBpXbN+YsHd7jUSs8O+/WGH6YpVb9zjs25HQiZs8+4pHteAwOmSplkOKhZQKGSOpdxWrLctKPaHeKnDXNTUOn2hz8qKiWvG55UCVv/X+Ff7Dl+DI2RKtjqXW1CysVpgcKzIx3GX7aJef+8E2lWKdly/AqUsSx7EoZRHCADb9n4U4hh2TCXccjEkihyj2sLZIN3SYX3bpBOmO1g1Vj751QkE3EHRDSSeAIEy5fDdMuXwYW0YrkqLyOXZKU29FXF6OWW4J2hE8eaKD50e8f3sbornq/NrQb6+13hpX99z72U99/nP2h37gw399AH74qU+xa/uYeu7wzANTMxf/MOpe8D905xDPvTbK//pHIRvHG3zf3W3u2N9k+8aYgjdEveUSJ6nIoxOBFBalJI4WOErgOorAkQShwQsTgshSiAxBZAhDSyWGIDIEMYSxoBtJgsQjSnxOni1x7CQk1pJCO+XGjgRXpZ6PsgfXbIRKAYZKkuGyYrSqmRiBbZOp1zyyq/z7Lw5x7vwQN1yluGqLZNeWNR57NWZhZYgbd0qGKwbf7eBJD6sEcSIR1hInIWstn4UVhxv2FbhuT5OnjvhsGBYU/TI37DH87AMr/NqXDK/Olqm1DLWmYmlNM1YtMVwpMFwZolKMGC9FbL8hxHNiHB2jVIIUaTJhSRdVFCkWlzRRrIhiRRgpgih7DiVBJAlCSTeUBKFIE9RQEISWIEzvaxCk9zmIUm6fGEuwlpAkCbUOzNUtge1y57UNvv/OmMnhCrPzE3z9aY3Wx4v79yd/2H7lmyaJx774m7/72eSnf/IvPpL/hQP8q3/2ZVaaRXXx+aUPLyzM/8H5Cxf9TZsSrtnRxNgqxXOSM5cdfvkPh7hm9xofuafOnQdiFlfLtLsuUSwJI4mjFY62OFriOAI3FASOIHAVYZQCPYosYZykqkg8cCVpv2aSGBJDyrcNPXALAUqCluA44GmB7wmKnqRUVAwVJcNDgomRmO2TbcqlGl98OuSJV0aoLVc4tE2xfaPD7q1dElHjGy8UKTma8WFFudjllXOkHfdbLe1Ace3uiEO7LPNzCUtrLp1ukXfd3OQ7L3c4M6soFSSeW+HgVYZ/8WMrPP5qh68+PsZKw7J9ImGtrqlWFEMlh3LRoVSw+J7Bcw2eTtAqpVpSpp+BtaQFKyOIjSROBHEs0nsbC6JIEkSp8hJGgjCyhCEEUUIYGcKBwJGDO4zT+kCUQCsQzNQFd1y7wkfe0uDQjgoLK+OcuVDg+HnLK9MdDl6tmZud9sfH1B9tmLA/Xq6Mfe4Ln/9C8qEf+It1Jf6FA3ytEUglmx+z4fR/PPLqlF/wCjz6vMaYGrfsUzi6wlBJcmEOnj02xvyK5ea9q2wYtdSbBbqhQxDqNFJHCtdJI03gSEJXEEYi/XAiRRRDGMlUQYj7sl+cGJIkVRcSmyklmVoihEBKUFKgtcDVAs+V+J6kVBBUipZq2bBhJGB8uElsa3z2O5Lf//ooE77PoW2CbRsddmwybN+4xheftayu+uybVAxXoFyMWJiSLK55uDshiATjQ5JqFc5csKw1DPPLPrt3+Nx3Y5MHn/QZLYPnuihZ5eAuwU+9ZxFHLvJnTw3z2qzPhkbERDVmqKQoFxTFgqTgaTwXPAe0tinIM7WpB3LShZ0YSBJBnJABHaIkA2yUpEEhSmlIlAE8lR0zVSaTIINY0I4ES22J4zf4ux9cY9eGUV48McG5GYdzMzHHp0OuP9Dgbdd7nL6g6DRO+adb9rev2y/0UNn5FGmc+asJ8P/l332aUwvxj42IqX+TtM9WRoc0m0cjzlzy+OaLitv2rXD9HonnliiXXLpxxOHpAt8+usQn3t7AYnECF9dxcB1NGGncMKUmYZSW0tOII9JIlEWlOIssSZIqCcakCZcxNu/hzMCdAlwpgVYCR6cA8T0o+oZyIaZajhmvdhgbrvH0yZA/eqTAqQtVdgw57JqELZMuWzbA3m0N2nGD509UKCiH8WFFtQzVcsDwUIzraoRIF1cncFltRNTalnorZnHNZdtkmdv2LfLIC21OzVYoehGOchFiiF2bFT/ytmVu2rvIHz1S5vnjVVZamolKTLUYU/QlBV/hOQLPSXc4rSRKkcmHKcotaQ+rMfSAHicm290yaTE2xEkK7jgii9TZFaWqTBALupGgFQtqkWClnvA37lpmzxbLsRMVjp1SXFoMOXHJgNvmnTd3iLpVzs0JNo5pFtcuVCaq8b//oe/f4LYXfuv3ixt+6q8ewE9PL6GU/Jt//Jkv/NKzr14YvfMawc1bYhwnod7SnF4sceR8nR++b5ZKaYxdW3xu3F+n8niN+XpMabhLFENL+7jaxXMcgkjjuam8lwM8iiRhnG67UZxp2gmZ9EcWuSXG0gd3WqTMIjdolRZMXMfiu4aCH1P2Y4YrARvHGizU2/z6Vxy+cXiE1bUSV48Ltk0INk+4bJkQ7NzURbs1Pv2E5vylEns2SIbLkqFSgpQBs0sWT0ukAGsFYaTZPtHgBRIabcVaw7KwWmDPFp8P3Vvnc99ymVrwcHSEEA7GlohiyY0719j+Qw2+caTNJ78xwotTJTYPC8ZKCSU/wXcFniNwnTRX0Yo0cZaiV7K2pIvMWFKlJUkBn4M8TlJKl4IdwiT1uoR58SgWdGJoxpJmBO0wxjbabKl2eOIV+ORDlnYzZqlhmFkN+djbaxzcITg/E3JhXnNx2WHLWIwnTo7OLoz86v4bPqqs/cDvCLHxrw7Ak6iJ1M7feOTRb/3SpfOnJ9ZqmpfPh5xfFDTagrVmgjIOf/zIGJeWVvn4W2fZuUUhZYfHXhE89IzPro1t3ntrg7GhkHbXpxO6eKFDGDuEke4lSnGsiBJJHEuiRBDHkiQRJEb0ubYR9FiJTSO3FKBUqjo4yuA6Bs9NKHgx5ULAWLVFJ+rwrVcsn3lsiOePVxl2HQ5utmwckWwYddk0LtmyIeSqzWu8PNXhK98ZZ0hpxocElZKgUoyotxO+/qxP2bUIkQKrE2jef0fA154z1NuWesuwuKbZMlHmg3e2eP5kkxNnXEpejJIiBbkp0g1Trv8j99XZs3GRTz/e4JnXqlxcKzBZEQz5lqJr8LXBdUArgZLpQk4jOeTuDJNRNWP6O1ycAT0NEBAlgijJgJ0IurGgHQuaCQShIQ5DSoUmH/y+Nd59Z4tnT3gcnWogCamWQ/7hx+q89VqJtRVGh0K+7542q00nW/xFjh8/P7HWffaXdu97l5lbaP7exg3lv9wAt2aJF44ZlmvmR7/15Lf+9fGXvza6d0vMeLnA9ILDzHxCFFrGy1D2DMu1Ip982OMbhzs4MiRJyswsKlbrcPpCmc9d2+LD97V55x01RoZcwtAjiBzCKPWpRBnQ40QRJ1nBJukD3Ngscpu+5UYImyWVqY9Da4PrJHhuRMELKRc6JHR49IjkT75d5fiFIUTksWPYsrFqGasqxkdcJsckm8Yjtk02uLTU5De+WiIOCmzZIqiWNZUSVIoRwglpdEpUyxYhBNZCFEtGPEVsYpqRS7OdsNZQzC4VOHBVmZ/+vhq/+imP6aUSWkXZwtDEsU83lEyOetx4dYNDV7V4dXqWzzxW4JEXq1yuFyh5irILJcfiaoujQMu0nC/EevORAaxJF11iBImFOBGpfp4IwiQtEnUSQSeBTmyJ4xgTBYz6Hd51f42P3N/g7kMR1YJk16aEew7OESYaKRwmqx6tToXZxQLdULF7kyUIBcs1h6OnFPOrLfYvPTixYcT+6x277outmflPlxYrbJv88+sQ+nMFuIk73HJ94QPnTn3nPxx+/huV1dYq970tJuzCmYsFLi871FuGTjd1sZV9S7kpWVwtUw8FndgSWbCeZTGI+LPnSjxxvMMt32zx3/9Ak/3bGkxUFZWiJoxcwtghjvsgT3KAG4mxEmtTSmB7CSVIYVDKopVB6xjPjXFUSKMTsdSI+Hdf9LmwOMyRE1WscRktCCbGLGNDgtGKYrTqsGFUMjkas3m8zWh1jW+8ZHjxtSqHtgiGy5JyUVIpGkqFEOEEeJ5Gq/T3WwtJIukEmk43IjaCZsfQbFlWGw7zKxVu39vitgM1Pv1Nn8KqQssovb9WEycuYSTpBA5jVZ+bdrW46eoWL7zlMtNLkj96pMpircjMioerJCVH4OY0TKaJZy+Q51SFNJLHVhAbiIwgSKAbQ2gsJDHEEVIFbBrucGh7+nncvD9hqKCJkzLNtkZLxc4NaQGt3fVYXCmyUvdZrTvU24p2R1BvGeaXY85cDumYmN072zz06KOj42fK/+GWG29Z63TaX/nzxOSfG8Cff/EUz65sVUOXfu/qZ148W2k228wuDPH7D9e5c/8SN+wrs3mlwtyKy0pNs1pPKNQjPCeh4BgaXUErFHQTQSeRdBJFkHishEUeeXGIp1/rUPICfvzddbaMxuzY1OH2a5pokbaICZHSlbQqmXqlrR2I3FiEtCiRarmWGGTMqxckh09qHny+zKsXy4RxkbJWjBcsIyXLcNGmOnhFMzKkGa0KJkdiNo132Di+xhPHA37rwQk2VjXjFaiUFJWSoFyMKXgBT59WdEONU0pBZa0gjCW+Vly/p8Nzr1RT41MnodZwWK55LCwP89PvWWBmeYXnjo7jSEBEGCCONWHkEISSVkczXPapVkrctqfNWw61+aG3LnHykuFrz/s8f7LA6fMlYqEJAkU7UighEUJckXhmNQFriI3FGoMjEobcEJ+I225osXNjly1jEZ94Z0DBlZQKDmFYpN5yiCKHOFaEsSaKNZ3ApdF2Wau7LK65LK+liehqI2Zh1TDXSLhmd53b98VsrA5xcqrF3PKjlamp2at/7u/8sGqsnE4qo3v+8gC8sXSc8ljVPXn8+Z/45hHxb86cW2L/DheF5sUzwzxxtMXf/v4a33dbm8mxIS7Ol5hbdlBKYG2IMQlSpttpEFtKsUg5XwJdx6GbOLQTn2Yz4V9/ehgbR2wY73JgW5fRoZgP39dh20RIFImMb0sYiNxk/FNKg5CCzz9e4OVzJYTWTF8uMrtQxC8ohjxBtWSp+IaKD+WCYKioqJQVw2XNaBXGqjEbRrtsnmiQ2Bqf/06FTqvE7i2WSlFRLkrKBUPZj3GckG885xO0Jc5E2i2aU5RSQfGuWzo8+ZKhFUhanYRGW1NrauZXiuzfWebDdzc48mqR6dUyShogyviyQ5QogigtzLS6mnrLpVwoUioE7N/S5da9XS4t1pmaq6GdhGPnNZ97rIhQKgW3kOs/RGsAA9YShQnbN8R85L4OY5WEvdstG0YhiR2CsEwcp11TcaSJEp3mQbEiijVBpOl0NfWWw3LdYX5FMLcYMb8ac3HZstyOee/dq/x3HwiYX9jIkZMlzs2G7No6w237dvybZ5493O7Ybb//+NPHw3vvPPiXA+CHX7mI4yztWVme+vXa/NNyte5QLQfcuE9ijcKeLfKbX1FoZ4m3XT/PtbvLTAwPYW2JRlPiu4bEpCYnN4JQg59YSokgNJYwEQRGEiSS0DhEBpZaFR572WBJ+PLzEUIk6Ydk0w8JMrEk1QIRQiGERCpFHGmk0ThaUvZg57il5BiKnqHoQdETlAqSciGlQ0NlyXAFRodixocDNo03SVjj333B56lXJtg1CsPFLHoXJeVCTLEQUip2KBSKeEqiZMbBSelAFDl0O4JOkNAMFK2uodkxactcyWVmYYi7DgT87A8u8G8/p7lY8xDCYG2ESSxR7BBGkm7g0Oooyh1NyXcpFnyKXhHfiygXQm7cHeI6ETfvjvnE/W20irMikEEIu56UZ5TOGIkQEs9RgEs30Kys6dS3k+Q5T3bFkjhRmYKVJv6dIL3aHcHcUszLUxGzawna7fKO2xv8zPsMS0uTHD1V5sVTEVs2tqmWNJ/7s+fk3Xc6v75ze/07nW73+J8HNv8fA/zTX/w0bWsLF0+eeOD0qZPCdSN2TjpMDrXZNGHZuDjMznqCtR6/+aWNPHm8zn3Xdwi6gsuLmnaQymeuIxDCptXEPJMfzOyN6H9vBKGRxFaSGE1kPJJM9hp89KqUArQQ6b+twC9YfG3xVYLngKfBdy0FT1BwJcWCpOjrFOAlQbVsGKnEjFYDJkZabJpY4bceNHzykQ1srSrGyoZKSVEuKkpFKBbSOYVzK4Zzcx6+m9pvIXf6CbqhZuekYXKsS6Pr0unaLIpLak1NueBTLlb5xP2LnJ+b57e/shktNRZDYhJiY9OIGSo6YWqKavuSYldT8BwKXkK9meYYrpPg6ATHSdAybZSQMi3ni+xKrSsCEBnIBXWTuSxNmtckicQYSWz6+U6cpPaDVMWSvcqztYJSwbJtUxfrN9gdhbzt+oBrd7qsro0xdbnE7BLMroY4RY0WiqFyi4XZw8J3Vh/Yum3Tucce/d3OW9/2k28uwFuNonvh4uo/evXM7D/av7EuR8ounTBkuNJhpV5ECkm1rNiaxDiritdOjPDSq0MIYdlUSZisWhxNz9OsshasJEktn0leeet93XfKpVqu6CVKg5wbyCp5aWKlpUnbu1RKhRwlcLRNdWMt8D2J70oKnqLgK8oFSbloGSolVMsxI5WAseE22zas8PzpgE8/volh32ND2VApihTcBUnJN5T8mHIx4PlTcOxkkavHbcZ7+2XzTqC4ea9l97YOLxyv0g4snW5Cq6MzkDsU/QIFv8pH71nl2OlFnjsxCVZhTJLaYWNLHNmen6QTaIpdS8FX+K7Bcx08N8HTBq0THJ1ajJUy6REsMt01ERZBn8/1k/PUQmxyRcrk8uuAFJuBPDGpRBub1AYAMFRK2L0t5oOj6Sz1OB5haa3A3IrPSkNjjGFsyLLWCvBVkW5YptltyWv3XvxffDHmFkYm/xUQvmkAX6u1ZRB0fvHrX/2df3A6nnfPzyo6YzGzy4qnXh5h80iJoZKgWNCMWourE0bLlk6Y8j/PAUenei2AybL9NGrk1UfS6JyB3GSVuLxYYa1loPK+bsfNS9V5QUfJrGKp0gXl6LRhwHMknqvwPUXBExQLgnLBUikmDJViquWA0aEOm8bXeO5Uh1/8gw1cnKly1ZihWoRKQVEqKEo+lPyEgh/hOl3qXZtafJVFyv4rS0wa9aLYpVKIaMeGdpCez9PuJjTbknpBUWx6+F6ZHZMR/+In6vyzP5Q8e2IDFoWxhiQxxElMGBvCSNENFR1PUggUvivxXJtOu9UGx0n1fq1sCnCVAlxlNEUIu75/MSvt2yyI2MzLkmSAT0z/OQ1GaWHNJOnfSf8tyUq9SLvrYW3qJ292FI2WotUReK7itv0FNk+GrDS6zC0rNo0oXnyl5oozl/6WUIv/25sG8JXVBkkS/avDzz/29xfmp/x33ZJw/NwQ5y6lfY5FV+JojaOhXFRZ61dCuZD0nGhp4tePbGnU6APb9DRasMamXeQ2/7v9iysAntHu7N9PKYqSAqXSBaSzVjRHSzw3HQDke+lIhoJnKfmGcjGhUowYKoeMVDpsGq/x3Mk2/+z3xzh1cYTtI6nCUi5ISkWZRu+CpegnFP2IKAn542+WkUrhSIsSfZnQ2GxbTxx+5B1rPPxiSDP0aAd5v6ii2VLUPY3venhOhb1bY/7lT67wT39f8MzxDRgrSUxaVo/i1GgWhIbAT+2unifwHYHnppVNV9texVYrg1SpNi6FTRslcoD3S55p0LGZ0mJEprZkiXy2mybZ1IEc2HnwSYvFqY8cNMaknqFOkE4o6IYGYyAMHbrtEUaLEQUlOD8reHUq4uotM2M3Xnf9F7ud+nNSyn/sev91RaD/aoAffe001tjbPvfwC4W9mwImRgS3HYzYssGl3U25nFapcpEkma/YF3QDlVbBEpt5Q/IbklfWbApi02+/SoGegt/koM5v/BWvKwd47sHIK3l59NY6951IHEem/g1X4HvpzJOil1AqpOCulEKqlQ7j1TrPn2zzi783wqvTY2wZFoyWBqiJryn5qX+l4McUvBDHCZhdGcZRAiVNJsv1k8wkkcSxYuOwJY4jGpFPJ7B0g6xO0JUU2grfdXAdH0cPsW9LzL/8G0v849+F516bIDEyBXhiieIki+SGwDP4oaTrqh4Fc3q7pc18Kmm+I3NtPHt+A4yngYesKIToFYdMVhyygw5NO1A5tvSqpVFm1uoGhk6Qvs4ksaw1BLOLAlC0A8Pl5YRmCFs3dL2qe/rtjZUTQlyp+PxFA/z4S1/hmr1B8RM//zV3bbnF6YuSkAbvvmmFrZMlWh2fTtchinOfcZYEBZJ2N+3pC6KUQ+YuP2NtH9Q5DckpSS9aDy6IN35I0TdRSZnuEDm4lZS9TqCUnoDvgOcaCr6l4KX8uViIqBRDqqUOY8N1XjzT5Z/+zjCvTI+zqaoYLxmGCoKyLyn6imJBUPDTxZGW+kOeOyFodV18RbbI0p0qb0JIjCCKNSVfcfs1TZ5/tUI7SmlKJ0hodxRNT+G56Wi6lD9X2b/V8Mt/a5Ff+E145sQEkZFExmTN0v0ezMCVeK5Jo3fmTXGyxZ1eZDSlT+NkVuV9I5DnRSE7APCepyWP4gO7bv59kkAUm2xAUdoJ1AkSuqElyMxbYSxoR5Z6Fzyvw9tu6fCumyxxCKePf9o9Vft48U+/8Gftj3zo+/7iAX7m3DRjY9uqX3/sM79x9/7wnpdes0zN+fzJ1zWPHW3xvjsaXH9VjYkxie+4RLFHq+2x1vR6IxxanbQNKoxSq2Yy6PYzDIA6NwbZdQDPwsp63i1S3idkBu7MZKR6AAeVOQYdDa5D2gnkZgYrL6GQ0YtyIWCo3GG43ODo2YB/+jvDHJuaYLKqGS8ahgppZ3+poCgWFMVe9E7wvZhyscsTx1xqdZ/h4X6ZPAeMMVn3e6KYGFXcf12LJw6btIsmNAMgl/iOxHc0jnbRuoCUhv1bLb/0txb5hd+0PHNqgshooswBmNpe0wjpRbLnLnS1ROvMhCUFSuf3ht7ryxdhTlVE7kqDdRF58FoH9EGQG9tLhMPI0A0T2rkU2k5HRDcC6CYGxw+ZGO5y36EO77nFsnNDgdnFKudnBc+d8u657abTv/uBD3zsZ5YXpmpjG/7LToX7LwZ42J5lOV78hROnpz+2vLDA5g3DjJQV4/OCi8tD/PqfVkAH3HKgwbU7u9x9qMGQ77FjU5HltTILqwWk0EiZtp6l7j+RAbwfCfrg/i6RO0N6XpHrcW+ZO+j6vDt3DGpF6s/QFsdJG4t91+C7CQU/puhHlPyAcrHLyFCdI6cD/tFvjnH0/AYmqg4TxYShos3AnUVvX1Lw0ujvezFFLyQ2Ac3QQyiJk0fwHgcXWV6RSWuRQ8ntpnaB0Gc4B3k3oe2q7EiUPJ/JD6C1HNxh+dWfWeDn/6PhmZMbiIwmSARhYrIoLvAjg+dYXCftXdVZ3qFVahFWUmb3J+vKz58HjFm9hTmY61wBbttL/Pu0MjG5BTd9Pe1uf+bhfBP8QsDYaIfbD7W4bmfMLXsVSlSYX65w7LTP9JykHXQI7SIrS1Mfe/7wkXNJHP3jv9AIPjV9mckNG7d/+k9/81DFO4c/6VBwE6JIUfBcKqWYybWYhZrPc0cLPPZizB8/0mHHZJuf+1id8XLCcJxqpYlJI66SqcFnUC3pZe52MPlcf6NzW+Drksp8u806dFSWTGltcVQKbFfbnnvQd5KMN0cU/IDhSpuhUpPnTsT8T781xkvnNzA+pBkvJAz5lnIG7oKfyok5uAtegu/GVEohJ6Ysjx8p4UqJo0yWxPU1ijxxjhJFbDT33hhx9VUtzl0sMF6EbmjTK0hod7MorBVaOyhps6KR5Zrt8Ms/tcw//k3Dd14dpxsV0mJYbClmHm7PIQW5zncvk1EUiVRJb4dTUgwAXAyAnNfxlT7I+ztrL5Jnnvs+wG1GTyxrLVgLYyY3NPn//NAqO8cFI2WPMBrl8lKRhVWfhRXF3DLMLMZEicBxFU8em8EvvXDoYx/96e3LS/PTY+OTf/4AvzC9hFsY2nH65HP/x8JC8wPPv5KwcSLkhqub7NhUoOgPUfAdSgVFuRgxPmRYa0mWmmVeOVPmf/3jBu+5OeDua9IKmqPTmyMl6KTvaLM2T2auUElep5ZkkftKcAuLVLksmIJBqyxqa4urDY5j8ByD58b4bozvhRT9gJGhNmvNNk8eh1/+k0lePjvGWAbuasFSLghKvuhp5anyknb9+24K8IIXECYJ3Y6Pr9JFJoVY5+TLCylpoqlTLq8DgtDSicQAwA2um+A6GseRaKVQ0ukBHAHX7hT88s+s8a8/FfPMyVEu1yt0S5JqYinHFj+bOOA5NtP+cyXF9qJ3TlVygPdeb/aiB3HeY4jZh7JOJOjxb9uTeXOPuTGpl/xdtzV49y1d9m2tUm8WOXvJY63pstbQLK0JFlZiZhYj5psR2ybbXHO1YKwcE3cbH3jmuReSO2479D/U1+anhob/80D+nw3wZu0sNireevjl4w/Uay9zz6EhXnityO+eaPLWm5p8+J4EKUZwtIPvScrNmGopYcNwOnCm1q5y+rxhx3ha3hUiHayjJCTKZgWF9VTk9VF7PSvMP4R03EMevW1GT2zmGkwjd9qFb7IxE0kP3J6bgXukxdJah1/64yJfeXac5dYw40OScT8Dt5/y7mKWWBY8SdGzWQRPubfvhUDIt4+6rEUuox7r/NiIQe6a8vAw0lQ8zX03tHnuVEgz8hiKTNrFHhrcIPWquzoFuFYWJR2ETAs0WNi3VfJv//sGX3uuw7/6vQ3MLA/TqWqqrqAcG4oxeFE6etlV6X138kRTil4SnD8PJuqDC1OIXq9IP4rD6wQAM0BVcirjaMHWMcmBTVVcMcKx0zoVHrqSZltSa1pWahFzKzGvziY8cP8qb79Oc/7SKM+/Kin6LzMyWn3gyLHCH0dRe+rPNYI3m21KpcLuI0e+8/cOH3mVM5c8fuD+Nd5/d5GvPFnh2y8Z7r2+xrZJD2NLOCotF7eLmjBKHWpKwFBZs7QKlVKSckmd3pFcAuzzOrE+ag/SkuxG55ElLzfnKoDKAa7SAfg6q945+ZgJJ8F1Ynw3wnMjyoUOWrd54ljC7369woNPTRCaChMVwZif0pJUAsx1cpVdIovcg9E7QuuAp1+r0g41G4v567kygmeJpkn9G76juG1/h9ikAO9Egm6uhmRjGhydS5wqA2JafUzBJhirCj721hZl7zK/9/UOT742ynxUoO1LKrGlpG0Kcp3lIcpmeYnNQJ7fQ9H3jkuQ9KP44ImCgx9J3gr3+kQ0/TNh08U0XBZcmi9Rb8mMmlqC0NLuGhqtmNV6zMUlGB1t87brDdMzY3z16YRypcU7rpPMzb7G2OShv3f7rXe8FATdM57n/z8H+OryDC+9+GUKheqm1eWzb9m/pYEryhw/rbBKsGHE8sqUywun4MN3dWi0HQTge4pOVxDG6Uw7KcH30u7vPLLmow2gz7nX37QB6WFQvhL2CmqSV+VS3V1JepOv8sjtqNSL4TkRrhvhOyHFYhfXbfMnj2h+5T9NcG5pBMfzmSwLRryEimcpeVDKOuwLXlrt9LOCUOpfSbKdIKUny42EVujiKoUrbS/BZOCt5PaCJPNxhLFDwekyWe1Qa5fpRCIbt5bmCo6TZDKfyuROlQJ8XeKaOh8/cHeLmw8s8ct/1OWT3xhnNS7R9hxKjqSiUw+Op8FV9JohdF70yXY+2aMq/QLQYFBZT1beKJqvD0xSpvlSNzIs10JaHYWUuT6e6uKtrqHWNCw0FB+4pcOQ7zO/IrnjYBMpfM5MebxyIaAjX3lLkrQ3rdUaZ86eu8jVu7b9PwN4khhuvOl9O2YuHv2tF54/zvHZgD2bu+zfKpmet3znpRIHtsG+rRqLpVyMUoC7mqCYjiUwJjdSpUleOjByPcAHbxJWvKHOLbD9aJJV3+QgwKVFSYNcF7mTDOQxrk4piecGeE6HqYWY3/5aiS99Z5TzC8NUig4jPgx7CWXPZqX3HNwyA7fsFYX8jHt7brpwKqWALz6tOTNdwFcirRjmCgp9lPfGONiUh0exZt92eN/NTX73oVFaRU0lsnQjixdmeYMyaC1T9UMxAHJnIKymu8K2Mcn/9MNtDu2c4TcfHOH8/BCrcYG2oykpQTEDuittunAylam3++X3NZcPSfl5v9JpX6+TXxHNBz81Ifo9n1FkaakEgSCxqYwYRNAJLc1uurBOT5c4MeUyMWJ57LjH+XnJoe0rXLs34czZV7lm7zW/dcuNN7673mj831KV7wlwa9tAgZMnXtpy8rULu86ed5mbc7h8OeTwa2kkqBRdrt0N28cjojihVAhxVELB19kIB9WrbAlyjmx74Fz/+wa/HvjhgE9CiD6w02fb+zeVNJlqkkfvBEfHaeeOjvG8AFcHNJOQX/+sy+99bZLZlSpGFRgZUoy4liHXUMwid7FXvpeZTyWjJpl23gO3m1YvgyjkzIxHK/QY9jIVJy865apEXoW1A56USFMpaXZuCVFel2ZYpuMKClG6hbsZvXIyiqJz1UOo75K8KsaH2vz0B9o8cO88v/e1Br/9+VGWOyU62sfXiqIWFJTFi20azWVKVbTs2xvyKufrIjnr6crrPrv1P8k+dwiyYJRvAEk2dSuMBUF2edoyN1vgscOaa6/W3Hkg5t7rIioFF5u4NGuG6QvndlUrxS033XjDVDfo4n8PqvI9Ad6sLeN6lfFqJfls3H7UueWQx/V7XS7Ol6g10xL3hlHYuiFASSj6IUoZolgRhCozw6e9ksaIXsm3d28GOZ294g/e4Cbl4M6BvY6eyMwlp5IU4DpBqwTXifDdENcJqXdDnn5Z8iePVPj8d0bpJmVc12XUFVRdQ8lN52wX3T64fU/ieRIvoyZpYShTJjKAu05a+bwwZ3nyxSJh5OCV7OsSzPzRK3NnVtQwUjiO5v6bm3z60RanZkp0/NS7ETgWNwYnMjihQSmZ6tZSIIXsD/fJAZ5r7EZS9DQbqh1+/qNt9m8L+OQjZQ6fGGKpU6KrXBxH42tBQYInMxk1l1dlOiqvZ1gTA/c/+6iuNGd9j29ftxiMFUQm7fkMknQMRRSnSflYyTCzmCCEYMOIh+d41FqpdNiJE1659Jyz98C1n11eqV1XbzSXvheGvyfAV1qjcun82VtPv/bM0MsnPBpBzE1717j5mgIF18UYSdGPGC53KBbbNDsRSZxQKQo2jEiC0KETOgSBk5rjzQDQc/9xr3gj1kWBdcaftEcnjeS9krLp2T1T3m3RKkkBrpIeHdE6ot6KeOq44A8eqvDIkSFW62VkwadcUFQdS8U1FB1L0bUUXLKonUbugifTUyJcge+SOfRMBm6D56T8W+mA0zMwW/fTwkrGb9cXTvr+mbQPMrOZGkkYajZUBLu3dnjlYkw7cnoDdtyQFHwqyShKXqgBeYVPo1c6z2TIKEkT/o/c3+Gdt6zxrZea/OE3Khw+UWGlWaQuXVquxlUCVwo8SdrDKS1a5HlNNoVAZLZfXh/B34iyDEq7/WqnSHs+DXRCQTu0dKPU/zNcNIRWcHFNs9qWXF6LKXppzcAvRGzd0ObuXQ61ps/h5x8f2jgibr1q996H+B7Dg74nwB17yXOd4D9+56Wp0lUbDM05xb/44zIPvKXGWw4mhJFENhK8WkQnivni4x71huaO6wJu3d+loLvs2wajQy6tjks3dNPm4CuAnst/XBnF11ETy6BBP6UlJuPcBiWTdCB+rmbIiKVmzBMvar7+VJmvPDnEYqOE8H2cskNFw5CTdvIUHDLaAQVXZJfMLKcZ73YFXh69c4DrGNeN8d0QayO+fcRjeq7A2IjAkSbjsaLf6DsQ3uw6u6miEzhs3yC4/4Y2X3o2pBU5dCKB71jcOI3iQWQHdinV06sRch1NSS/Zb1Qwqd5e8AI+8tYOb795hS9/p8nXniryxMtlFutFOsKl42q0o9BC4EiBIyVO1oSihEUhBqjhevnwygi9DtikTSo9YEfQCWJKfpdrr2pRdkNu3h9w53UhKw3Nlx8r0wgcPDd9j2EE91zb4IG7DN94apylRsL2LedLjeDe/3jy7Nx+oPNfDPBGy5DE3Y/PXvpCdbJS46VTkoQOJi7xuW9P8NXvRESxwWBBpDdxeU1jYnjiRILWMRPVDu+8ucFH7m1yzfYOI75HJ/Cy5mA1QFvySJ7n6HkbfC5P2YHLZHKgQWQA1zrB1RG+H9ENEk7NwtRlxWe+OcRDhyssrpXA8dEVh6KSlB1LWRsKjqXggO+k4PaddCZhajOVA5fIfm4zkJseyF0nbU87d9nwygUPHCfb5u1AiV6sQ8FgREsSkakpaTf6wZ0BB7a0ODlbpOMLirHAiyyBIpP2TBa9czUllyD7XKWns2dSpDEqmz7g0A0dCoWAH3tXwPtvr/Hwiy3+9NEiU5d9Ts4WCWsesafpao1UMi3nAzp7ziN5j7rQT/7XLWDo2ZtjC6ERqSksjCm6be7eW+eBe5u8/aaEkbLC1Q7lgkcYC+7aG2JsgBCQ2NR16SoXIQRjowG3DSlePhtB6TUKhe99RMp3BXgcNkQcRz977JXzVd8RDPlFlmsFbtwWp57eQBHEaQtZkpXXxyfTD60datqRz/xSif/45SqPv7jGB+5a5ud/qMlQKaITuCSJziZO5d3v4oquhczZJiyStKiRUhKTjn6QCZ6XTlKNk4T5FfjmY5pzMwUef77A7FqBc5dL4HmoosbXipK2lLRJVQQnHZzvO2njRQri/JLZpTKAk3HuDNxOguek0TtdWCEXluDEVBFHrpcHexSFvh+8p/fnSoqRWX+jw4HtHXZPtDl+PqYdO5QjQaDBzdQGNQBwKQVCynWRHK40PoleMpv3UUaJQ+C4VAohP/KOgLsPNZhda/DtF1zOX/J4+EiRyys+ScfBSE3kKoSU6U6RdeVLsoon6/1Ag4vYZIlkOqI6xgYhFbfJz31kiQ/cGbNrk0+rM0S769FoOswuqLQfVPaVpjhJc5R2Ny0MSatYbYA1AbX5E2Pv/IG/8fcuXZr/1a1bJ9+Q9n9XgH/+qw+CTUg6c/iOx45Nii0T6VnsrW42IzoyvaMyUhkoBXyUfRitULDScTg9O86//7xDlFzm5z/WouwnBJHGWJUa6RGQqyYDMtRg1O5REZXgeAlRYjl/SfDKecU3ny9y/ILLaxcKNAKPIPTAcVEVB08JigqK2lAY0IE9nfs0cttsmjR7GS1xXYXrymwB2D73dpLsFLeU5/tuhDUhC6uSwHpoLXGlRQ/IbFcE8B7IE7u+3zGMHQSa8ZEQqbq0Ioe2FqnSEfUNY1qZdRVImYvUAPmwIwTWyH4kHxiM5CSqN36iHbhMDods2xBx41UBnbDDj1+oc3zK5ZvP+bxywef8RZ8oVuAprFTpji0HqkHrivmDECdrAk8gjhgttvj5H1rmp78vBltlZr5KvVWg3XVSUSIbwZe3vcVJlmhns8pb3XQKWJIkBJHk1IVGafr8Ex9zHPWr/0UR/NLZLzMz31af+uoFIaII5SS899Ym9WaF5bpLo6Vpd1PvchCmdsg4s2r2DDaxodO1lFxLYhVTy0U+9WCF+29q8+7bO9B2MNl4h9clmDLVyhEGIS1RaGl304g+NSP51CMe7Uhx9DWfs5c8llsuQeKCdkE5qIrClYKCgqKy+Ip0nJnKjEcqjdquI9KixyC4HYmb0RLPBc8lU03SkrmjDa4TZxXRiIIfsriW8M1nytSbHsNDAp1p8bnp60qO2gO5GUgIjSQIFGOjinfe3uXhwx0u1kt0HJnSFA1ObHGiXLPONHaZpHIhg7NOZO93GKsHfkcKdDdRJFoRO6nSFUVOKqU6ESU34u6DMbftD/jgW7qcviQ5dsKhEyo++c0iF+YdEJJ2R5OEqtc2ZTX9atA6gNsU4J2YW29s8vH3dXB0hUtzQ8wtV1hteLS7KpOUSQeoZlNvg0wmTQ/PSmh2DKsNw2qQ8O5bWyhdZG35rGhxjfr9T38t/omPvfc/D+DWwqaJwq/fsa9x7SunfBbrCbX2Ktfu7nJ5sUKt5dFopaeWdYJsnHGUappxNoo3TgxhaKi2DPOtGN8GyMjSiCSBk2Bc04/agzFAQr0tOPayw0pDUvDh+RMOX/2OTzdSdCPF3LyLEZrIOhjhgNYIT6OlxFUCX1r8DNiesngqbWx2dab56n7kdvO+zB64VdajKXrR23UMrpsbtJJe9HbdCKVCHntJ8aVnyyhXp3LbOv793SN4roWnPFwSJYpu1+H9d3T4ytMNPvntIVqxTynj4U7Ow6O8KGN73UJCyB7A8n7IPtcfALhJI3ms00juaEWsNTpOUqCrBKXSQfrDfswde2Nu3xthRcCH39qmG6XS3p99x+OFEy4FT7DcUBw77tJoy4FxKwNAtxYTWypujHUShAoJIsH52SJrTUUYpR0/cWavjTMnZBAYumF6MlyjA2sty9Sa4NDVhmqxyPyyw9efiq+96+7Krwv46f+sCN7tNPD8cuWRRz6199lXm8qRdd59h2J8pEMzaFMsdhitFml1iqw1PJptTSdMu7rDKNtajMAYBSi0Mtx2fY1SaQYrAp4+4vG5h32UvHJLE9nEV0GtpTj8ikujLpFapTNRrE4jk9Ckc4E1yNRX7kiRgllaPGlwZQoEV4Gr+jP6UpCLfsODThsB8sbjQXCnET6z1Tp5BE8GrhhPR1gbMrvsEgY+3pDEzcreKnPlrati5h099MvrfZBLEqMII4fhsmLrWIgrunRij04sKOh0CGbuIckLWkoO2ltl73elv0NmxR8zMATfZB3xfWoUx0lWN0g/L61iojhBRWktQasEKWO2jJlsxzDs39YltG2kttTrgsOvaGrt1GOSa7wDHjmUgtlFyT/7tSqRKVLUHo5J0Mr0DFpJklY2U4qbWhVaAay0BPXQor2AQjlkrubw5ec97jm4wg1bYjVZbe5997t+sPJAvdGoDlW+N8Bn55bReu1Xn3hh9q2vnrFESZXHjltaYZFmJ2a82uKBu5u875Yme7YVWakXabRcuqEmiFITv8nemaMNQ6WI7RsDtm6Kme12+cxDBb7+eAnpD/I3sY7PWSEw+ZELZJ5TofpJjpSZlJWDOis7S7KDW3PdeOA5G03hKLKj9+iBO23rSofre67A1fQspmkEz6K4NrhZddRxIjwv4tKy4Y8eLoF2caToJ5g9eiJeF8EHfRv5kNAUbOlgnTBy+MQ7O3z5iQ6vLZRpJQ7FOD2UNnUB2n4njsprAvQ06h5VyHcKIwcMXvllel4YrRVOks5LcTKgK9kvmqW+8exrYbLBQQlaGIQ1jBUN773LpMOXRKb0i/4lsKiC4cHHC/yffzDMxdY4G8aK7B2PGCqAzlCYjnFOZ5J3Q0GtK1hsQrna5f33rvIDd3UYK3vUmwVaQUIclel2Y1R8+q3LS5d+1STxf/d/G8Gfe+5BQLhXjS6w+S0OKzXN7BIs12KW6orpFY9f+ZMKJy4t8on71rhme5uxapG1pk8QplNerU29J642FAsBpWIbIROOvuTy/MkCtuyQKN0DbQ/og89CACmY8xY0JcARaVnZy70tMv1eSzJPRdY9nhuJNANzUMhOZut31fcBLnu0xXNtr6XNdc3A4Jx0vrnrpOqJlCHT84Klho/QGk+yjp70yvMD+XNe6Bls6hjkx3GiCGOH0UrA9skOJ+cDOommm4CXCJzE4sQZD4/pKUv9Erpa16mQ1xfSSbu21znVp0YGnRgSJVE6P75cZWa1BKlMtlOYvjQr+pOx0meDDM16OZd04Yn878YRt+2NuPb6Lhe/E1MLLBdrkqFuSiGlSFWXKBF0YsFaS9Al5tqranz8/hoP3KVYWN7AxctlltYcltckM0uwsBozOtpitfN115jXCymvA3i7MY0U8NpUje0bW1x/wOUG63PuUoELs5bRckR1weFrT2/iWy/W+PmPLvH2Gzvs2OTS6XrEiUplP2FxdEKp0CUxbZ45Zfj9r1dZqheh4IJw1gFc5LZMIRCI3mGv6VQqcITFERloMwqQf937syzY962g9BpsXSVSsK8Dt0yf3RzoefKZgTvv/tGmR1EcnfJT142Iifja0wUWlgo4Qwp30MMxqKBcQcawg3KhuCIJVHSDdILte+5s8fTLXRqxT1trCrEhzMrpSvYNUbnhLAVU/pvyRFMMVBHBmGymioVEpb9TG0GsBDqRaCUzmmKIM6D3i2mmV2CT0vQLb1lk7xXjGAB6tiDi2GG4EvAT72mxurTC4YswtVyk5CscKdO5jaTD9zthwvYNLT5w8yo//5E2rhzm7MVRpi6XmLqsOH/ZcG4uBBmwc1OXLRNtjp7QvJFFbx3AXz72NUol/66vPPjszedn2pyaNuzc2uW63R2uubpFwRtFCpckCUiM4NzyCP/yk5qvPbvKh+9tcv8NLUqFNDIIAY4T89JZydefc/n606Mcna5A0QPp9PTbnKf2iwigSGW2dJ5JVkXrfd/nuCoHtkzPk89HIQwCuzcHRZH2I74RwPOEM+fdOqclNuPb673krhPhOiHzdcORswXQLjqjJ3rAoJRX+8QVCLeIdf7pfCxGr+qYKKLI4YarA0arHeprRdqxoqjAidP3ohKbXtEgwElB3vtFsmeJ6LX+GdubUmWUITECxwgSJUmUIVGCOAP5oHktt0PIHORZwU1IO7CL9CdlySskXiUdkqbmvbeG7Ny0woNPd/jGc2VeOl8kUZpECExiGSpFfOieJj/w1hbX7xRoWeXi/AiXFkqcm9Wcmg45v9Bm86aQm3ZbdmxwsIlkKNY3b7/6LXd9+Wt3PvX9733vGwP8xDRIad5bKbWuv+/6DrOLw0zNl/nSxYA922u85bpVOsEYyzXNcDNksiKZqQ/x0Is+T59ocef+VOPOtwqtBa9e9DlxsUgcuciCg5YSLUUajYXtgVdie1F7cORa7oUYtHDq3BuRecBzq2faXJx3qqS0RPW6V/rAzptv0+idcW5Nj2/nkmAasfvgdnruxAhBxIPf8Xj6eBnpaVwp0vnbPQfh4HyWQR91L4j3R6P1oniaaCZG0ek63H5Nh/fd3eS3HywTJh6tROIn6SFQWvbdij2ASZlF8cFf9d0iORgt02lhRvTAnSiJUiaN6FJmoyXMgBV50AM0YJtYV22+0laRLxBNFLsc2B6yd0vI++5Y5dTFNbRKX68xgqIHt+43lH2Xequczo5vuazWFRfnEpZbbd53V5erNxVptz1OntWcvdzhmv3x9W/Z0HpvEEZPvWEEj7vnUV75na8dffiHn55aZmRIsG9ni1ZbcHlZstIsI4ko+eC6afXRlZbRgsV1XDqhyzeOVDED010RaXOr40r8AjgiBUEObMnA8Rr0jUm9EnAO8oHRBnnklllmnkd5PTC5Kh8T0YviWTeMo9aDOx2ncEXkzno23ay9zdF5w0E8cEWERPzptysk1kP1qpeDCWa/rzFXNtZx8Ow0YmtymiLT6VBJnmxqBA4fua/NH38toGYiOolPJxE4Mb0oLqVFxqJnOkvlwiu9R3JAmhQDIBckOuufVBnItUWZlK4kyqKS1MGYVo9lz5rcoypXADofIrQO7KyP9N3AQ+uEqyYNe7ck2cG1qeqTGEk30CytOQShS5JIhIAwsrS6CSYRrKyWOX3BY27F0u6GjFUtFy7W+PZL4Q+/9533P/7y6ZmHr92zZT3AL84LSiVz9bdejHd95qEW77gloWtikkShXcHmcZhdHGXDSIxyA2ZqCiUEBZ32+SWuILGyd2xInswLUvohhE2TE67gpjmosesi3jqwi9dzzhz0g7M9lBJ9Lp457tYNu8mArZXoKyk9ObDfjJGOlsiLOknWNNGP3p4TcuSs5MxlH6sclJS40mS0apCi9An4lSpKfhnbP0eor1enII9ih12bIg5c1eLZ0wUi5dKJBX42gVfHItsBsy6cOOPhSASG9b9SDERxMUCN8rmPubqS+l1ScGftbMoOgDv3Atn02PBeBKe3e+THxPS5OH3aQrYABn+WmajXDf3MqrBKGTaO1Tl2rkutWWTziMfMagi6yeh4QtVato8b7jywyMTWlV1DXnB1QYQPvz6CB2tEsounQiYqRY6ddDj8aton6buCjaOKAzslu7as8PiJDvPNUSZLGt8xmaZtexGqb4FNo8Zgs+rgY30Tw3rOKnr2zPWjIPqURaTd86IP7jTJFL1ucd0Dt1wH8MHhP2m3PT1g96qVvcid4Oq0sJN2BUVYIj737SIrKwWEp1PdfXARXulBGXzDAxJhb47fgI+7p00bRRRpxkYkP3h/kyNnKwSJT1u5FJKUi+d2ViXJwJ3vFSbTxHNjbkZVruDjxtiBBZZP8U1fhzL5jmR7X6dAluu4uMjedwpW2bNYyAzUg+99HUHLuj++W5OLIKVenhMzUq3TShzOLPhMjjjctKvIxvEYzzXZUeWS5RUHCiHVuRWisG8u7AH85cN/BkjGnRU+9nbJasOh3U1vhqthrJqwa0uNTrzK6csFpFB42lJy6emybxikrhgDAWkE6f2lQcfgFWDPQdKfvNRvih2cOdgDeC+K53RFovR6gLs6GwDk5EcHZhVObXF6pXiTfZ2su7RKO3dem4bPPlImkC5Kqqx6uX4hXlnBvHJxDwaA9Tw84+KJIk40XqL5wXd0+YOH2rx8vkCkHNpS4iYmU48EMrED98em7WW5Hp3e8R4FGJwzMxjJEwO6JyFadJKPlTApFer1baY7hsgblQXEA3x8sCliMDqnnztwxe/OF/e6wJcLCDp93Umi2b2lg1tocfhchbWWYLSicZ10CXe6hoVagaHhKba/9EXipE/RNMDLJ2Y5tG9T8Z/9ym/sXF2eYc/WFbZNKDaOCqxVKGlxnS5TiwF//C2PJ4+NsrkC1YKh4KbRMHW3rf8EByfDJgPJTT4o5so3NQjwQZDnk6oG5+jl9EQOROw8ycynNmmdH/KacW91Bbjz8r2TNyabdGZIr0Us7+mMsytCOSFnZjXN0AWlM3pir7DHvv79XNm9NLgdry/CpN04/cKPpuQI9m7u8vKZkMR4dIyLn6SebZ1xcCXSCmBaWMojpyFPMvuRXPQrnFnw0b3BpumfKQOJTAGvstMppOlPCMijeZKrNz2Ksh7gg/bQ9EQ3sc42kD/n9yIHTn7Eo+skJIlAqQr3Hkzo/uASn3w05vjlAv5CikuBYXIsZsPGiFv2dLnx4Madd97/94v/+hd/vC2crSnA62vzHDlaf8fuHWO/8NVTlkdfKLNxLOC2gyGBSbDW0uoKHn1xlFaryFXDgtGioeilPmmtRQ/geSrV53Y2q5hlQ+2zYsNg9/XgFrZueOZABJe9JHNwqGZ/YfU80moA1Gr9KcaOItPCU3CnAO4PBXIG6clg9FZZX6cbsto0/J9fKLPS8RGek9ITadftKv3BOd+9Ca8H9OyDT3PzwQieKipxrKkUNX/nQ02+daTCSuASSk1HStysh7I/8iEDHKLfoC1Mz0ZrMRm4DRZ5hbIisghue0l6DnYlRRbBU0qU9FSUbHyF7KteomdzXv8+e0ltfiJEInqD83OZtHdAr8iHNaWtj2GkCEPNWw81uGV3jUeOtGgEDsZISOCugzEbqpKXTikSMfELS/OvPdXtdr7ci+AieAVrXUryAoe2JxzYUmZxrcLzxwyXVw1BlK7c0aJl50abDbzJy9p9IPV6D3vROz0aOnWJpWN+41j0TmewOYfJ/Brrot5ANOxx7oHBND1gS4FU/fFjagDUWkp0Rkl0D+A55za9pNLRpgduR+f+i/XR21ERrhvymW87vHquANJBSomXW2MHpM3eGfHZm/mubsKBaN47qWKApsRGZn2tDgd3tfnA3Q3+4CEfoz060sWTolf0UVIQ9Rq5Xx/JxWAkz8chD5ziYC0YBcqmu4KxIgV3PiXMQNKL3qIP8IH54jJvaRODTpT+IoqNJIrSE6nTk5PTPkyTZDTFDuRfmUGu1UnHdbQ6DqsNj3Ih4p03RChlCELN3HKB1864PF4TrDXbTNfnODn7GlEY9ilKveuiYh8jYGS0Tb0j8COHqzdrNg1DGAEivYmOIzMHnswmlope9BzknMakHvEwH14TggjTzF4mtidVYfMK5uC2nt9AkVGVgRN7/28BLvsA7xV6coDbdE52RkUc1VdLnIHhQH3OnUZvR6dTq9bqhj97rMxy3QM/U0/EQDL2XSgKuUfkCgL+hrJdriAYiUlyNUUzXFF831vbfOXpListj1BpOonM5EmRqTei34zdy4n6PNzafteP6UXz/rAlnSsrKvs6m11iJCSK3n0fBLmQYqD7XgxQlH7ykSeycZJOFO6G6bz4bpBiKx/tlv/9nkqmBI5SmU/IpkeyOKZ33lEYK5rtmHawRiuEhaZhi2fZNK7pdJMU4K+dPsdwdWTHiy89/7PPHVvj4uUKK01I4oSto5rRYSeTdkRWVBlUJwRa2z49yQGeRaQ4TgdJtjrpHyaJzQ6KEghrkYMecLF+smle5ewlmeuAvX7292CHSzrcnfXgzk82yCO3Gojcr4vg+biJ/sgJrdLK5YUpwelpH4OHkLrXnNt3Dw4mx2JA1aC38geT734kFwP0RPSUjF67WaLBavZtD9m1scvKyQI2cdMonqQ0RQ+oOIMg6wedjHDnNlrImhHEQPIJRvYn/A7mNiob3mRkys97BS3ZB35fIuzvxr3lZfqDjrqBoNGGVifpHYZgTVqqz/9bKdLApaXIduG8lqF6i1dIwUgZdu21RIlgYdUlMpcZq+z/2UN33n909tKpKd0NE9YawaRW0Tt3ji9wYFOFiwvpGSq+Kyn46Q0UAwler3KoLH19OuNi+RvKnHKdII2qQSgRJL2EUg7oRnlCSfbnV960nNdeCezesyIbBTyogw9e2ZHWahDcAyDPzqt3MmtoHr1V9r3WEUpFfO3ZMmeWC+D26YkzIF2KK6L3leMi3oim9EcQCwY14OQKLh6GmqvGQt5ze5sXXiuCcYiTlIs7SVbdTdZTpR7Y1k0UzEBu7QBFGaArMvtaZruKzK/0Picm3zFSSiNy4Nt+YOrr4Olr6NGhbJ1FsaDRjFltRHTDNPDlPxvMv67coXvfD9DVelOysDpCu2O4tGQJojUOXpu8U9GZVCKe0ptHurieC+MdzKYlHLfJpokKQViiGyjswAeVfmgDScUVx1/kGXX+xsje2KUFyblLkm5oX1cEyudSD+rd+SrOefeVpzWsoylKDDThDoBb9nlcz2F4JbB1f0BQb8SbNhnI45SeqIhCMeTZU4ovP1ai03WhqDO7wXpqcmWC+UYz/a5kKuv49xWS4aAuHsWaobLmg/d2eejpNs+fcrElh07i4Qp6C00N0gSRfw45uPsgHzxyKk0+swWm0mieyJSPG5kCOTH9hDON4hZp+uqW6UXzQWqZgz6VELUC5Sck1vDS2Zi5xWQgxr9eHs53wp5MfGXynr2FbihoJwmRDemGlqlFxfZVQa0u0LUm+EnC/IrDMy9vYK1d4Kb9XW7cU+v18fWKA7lGYlOpT+YFHtEHfN+In7Z2JTbgq88Xee3iMGOlVKJTKo3Ug5y6B448WovBn4nXf51RE5mX6eVAQqQGbbMWrfsjlHV2CJNW64Hu9KJ1eimVJpiuGxKFCQ89U+S1i0VwHIRUGahy/8zABKjv4iJcp6gMRu2s2DEooaUglz0unsuFYajZvy3mXXe2ODZVIIhdEunQMQo34YrXInpBZn0EzwosV7wWVL7YDEYJVK5TS9Ebc51Tl14klSBtCnQjQZqMmxuyY9Mzy0IGfK1Tn8+OTW2Wu00eOzGEiV0Kuk/1cp9R3zyWfp+PaO69ZtKgEGfHTV6/G27Z6zGzmDBetmgZ4Tsx+ld+4xGCxGGyssi9B9tsGe8wu2w4diGg6MfcuCdGy4HEx8qenmzXyVGpJhkbiyBB6YgLc5b/9M0Sf/pYmY0FQdk1vYJMDmQlrwQy67agQbCLddRkQCrsRewc4P3JqT2KkkXuNGLbXqTWvef+106WXGoV4bkhx6cFDz9dpN1xoeQgRe4c7FsG5BtVMXMu3o9RAzw8L2v2J+teaZ/tzzVRvW6fcjnkXXcEfOWJLsfOe6BdukbiZlxcGVBJv5ooBIgkFQlEOodhAOx9YFubfaY5dZFpNM93lbz2YCXIAaCvU1SkQNlskVmRGYoswvbtFp6bUPJjfvi+JlrV+OQ3h5i+XEIqh9BKbJLnLv15Mpa06KS1WXeek6MM1+4NKXmw2tT80cNpw/ati49Rm36RZidGd7pLgOTSYshXny1y9aY6z77q8p3jo+AkvPfOJp6KMdmpaEmccPf1AbdfE2Gzaf5k1KUVCR57wePURY32fL71UpXpxSqbypKCYwZWZJ4cpslDD9BqMHL3o7bIQZ2V5wermUqtzwvSdq68EjY4H/wKcGeXk0+hzQz+WsXppSMcJyK2CQ8+VeDJ4wXwNci0odkZsPCus8YOXoPffBcOvn4euuidRp4rKomR64AedB3ecrDNe+5q8+q0Txw7WKHoCI2T0HtNIhngw+uW1usjef/3W5TKI3cazdPvRRalRUpdckXLgjQDwDY2jeTZ99b2q5hqoPbRDR264RA/+a4a77l5kcdfXsb14LWLHk++4NMJ+r2d1qZDOm85GHLPtQFxbDGZju5qeN9tBq1cnjnu8cyrPlvHQSYNTp3rYqxFF1SEsSIdAyzLnJ+usrlqeNuhmJMz8PCTFTqx7R37lySGr78QUxmKSKzFGNNLDmIjWV7VhG0H7WhKBcm2IUvVMxRcm1U8+5FWDxRn1kXs11GTPrDlwA1Wg5e6Atxq4NL9Q1BzQDsDoM6Vk1QxSZ+VinCdiKNTks9+uwy4qY9dqF4XkcrK1lcaxPIcom+SFVcALN9mr+DhZoCDW5Hqwyob/dA7J15jreYj93X45jNdDp9LJwlERtFORM9HLwVZCV/09gvWrbXc4GTTKD4A9PynMgO9kdl5PgNyplI5uNNnk9OWAaBbJXogjyXoJNXAO4FGNQskRjBS9vnRd3Rx3ZBmt8viu7s9ybBnJ04UI0OCsaF0mGsUa+JYE0QOC8sFTk2XWFpTXDVuqbdi6kXLaFWQxKCr5RZRLBgfirj+qg4TI3BmxuGZlz0m6oKRQjqdKErSK4wV7UjTaRQIE4jzwz+ziFX2wS9ZCsrga4Ovs5l/XtrJ3nP36X5BRg3w6vXUZOD7AbViHciz1rT+osnygN4A/D6410Xtgee8sTanKkrFOE5MlMQ8/nyBV84WwHFApsmlK/pdResSo3zHeQMO/jov+MAXvQaIAZ/GOndhIjEqU1QSTRA6XLOry1tuTaN4J0mjeCBcuiYFUl50kUkuF6ZUsk9R0heQlsj7kTzfWfKgYW0ejU1KVWymoNgM0FeAXF4Rwa0SPXlECokIM/OdhTiRBIFDrVlM8x1tqPhJz5xnBiwLzZZicUUTx4ooSXt/04FGgrVmwAsnQ87OCsaqCW+5EYqFVNTQ3cBDCsXMAiwtN9ixKeHVCzA95zFcSPsULaw7UCjM2vqjJJ05F2fbKhntyoGWN/v62WGkrpMfSDpYSh/UtuUVFOX1/pNBV2F+wFQetQcBnj+vA/fAUPyeeqISlB4AeEZRXB1xZk7whw+VCSIHik5GT+i1pqnBU4IHlZM8en8vimLXA32QphgzAHT7RlxcU/IkP/quNg8+WeLUbLr4EqNoJyp1GSZZ8QeR8uAkzZeu3EnyxG0Q4NL2ubjMOHovgZQpPxcZnRJ51BagbCobqkxazBPU3s4woLknSXq2fTdQOI7JOojsOvUtSdLBpFGcTrcKI0kQKaIoBXbqdDXs3hbg+wGTE4qtE4YNwyWU8Ci6Bv33fvInNqwuHfsnJ157nBMXJnnldKqR7tkkKBXSKGtMv5U/CJLeQJYeyHtCfT+i9ZoOslEN/Y6a9FID1UeZ8fBU9349sAc94Ln/oU9PbB/gObBlnlyuB3c+26/Pt7Ovpelz7yy5DG3MF79d4uiZQtruIzRKpJXLXifSQHPxIE0ZrMx+z8c6Dt6XCm2molhjUmCvA7nEGE3Ydbhhd4cP3dfi1/7EpWM0GE0kJB2T5ggyO3hAJHmOkIJ9UFnJFZQ84cWm7yunF8qCzaqldhD4pg/0XC40GeBNxs2tyke3iezcnn7jcxwLoijt6Nc623UzObFnH04kYSwJI5lWP4PsOUzn7xhjUUpSLlYpehUObLFcXrYcPR1zzx23/pMbDu7/Kb289HI16Cy8u+J3uHFviSBMCzT5Ck8MRFF6cGu7C62Oph0kdLsJ3TA9fDRJMm9x9rmtTwLzkrlcVwFVV1KTHNgDoO77UPpW0EHu3QP6ACVRA9w7t1yuO4hK2SsoSe4UTHrgdnTE6cuST3+rSDp/JY3evc79/PeLwddGv5njikRTDH7ToyXreW9utuqV7rNEM008M2BbiUkUicq4eKL56P1tvvR4kRMzDsgQKyTdxEGTqRu5dpxk4TnJCz95/B6gTjb93mazsfLFJweee5fIObjFiL76JTJNXMoUR0qmpx3HSuAkkMQQaUmkIVAWJztWPP88oc/z48yv0slOyG530/N82t2EbpCODRy0eySJJYgF9SCh1mi++/zFC1U9NtRhIYxYqFl2bVtkrAJhJElMOkoY61Bvu9QaLmsNh7WmpN7SNB2J200IsrFt+cla2IHKY699LDttWMuBpDKfby3WVUn7xZ6B6JjLcD1gDZwp04vYtl9dvQLc6UTWbBvMpEGlDCrXu1WMkjEqi+CJivnqUyVOnOlzbylkqn33OmiuaNS4ooLZ/z5PNNcF7oGv1zcgr9PEB6yl2ojUmyL7Jfww0uy/OuD9d7U492mPMFEgNInQdIRAJ1lQ6CW6uaIyWETv+0as7fNyZfsRPX+NObiVSaO6kSknFwO7hbxiF04yyqkSiLOGFJ2kQ4z6AYke1Vt3+kWcziZsdaHVNjTaMfVWTK1lqbWg3rEkWDzPElroRoLJasTmkYR6s8v05Q56aU0xt+Kw1JDMHe/y0PM+QSSI44QP39dm73Y4uN0yOVpifnkIb6WAVhopVQrWICFOTM/nDXnlcUCzzkrpfd1avD5Si+/yPNiqlltDB/i3lP3I3QO6Gozkfd6t8iRSDlAT2R+ar1SC40Scn1P8X1+s0JUO+QStftd8v9O/Z1EYpCTfrcPhSnbSc1Pmkdv2PDz9kv0gBxfr/CmJ0cSJg5fE/HcPtPjC40XOXdagooyqOHRECqy8bC8Hk80rQJ5r8xbQ+YIj9SEqMtqSL0CRAj0v0/erlQJh7ICvaLAS3R/ar+KBLiyZtsTlxan83iQmnVHYDaDVMdSbESuNmPlVy2wNcLrs39Hl0I4OP/jWLkHkEISCh1/waNQdNo9DsSzRWzZEdLsR52c9arURRl1LotPpsA8+PsKfBAk37K3zrlta3HNNjLVjRHGRMFYkiQAUcSwyE1V640S+auUVHoIBBeR1kW+grN0/xWEwiveBnnZ60xtdloN7MILrdfp2zrMH+ffAJdMo7uiQRmj47a9UmF30QOlMGpQZPVnf+d/7miveR++9rD8+8LvQ8IHonTceDPZo5iV82bt6zRBSkcSazeMBf+sDTX75D13qUTr1yFpJYFQqGyYDFtZkUDbsg7z//5lunSFtcBEqkReB0teYVjdTGmTWvfeBM0wHah+DdLTvIepjY9CgZSyZWc/Q7sY02gmLa5apVcOd16/xnptDrr/Ko9keZW1VE0SKOBFct0NwaaHFUt0gOgm61baMlCJ+4J4WM4tlak1NN8iOkw4szY7h/Nw4v/6FAlG8xFuvbVBruqw2ZObeAyFk79a8Ttpbx5n75ey+b3kAAIMgF/3IkP83PWO/zJO8HND5bBSL0vlxJqZHTVI6YgaoSh6x496zVhHai/j8gx6/9bkKgXFSeiJUj570moqvoFLreHdGSwaP7v5uEF9/bOJARbMH+rxkn9Yb8upmr4Rv0qPAfR3z0x9ucXra5fe+mnJxUCRC0jVp76ZM6EXwvgEr33HswGvKq6uZXGj7lMVKgSSjKiJ9vULQB3eGgv5bt+sXe+++rc+/esEv+zs9kCcpf08SS7MDUyuCe29e5W+/17BW38hTR32abUGnh1dYaQtOXU646xbNtk0KPbdUYn454MjxIUaHA/bvbDBZlXQCh04gWKpJrt4meeiwx7ePKb7/riWULtJqu8RJ+tmtq0auK74MlLFzgGN7b2IdAAaKDOvcaAPJZW8+ymC0zv7tNEr3vTApmAciuey7A3u8u/eczhpcXYMvfKvIWpCDOwW4I1PurcV6ejJoEOsZjAbwPLhw10Vs2wd3X0LrKyh9epJ1+wx0+vR84lKijMIYTZxohtyEB97W5ktPFVlpKpARGEVEysevdBeuL/wMaOHZq1QDvFwNFIWsBSNST7ixA56XdTvVeq/LlYGrH8Wzr7MWw/4uL3pWX60FpYIishG1bov7r29Qb07w8PMOCyshy3XoBpZ2CBMjAXu3Wt42Ztm5xaEy5KEbHclyXXJiWqEuS5RuMjzcxikoAqt47nSRMC5x68EYzwv53z+nMN2YOIgp+ArHycYzqL6Tb7D4opXtAzyLyOs+bJMbjq6YEZ5F+F6r2kCbVL/BwGZ0ZSDJlH1NNaUe/QQzTzLzc270QPR2ijEPPubz/CsFzAD3Tpsacnqy3m8iBxdi/prX8fEBGfwNg3gGrAGpMKcoVzZD2MGk00qU7eviceKgTcxtB0Ped0ubP/qaCyoEIbFCEBiNEiKdHtY7XED0IuzrOXlfDsynxdpcPsx5vE0BaKR93Xsc9Nb0dH4Gdro8jxrIz9IpWoMNK2mdxHcFY0OKibGIu29e4OSM4vwlwdVbV7hqS5evPu3QQSI8w46tglv2uySRoTxk8IoW7Xma7RvgR+5vUChaHnvV4f/7h6NUfYGrBDPzHhtGfd59U4da1+Hv/tooN20vsH9LlFlQdfrspN33ue/D0XYA6IPTj/pb8uARG30Vpl9l66/4XDnpLxZ1RRRfF7mzE9dytSQv5iiVZFw8oygyVU88J+LcRckfPlhmvummb0Smg96VoH9iwxskwesvsQ7w34Od9Bf4AADeqBl5MNm0gyasJD0/J31Ojz/ZUEr4sfe1eOoVj3MLEkQEKAySrpADh0hdaaNdv+CAbCvq51VWZuV7m2ni+WIfiNB59Lem37LYazQf+A39XCrP05KehJziJx0/oVU6nGmoZNm3Q3HdXsHP/PsKnbUyH39bzKYJzeiQQeuYUjHgxVMO/+kRB2sl77sXtm+K0Ys1RbuhmLvkEBvLxUsOsuujtGKoINl/k2DXZsOOjV2+8rxiYsih4mfd2tl242Rjz3w3G6DTc+v1VY2cN+ePHNhR3G9CzROq/EbkH0RPJhQDRZ2BAfBapWMNdD5irBelBwo6+ThgFac3NJMFXTciSAy/8ZkKTx7JZvnKdPKtlDLt2hH9+Sv9nMC+PsF8g0g+CJ3XSYXrKph9l2GPCqyzzw7aaNN2M5MrKokhlhoVa95yY8hPfaTBL/6GSxDLtBHVSOJMVZFGDLy2nDNfAfKBXCAnHLl9Ngd+PtTIDur8NufOljgbhRwntteDm3uWBivTKpsArOO0AJhogWvTYOHo/hprdRRLayV2TkQ8dMrw1Sd9dm4qsnkCRoYM2kTs3hhiYqi1DBvHEsaqBn33tYu8dHKVP33Isn18hKsmJdfuhKESVCuGjWMBm8ZqPHy0zae+VWW8pCj7Np3IqmV2zo1Nj+HzTDZ6uD/2bDDR60fwdEh+FCmCSBGEaciIs1a2HjMUlsHu7X4Fs09HBlWTfALquuSyR0tStST9b+JeBHfcmG8fdvjSk0WC0IGC7nHvXvQekCe/qyV28IMeAHTOJd8ofA8am3onza0Dd1oNtIPR2/bniUuTUpUc6HGsKRRjHnhLh0ee7PDNwyqVDUn9yZHQdOg7H8m18cFE06Yldo3tvY8U2P2iULrR5kln9m/ZPHBlxcEkHbcWxNnpDUasA3gP3PnsdpWO8Egc0RsWpXVqzgoiQbOjWa1V+Pj9C9RaSzz2whiXVzWbRgTVkqRS8igVfDaPhty4a5bZWpsLS1X0at2loB3eeZNk80TM2FB6RHWxEFGttFlY6/D5ZyR/8I1hfApsGbcMlRRFX1PwJQXPUvQtRd+kjsTeQU1JNhmqH0VldnYkpEabTuAgOy5J4hAnfRNOTk8GizzqSoArQ788PwBu3Qe5HphrnQ9zTzl3Cm7Xiai1LA8+VeTUnJ9SE5FaYkXOvQX/v/b+O8yy66zzxT9r7bxPrlydc5JaOVmyJEsOYJvkAJg0QxgYzMAwDEO6zO8OzB0YMMPAEMYBjI09YGzLWLZsRVs5x5bUCt3qVudQXblO2nHt+8fa+5xT1e2EDTLc336eo1PdT6u7zqnvefe73vcbBhyksrPA3WtZej3mIKC/xjC8AE82UDWzc7QqKxY/K/niUhpIlSKVSRyabB2Peds1bZ542WYpytevSvfjEQZFDoQkn42zvF0xgWTg10ZBXS0Om72XluU3ctETJRSvKU2hG0ErFLQjXdAK4YQpipAC8kgZbbzkmIIknxhlgJRpbrMncVsmp2dLrJsc4he+Z56qP8W9eyocesWj4RtUHO3A1qhAozrEpi0V6lUX8/Scw8yCw4tHM6Y7s3z31R2q5YQXDgtuu8Xn8FSNk1MeIyXJRDVjuCqpl00qJYOyLyj7ipKn8N0E301x7QTXTgashrUq3bESpJEihQIUaWrQCTyUqtLsWD1/jOIQ02tPxNngLiYksvi6iPEeqOC9A6UcqN7FwVLq70mR8vHbPP7i5jKZKFqTwepNv/deNho8G+iD+tJlo7KvUr2XBaayAtS9Sn62lK0QniilUKlEST0XN6QiTi2kofiZ7+1w8JTFX3zOJE76IFcIQiExVGEkUTTRy0Fu9Ov3sm+9NwqU+n/JXT/6h0ihSVegU/ZOtQTNMCPLVP6hkVhC6nxSg4Hku4zY0q2NxoHqtXsyP+wLYZNlNcaGLH7qLU3efPECh88scOcTFnsPeVQlXLcjoOJ4VOuCWg3Ml45Lui2BIST3P1flsw9V8Z2cGZZKSo7gvAmo+FDxDaplk2rJoFqCiq8o+yklL6Hk6oRh19HReq4T4TkRjh2hsph2kBCkiseftzg6ZZIhGG90WT/q0gkqmuRezL2lfsOLpY9YRqz6KuA+a1rSX+RI2R8JGjLGsmMOTkk+d3+JdtsCz0CTzgeqd4/z3e+9Bxc8/bn32V8XIP9aNTzroXsA6BS9uFg2Pcly0UEP6LIAukRJgzRNkVJ7GpZLCd97XYc7HvI4eDp/A7WfL6kQdAe/0wLcWR/kfViv/HV+hy1eX7HZFP0FnmXoGJpKGnLDtgUmhwKkSDg8ZfDM8x5B6jAduMykNp5lULEFZSvDT/QjSTKSFP0B7i2+TOLEIIwcmh2TasmnWoq4eEPIBesTMmJ8N2FuyWbPPoM1Iy0mx0zMnWscFuZt2jOC7bFk1hb4jujFeVgDKWS+a1DyBWUPKp6i7CeUvJSSF+M7EZ4b4zkh5VKIYwXMNWNeOKJ44YjJzQ9WCZTD/qMl2ksOhinZPB5zw4Uma0ZNPEfkB9R8/AbLljryrLHgucFd9NxyRXuiV/RpfmJPCGPFlx4vcc+enC34Fap34b9tCNE/YIpBzolYNkkpcPM1mYTLC/pyoA88lMppp8UkJWfk6b5b9dsUJUmFgZEqlDBIQpMbL4y48Youx2+3CFVeKTIJChJMQqG1l1INVPKB5/7ZU/fkKf1iP/go2jMptMWDbUmGagav26244TLJhkmBbSsWmiGvHG+TZCl//6DP3sMeB06UmV4ssWha1DxBNcmI0ow4VXn+qiBJE5JYEcU6DHapbeI6JrblYJtlbEvh2grfTZlZTJldjDmzUCUzhzGvv3LV4n2Pt+84ueR9T8kTjNVMqmVJ2euzuvQyB53l7ipKrtJV24spuTG+G1HxQ8qlLp7TZb4d8eU9klsf9rjlsSpLYQlDOdiWSdmFdWMZNTdjqOSwsGhScgRUC6V8RmaQV/A+32Ow714GbmPlwVKD2xxY6hTAloZW6kg74YGnbH7/o1VSZepGsOi9hdQ5QKK/ll9ewQdALs9dvb+OJWYf2UVrclabki1rVxSF61VOxhLn6Mmlno0LpVUvtp3y6z/eZP8JkweelChb5FVcf/OxMvKQ9+KeswLk4uxKXnwl8klKNtB7S6mrt2sb1CsmtbLB6RlJGAWUvZCyH7J7Y4hjh1y1M6Qbtbjt8QVufbjEvc/VmFossWjZ1FxJ3UODPdE5rGGU0Q0z2h0dr24Y+Rxe6Q99yZPUyha+E7B5dYBlu3e003WLRpPR9iuHZl6t+eKnt66OuGRHzLYNXUp+yORwTLUs8Byo+Bm1ckqtnFAvR9TKIbVyQK3cZXyohWk1aQZtHtgLf/bZCn/+uREefXkUIStUXYehkmSsrBj1FA1f0ShBoyyolmVvYWSZ5CYvOb11kDRl9slTy9qRwZ5bpv25t+wLGIrxoJVrLU/MC37/Y1Ue3lPKdZY2GFqSZhoCLxc1WHnm5aC4+OxHvpHrmeQsNyMycrmXHKAHL7eZYODXYrklx1mc+HzxNWDws9w2rTDCzC3cMhgeSnDMjCeet1nsyv4nM++HVb+rXqY+EgPAp/ehFf0Pc2+aJPIDeOHHnmce2TrJAwr+jEGUmAShRTe0SRIby7S4aEvKdRd22by6A2nAUithLpQ0Wxax0IdTzR8vwJ4RhCntbsr0QsrJ+ZDFTsi+oyknZyGIYajuYsuZf9VZ3LvfRHVJEolfDqnXmzTjmNZCzO2PWly4SbJ7o8B3TAwjw8kPkL4bUykFlL0untvh0RcVdzxh8fyBIfaerHBiuoxnm4zV0L1VLl1z7QzP1jRc39UrWMc2eppMrQgaGMf1+u6+FcVZ7YgcPFAuP1jqal5sK3X1Tu2Uj91S4fP3lsjconLr6Umveue8FvOs6v2Vx4PLsjBXXit+u78SX1bI+20KLDtoLvcvzA+ZMjt3L563KlIphDCR3ZTvu77LS4cs3vdhk8hJGDwBZ5hEWvfTq+FZIX7o8cUH63h/CFC8H0ouvwupfIoSRIJW19B63VQQxpLQNnFtDXIncGi2Pcp+xLuvDbhmV5v9p5s884rDXY9XefiFOvOWQ9k1GPYyKrbCzaMdDalHkedv73Dhlha3PeqQZDZnOhbt2GLckiQqw1Rk2HbK1Lxk70GfNNVJY62OwUHLYM2oYLwRUfL0obFSCvDdLkudkH0nUm663+POJyocOlMmilxKnmRVXVCyMvxi/GPl+fCWjsf2bInn6J7esXPPbtnnlQwucc6ejKx4lucCd7+KD24spZFyz5MOH72tTJCa/bGgMPXWcpBzIlhBMRhYzQ8CHZb14GcfNr9WryJ6nOseH2RwTEh2FoU2k4NtycBkRcqBZwMlFKkycSzFj7+1zaPPOXx5jz4AFgdOBGTKIurRr4pxIKENkgAAYF1JREFUUEYmBNaKEWJRzgUDLZvSul2Vu9OmeWJxEBkYXf1vpUpPc0Jb4doGjm1hWxa2ldAJHBzbpeTFvH5Xl6u2RXz3lTPc+cQin7q/wpGZCofnfcq2Qc3TRbPiKsZqko1jVcaqHu+8NsO2tdIszhTdSM/qze1rI1wbDp8SzM87bFlt4bmCellviBqVgJFGm1q5TclvM9eK+MS9Fp+7r8rh6TLHFzwEFlVHUq5k+dhH5cFOWf+gWmTC5wdWzzFwbQPXlvmfyd1fl9Fdl/O7+1OSdBnQpUzzfPj+5KSo3IaRIGWCYSZ0QsHv/FWVQycdMssAYfS2lkIWvTf9YKx8vi1XAppzg3nlbf1rNeSD28JeZV9RCc/ux89BypIF41CiRFHFJUIYSGWQRgYbJxP+808u8uiv2rQCCSLJaYD6BSplEg1QsLJ8zl0ofApx8rJKXhjvK834S418e5kooljkfbKetqe5oj6KFWEscUKFZZvYZtrbm7S7CXbTw3cjJhshP/4dAW9/3QLHZhf4zL0etz9S48RcCcd1GIkMLFPx9EsGh477VMsC34V1Y13OLApOLZjYZoY5OrwR0zSQRpOqf4Y1I102TMRUfIXrxPhel5nFkOcPJ/zdfS57jw5x+GSJIHBwLcm4D76V4VkpjqmThnuR2YbQvbXRn8bowFUD25a4jsR1wO6t+NUy/5ICxH07tRzYcmBDOVjB5UBb0nvomXeSwp//fZk9+xwyKXtkKg1wmYfMZgNytP54cDl9d8WIcNn0pDCPXE4Z7QM7OwvkK3kofQEE9Fyvsj5XZ+XoUMkV48Msr95SL0xSZSKEwlCKi7bH/Nw7m/zxp6pEqdDD7kKeKCFThjbfybRVshY89DngUBDi+sogKTKd8CB0RlAxKNBLvWLzqWMLkxTiXDwcmAo7UlimoQO/rBTLtHKgO9iWh+fEVJyYizeG7FwV8qNvnOKlY5JP3FPl5FyZ5066HJlN8SxBxcvYMKE4PacYakwy3qiiVIK5bffbqFRKPLFnL3d+6VZSqbhgc5eJRkacpqQpfPaBOqemfaLMwTYMqhaMNzI8S+EYA4byRj9otZ9PKc7OpsxThR0bXDvr9VU66UytyMnpg7snOStSeAtQSzUAbLVi5p1ieClfftzhI58psdS1tX9c0ZqwvHqbg9U7P48N9uF9a7ZzeBCuOKgVvyNWAHqw7175i8GR4bI+vGhNBoGdyZx9qKMAVSpRItOPgWquhEmSKCpuzE+9q83TL9p86TEJngCSgRtMRiZNIiVJgTQTuL07Bv3+fLBlGRiL9u90OgyruAdkubNsnPuBRzFYpoFlydxtTJvdFxymftKdXhY6doprx2wYi9i6OuB7rmpyfHaRzz7gESU2cWIxPhRz4UZFq+mx/fyLWLP+AsKghTlcM/B8k40T8JaLuzyyr8SDT5Zp+HBqQTHbyrBMwZAPvpnhWqoX/aH5A4Wt7WB0X19YbOYUSCv/c7apq7ptDeTBF/yVFdmUgzk5haWaYQ5Ua9kfCxb56YMjQSkTpJWw77DJ+z9d5uCcNZB7Xyx2xDmq9wrHqnO1J2IFjMXZ3cg5u+4CGysWO6zou/ssw6IPH6jsg4fOFdW78C8plj9KKQ10aZAmik2NhPd+f4sjUyYHTggyq+iH0NRAlYHUNNxAaHetJMu0y1am4wYHxck9PkvBaRHZwMtUve89zTShLk6KYgdmJHJw53lKhX+kUaTd9YFumQUFJMGxE4ZKMe/9LsXsgsfpWZ9aOebgVMa9T0N1lc34GpdOlGDOLkpqmeSVYwYPPedx3nqLG8+DsaGITz6Q8epRk4qjNFPQ7Ge+a74uPXAPpiv0gqByMnvfS5x+olke/qQrtwa3k6cKOzmPxTb180pL4wLgxeq/qNqDIJciwXZiTi9JfufDFT53b4nMNDVZvQC3GJx7923PjBUz73NSYxmo3iuBXYBbMPgpOFfB/ooVvS9Azhc9A+1KP0A269Fos7wPT5WO9lNCW5xlQvbaljRNMU3J913fZSmQ/Nof1TmzIMApvr98c5OlIEyUNAiFJMkEcQZOBm6mCWDFv11sP3tyiZ5QWVdvfWfRPXpiCuIBdwVDCh0S1qPOLveT1KEFRW5Shl2EFFgKz0ko+RH7jyluuttmrOGyalhx3fmLbF2bUitr4ylzuGYy1PCmxhviri3rvDcvdBdJFyWREaCUw0jZYKgicKwBo55ektnyar3cFHOFZG3Qqzvniw+2JIMVvLg19aq3OWjKU1ToHNSiIHGpPDO9v5YPgS8+7HH3Ex6ZMLTGMp+Y6CpeVO8iNXi53+BKMtU5iVYFhr/ClPCrbjQH6ITLWhOKyn3uPlwN+JIU/Xeq8gNdlmmH2MHFj9BVXAiTNNGyvjddFvD213X5m9slUYJmWCkFQuXvTU5lFFr7GWSSOAd6nIErNeCzLO/TezTb3Nck/771ZEXlcTaiLzE0JIN63eV4KbBFD3NaUFO4JWR4jmKoaiCNRSYmZpmsQ9lJUbLB7KJ5V32sPNXuRJgbN27mf77/b444jvNnyhh/89FT87SOmLS7VdY0DLasNih5GtzFT6z4psyB6L5Bv8C+SKG/nOj5Bxb8X6PotfI8+OKgkZ+oi1zKXgCrUXC40361FmkOat3z6bx0hTRSYpFxy30e7/urCidmLb25KYCdHywFy7eWy2bey5iD2YrqLc5S7xStyiDIz8a2OCfGswGw668HZ+B9xf05hRBCtyNyYC4uRN6LqyxvX3QVF5mBzBRJlLJmKOXXfrLJUlfy+Qd94jTTBKRMgUjzZVD+fimDTBgkUoM9kpJQCvysz/XuEcNggD+i/XISpVfuujDmeDBU3+ZZLlfhDwrW+wUVpNQML4HuIGbmTSZGLH7kxhbdIGR6XrFh8yRjQ+0/W5j64pGt5/+YzujZsVYrcioyI2lnLDRtGmWbsSFJoyLwXG3us9jSlaJwcy3yMfXCpT9xWKbBowB88cIKkOfJCsVhwuxTbG1TewNaPZDHWL1DY7IM3EViLvmNEpFhWBnHpk0+crPP/ldtKA303b3qrW3iBqt3v2qfI3VZcnZrQn7YHOi5e1+vnBb2SrVgAM8rgC503zpYyVceNgeU9zJjGdj10kV7lfQJWnkvnilkpkhzoKeRYvumiB9/R5snX7A4Mm3l/bNcTqopfp23dZm0iKVJIk1iJYkN8gNpwXrM25Le4Vd7JSY9v5oBgfFgOwcDd8Z+N9Bre6XeU6QqY6mlP7yuIzh+xmRsqMFwLeDY9BInWh6bN1hEUZ/6y8jETlzXY76Z4FhHuWCLZPOqhFololbp0uqGPPz8EI1ShQxNbbSsvmrHGPAGWXbLzUn8kIOmJ1boW6rpU3OeKGzrtsQx4xzg2mXKsSNsOwYSVJbq9TRZv2/MQFo5HT8TzDcN/uRvy9z/jAuuWA5uafSq0+BhsqjeRv5GG2LFB3RFD14QjHo/mIHS/dW6knN1KCvL+bKD5zKQQ5FnKQeXPxmIwdGh0H14JhQqk8jioCmkru75Ekh0M66/KOAXfqTFf/twhYW2hEzpO5Q1uFYV+cNAxSZkNpltE5o2SWYSZ5JynoWqFz7F3SQjMfPY8Z4HZT9eZdn7MLATEAzQGFZY/pEJxoaXeOjljMW2x5AvaZQMNkxKRuo+u3es4vxd2+gG3T7AbX+CLTsnv/TC81/+/ct2Zb9m2zOYdspnHoIj0x41x8czJBduyRiqaqKV5+gDYSE20GKFYvkwqLUUvarVyzUvVuFmPyrb6vHHNahtK8Y2Q2w3Yn4p4ehhwd3PuNz5hIuQUp/YM80zFpniPW/u8rZrQiqjGR/8rM+HP+3TSnMedK+XyIFOv3obK0hVQnLu7SVnswcLcPdRndGP6/v6kZ4NHsxWur3mPXcxWdHgHlD9ZNpsR4r8oJlXUFm0JqrovzWopZQ5I1EiU0nZUvz0u9ucmZe8/6MlyqOKt18T8oNv6iIGpGsCgTAEdz3ucPfTHkdOe8wseqSOS1vZxMogUvQ2mqmC1ARLQWpkOlQ2L3KDAqIiLLjvBbMc5LqV1VvwkiuoVyw2r/HYuaVFyZ/hxEzK5x+p8txJm8luifETs7//pjfv+hLp8T7AL9q1iv/8//z3DsjDFlUe26d49bSkYkoansS2DdaOWlRKiqFaSL2sV/eOHWOZKVJmvdtkkurgzjgxSFItii1WzYVSp1fBjYFpSV61HSvCtkNsKyTLIm5/1OCjt9d4eq/PXNemE5tkQuYfeQUqgSzh6eddPvWlgNddFHHrAw7NUIIzOOYQA31lLiYWOSWWjGVswYGqfdYWc+XBcuD3vvLO8muV8eXVbJkpfjFwy8SA66sGt8hBIQpmYTbQnvSqu9TtCcUYMTeNKLIyU6i4Ge++IcA3M153UcwVu0PqVqZ9EDODTGktvhSKK7Z3+LkfaPPUXou/vr3CnU9UCCOP0PBILIskkyRmhpflFV1lufVcDnDRf51K5e7EKURK27TFCpL8RyslOLkoouxm1BNdFI+cctmwysErh1y2ucvVuzocPB5w9EyFkjl3+G8++tudH/2J3+oDHOC73v52Sp7L5+98iG7rcS5Z4zDWMKiVJY0qjA+ljA8HjDXaeG4Hx+7QjVKe2W8QxbB9fcK68Ywktsgyh27oEEYWYWzm5u36lcl8y9UDuJn0KrdtRbhOiGkF7D2a8Qcfr3LHYxXaoUtqOGBYCHegeqsUVAhpwEKgODVrcM3uGJXAK4ctLdfS/+rghkbr/UTOf1nWoqx89CtOr3rD2YfNQVTnfyDj67sGiVaDthlnLXqKkWEOZqk010KJgXYlP3RKkffeQumWRObpxgNtTc/bSkKzLbj9EYeHnrd41xsDaq4iCizixCFJbNLU0B8oAYZMGXZi3nZVzA2XzHHH423+x8fqPHs4Ic58mqZNkhn9diV/NvN0tkKyWOg2g0TSiQXNOEOQYKQR4xMh29dHRLHk6X0eCy0LKzAptyWtUNEJI+YWTRoVl1rZY3y4SsVf4JrL1rNuy40kcRdYAfDRRh3f81kz5PH6XZIt6xS+q6iUFGUvpux3kUaHZhTw5ecFz7zistS1ePBJnyAUnLejy9bVAavqIT/2HYtMNhwWWyUM6WiQGxJyo8b+Cn6wJYnwvYAgCvmbu0w+cnuNx/dVwfSQrq0DQWV+mkZnnwepSZQIsiShbIW89/vavOHKgMvPD1lqSf70k9VCe1Xc9CBnzvWU8sucqrKzTO2/4gw8/yuXHzr7h5CzNpjfQEUvPFKg3yKsdLwq+CG9WXgxQSl4KXmLIrMsjwrXL0bfSfvfmTDhI3/v88cfK9PuCN5/c8rv/UKCg0EYuYSRS5yYZIW5pqFymzt9NnrHNSHrxmf4yG0Bn/5yg4WwRBcXlRk6HCEDV+Upynn/nWW6cncTwUIsWOomrBtZ5F9/xzyTtZTNqzMu3pHSDSR3P2nRDARPveLw+L4yp9ouM22TYzMZZUdQ9sF1DVYPlXjbeIN6fZgw6PReXw/gJc/C85yD61a5r85PG5vm20soGbBmMqQbKe542uDgaYN7nh4jjF3i0MS3YKyuv+GTp0q8cAAg4uUTM/z89yxw3gYNKqVkT00vZJ8wpat2jGOFeF5AlIT8xRdcfuejIzTDEsL3sEwL3xCaxJXzsw2pK0M3EUx3LKQFP/G2Ju96Q4Adge0ovu+GLp+91+P4tJkvMvqjD0OwLOpjGchXVm96EoGzuCcDMDmbOfgNoHuQyNQr4gNtyjJ+is5u7bcsSuiRoOx7dSshyXKQZ4UKiD4TsfhHDBOOnTa4+W6PucACS3LTPZLt6xT/6jsSksRhqV0ijg2yTB8QjRzgtpUQxza2bXHxti7nbVyiXkr5wM0pzVAR2B4KU//7plZYmpl+zzMgUdCKBZ0k5sqd0/zCdy/yxotNVFphoeVy+KiWNV62VeHaMTdcEBElc9y9x+CV0w5PvewyG0qGJ8BzXAzHoR26ryLcg4nq0w96AJ+YmOTee75wl+16f9sMx//zqVMxESE3PWTRClz2vlKi6pkMlwS1ckbJ1StWraqAINb+cdNtm9sfnqTZEvzBe5uMVVT+885HeFINtCZF5e4QZyF/9tky7/vbYZppBVl28UyDigmlnE/umDp41TR0LxclEttUvPnKFr/2IxHDZZsgzLCshIu3xbznTV3+6JMOaXHvz5HZ8xhcxjsZaFeKjoavo5qfa7kz8N9v+Fr5v61Y1/ekYjmwReEfnirdiyuRm9D3g6OK9iWT+vVn+etKMvjbL3vs2edqwYdlcmbR4Hc/5pEmTd5ysc9Sq0ycSESupLLyO29sJySWSaJ0dlDJ7/J//UgHQyj+9DMZ7TAjEiVamPl7lJ31fiUprBvu8Js/tMBVO0ocOdlgvunR6lgEkaH3TkKnU5fclGop4jsv7fIDpRbPvhrSjiJOz5VoLTqsWzNKvV792yeffOiuG25429kAB5DSQQj/th0bou+2EBfuPVTlxVcsyo7k0vVQ86HkSTxHU14tU5/W0zSjEyoWmyklJ8UxJPuON3j2AFyzyyGM9D9jGiqfpKh8xh3ju12iNOJPPlPmDz4xylJUwfRcSqagZmWUrEJ1rbkrmoar6bdCCi4bMXjP9T6myJhvpvnhNKThBVx3WciHb1XMt/KSTREwu3wtv6z/HjD36ZmFFiOUAfwta0FWzL17yPwGQL68cvenJssXPfmvi/5bDZwJitAqIXLw97niqRTITObkLH3ANCQsLgkefNJloWuBZ4PhYTkWrSjj7+6qIGOLiSEHw8iWUSls28BJDZJ0cJAgKXuSX/vhLlLO8Sc3CVqhJHZ8ukJHv1h5oTGlfpTtjAs3ZWydKHPg6DBn5nymFxwWmjpsIVX6bbdMLZf0XZeyX6ZaqjMx3KXsdVlYsDi0aBIgnt21u3pbu9NZ9r4uA/h117+ZO27+jw/XffFUSnTh1LzJplEYbwgaFYOKr0XHvgOuowFn5nySbiA5clpy6IQ+iIykDosLYxyb0nwC20oRIsaimKLoiUmUhPzPT/v8r5tGNLhdl5olqFoZZUszDTXbUGf9OLb2q/McSaVksn5C0ukOMTVrUSnp2acUiowY2xpw08rLhxS5L0fRovRMPZcDejngz13Bz1V9vxFPlK8L9eJcc3AN6L7wNw9jLSq4GOCIS9Uz8Cw4LFneQil02AHCAulgmg51G0ZcRdW02X/EJohMqiUouammN1sKN5EktpEPD2R/OpMJKiX45R/sYppz/OGnJO3EJJIucf5jMIUuVraZUS8JRt0yB46ViSKLmUWLg8cFx6ZSuqHS+DIybCuPlXckJd+gWjKZWbCZGHaYqM9xyDU5Ph0/9ecfv+3hv/yj3/rKAAeI2YpAMt7Yi2dFjDQs1k+aNCqCaklRKWmxccWPqfohjhPwxMsGi5FPSgkpNPF8vGTQanucOKMYrkVUfLDMFASa5mokeOWAD33O5n/fNMRioCt33e5Xbi+3g/Msberi2EKrgVytBqpVTFxHEUaSdmDniyIL04hRaR4Q01sI5e0JfRvkwR58WebPSlBLsRzcXwXDyxJ5v16Qn6tlH1jd9w+XAxZoqn8XEQht+60KLnp/jZ8V8jYll01RevZRsqAvWLhSUDEVFSfDtSAIE+YWtedKHBv4iSBxRD7aG/BMzJYfXqvljH/3zg5nZhf4wM0OqWkRKzM389Qqr4oHjbKkZNscPimplnWIgmF2KVdaBJnioZc9LEur7etuSsmFsi+peJJ6xSCIbOoVmyCucvUlG8mU4i9XvI1nAfzSK96CYRjR7bcvcfn2Q4wNpUwMJdQrCbVSlzTToH75WMrf3OcihMmelyzAZN1wRjfIiGKolTTvt93VYHSdVI+ayDCkds46clJx0301ZjoVDN+lWlRuW+FZaDs4S+A6unp7jhZJ+K5ByTMoe5pqW6irdbScgcqMFQoU0RsTmsvMfPrA7lszr/Qz7yfunqXFXAnIga5k2cjva+L7a/zhwbl4oepROUcmQ5860wLoub+MypBCkqoMmY8ICwX64JhQvzeaVWnnYm9DaAJVFGe0u6k226RgJeYLPNXfovZHnPq00JaKWjnlndd3uPOJNq9Ou8Smoe88QhOnXEvgu1obkGWCihfn3CS44VKFMNo8vq8LMuW+PQ4vHSnhmBZGmlHzFI1SwpkFaFRLbN6yjjff+MYoTZOz3rqzAD46Moxh1X51y6b1O9Nw3/V3Pgk/cmNIqBZ54OWM+/aYPH+ojhQ2KjIY8iXjdYPNq0w2rY2485kOp6ddxuvavCVO+592Qb7FNFNMI+Lupx1eOFgD26dsGdQspUXKFj2BsttrSQSuY/QA7rsCz1E4lupRBaBPRFpGecpV5IboCxqKFqWYhQ+Cu9+29IOxzuKirASg6P1rve786wG56N1d+jxqejEjxV+fz8NF/qw050Sogb8HcnArlBC5pVveuvR8DQeWbpk46/sQA99JmkKYaAW7aRTG9HLAkKjvulV8APu8Hc3j372pzRsuafLq7WWS1CHJil1Izi41i+ymjPHhDoenmjz03AinpkfZsrbBVdu6NKptbrwgRBpTvHgE7n7G5+VjJRLh8LrdHZ4+VGNsYuN9a1ev+tXZhfbXBrhp1/nEZ+5sktX2Hz45/vprz5s1ZloBH/1MjekZj5IjaJgZvg2NUclwzWRixGDH+pQ1E4s88LIiST3948rfrcKGTUhdvT0nYmpBccsDdc4slfErBlVTLW9LbHTfZQtcR+TyNq3l9ByB5/TdbE0zy+kCfcs3HSDDiu2lyIUNRSpbwXfgbGsI0Tf0X6mkP0eB7T3rKrv8gDnA6lgGyP5HMDtr/Hiu5qYXNwgINSghGwRq3qakOnhVygyZGqRSYaiiX84fKh+BZarX2xePJKUXHWlFKs9VEgPfuezfH/PfKqwrpFS0pWKoHvM9rw+47bEOp5o+sWuRZuf+4JtGxlKY8uzhmIUlk1bXZHKkxmijRKMa4tkJG4Yzfv67Ik4tdPjYHYqH9/pcsrOaXrzV2//qy19qbt755q8NcPJPr1DNn9u20bh874Hwoj0PN9gybHHdNphZSpmeg0pJMlyzGG0YrB2P2bZ+nmOzTU7PNaj5si9bM/tOsPqwmWBZIZ+/2+beF+qYrkPV0idqP3ep9Qartp2D2zbyCp63LE6GY+sKbhdytpwXbogUlWUsBZIk61uymWJ5DKBReJ6IrMeQXOZ1shLciHOOBQvwUazSizsJAz/MwbZ84OZSPK8cpZ0lkii4G+QHzOLwKVds+xPZH2+mGVJKDJH1Aqwy1Q+VNRBUvBSkBnhauP6m+u4bxRmRmREYaS+IAIxirNTfhub/vsjriV7oKNqdhKt3JXzv65b4wG0VgsTK7+iaZpumhQJfsNhyWNUQ1OptXj5hkWWKVsdioWkx0jCpllKm5jNmFySrRxQ/9IY2e16NmGlZz88tNH9ubLhyLigPMoP614/+wFuQkhT7vMxQw7zlUpO3XBVy/o5FOkmCZZmsGrFZPynZsiZkx4Z5Dk8v8vt/V+HUqRJjtUyD0RY9xY4eMWk/lVNzKXc8VqEZlKg4gqql8PPK7drkWs18YuJInALctsgru7bqcuwBiduAs5VppTQDxf2POyw0LTB1woEjs9wWIstX9YMKkjyhOc8d6lf1nIwv+mvmXp9dVNUeUWpFssHKEj/4vw9U6nNyy89RyYveW3M8RB5lrcd0Sf4ofi9JJYmSeVpwP/4kSY1eBGG1LLju8pAhL4IkJcoyYqXbyijV+ski9DeMFGGkCCJFEGZ0Q+iGgiA06IaSbmgQRAZBaNINLYLIptN18GyHN18ZsnG4Raub0kn03x0lub1yrOgGMD3vsG7U51d/cInVq5d46UTGoZMRR09HnDgDUSRwnA57Di1x2+Mxdz1WwqLG6y/dnLXaUbph+9nV+ytWcIAbrr2aKAo+GbX2bUuiV0v37c3IlGSpabF9jcnaCdgw2WXD5Dx7j7b43U9UmZqucd6qjFrJpOwb+C54Tm6r7CSU3JAwDvjMvQ4Pv9DAsy1qdkZpwBDILZ4dPTFxBiq3Zxd/30D1ttIVwggd7Hp0Gp55xQVl6+otdQxgUcEH8+2N3u/1wV04TckV5VoNVORs4PdEvo4Wy6r5SnyLs75aSb8VLJ/FC9H/GzL0DLz4neL/7aUoZKCpYnrpI4UklRkyzUik1NXcyMOrUgMhDS7eGjPeCJk7HROlNkEq8NJMA9AAM8nvcoZaMUWSfUm1KMIQjB6fXk/KHNwg4aqdMe+6YYEP3lpmKSxTswVBpOhGik43pdkxmG+aHD1dZdv6mN/44Vn++ycUzx2s0w4TkiTDlCbbNtjccEkblc3x/AEfZaxvb91+1Sdd1/1KMO4zNVZe/+MP/5Af+sE3Pm075Z/6P188VDsxVWVNo8wFmwzWTWZsXdtmYmSGfSdb/N4n60ydqbJ9HCYakpG6xVDVoFFTNMox9XJItdxlpNFk75GYX/vQKLPNOiNlSd3OKDngOxm+I/L+WvbbEjev3Pmf8VxttD/4wSkcbR1Hk7UsI+DOxyw+cmudyPKRpo1vCkqG3obaRtaLW7F6BuwiVxoVwmnZ15XKgdS0Qb1kVhBJ+2X5LKlb8UEpApdkv7fvp1X0n/uJGH2RSPFPqyLietCTMBNn3TGWkcIYUFYJcv1qTltGMToc8ewhg5cOO6TCQhimXsqIQVWTyO8w/ZN0b0A5wBdeSUYrMn3qFcV5mzo8+Jzk4Gkfx5I4kl6uk36PDYQwSFOTdWMZ529a4sUTikNTNkEgSJKM6QWLiuty0WZYPdZlfPWVp0+fWfyxKy6/LP5KOP6KFRzAq+8iEktsX7+HnWsWmW3HrBoTXLSlTSda5H993uSxF0fptkrsnMwYr0tGGjZDNYNGVVEvJ1RLEZVSSLXc4diZgD/6dIWTC3UaJYOarSg5mQZu3ne7tlzec+fg9hyF62R5e5Li2CmOrX3H+z7kevU/0075qy/WaQUulCwsKXFlps3Wixz7vP/uAbpnPDQYM97nLmvpVR5ZnitVNJjy6Ub+g1f59m0Z5XUlAFlBte0tnAbS5HIQFvBRSpDmz0naH89pIAmUob8v/aHTETNC6h5cphnSkBgqI1HagdZQBmFiUa0Y/NTb2tz9WJkTLZfANOkk+m6n27MiZUPTZQc/OEXTnWWFob6mMQtpalJdfvZaaJYYrSb8h3fP8xt/5XJqfhjXFNoeJOe2SEMghQF4pGqYteMWv/1jSzyyr8tffH6Ik/t9Lt7URZoxz97u8voLy3z3G7bgl2pfDcJfHeClykR4arr9s9XhNZ9++pW5UobJltUBD+xt8fcPlXjxUJWaZbFjImOkbjJUNRmqGQzXMoZqMY1KSK0SUC23KZWa/P2DFrc9MkrZdxhyMsoD4Pbs/qRkWVsyCG5Hg9t1tNG+Y+UgtwuBRIwwIj73gMOjL5XAsZHSxDHQ/fcyUPcfVv7oByH1RdQarPpQlMUZMXl2Yw/g5NtSzbZTCJTMA1IzMcCWWjGWGwT3CpAXic1FBdVju4wkNUiVzm9PUnqJCYYEU4GphGZjIXONquzzbFKDROpnUyrSxCA1TMLA4cqdHb7nuiYf/oL2GWlJGzsRy0yQ5DKDfLUCKXKguhv56zFXhIWlvO2qBe5+Zo6/vs1j2vSxDKn/XpHqm2MGqTKIE48wMlg7bvO2SxdZNzLLZx8MmJurs2FCsna8y8YNa9sln59tjE6E/2CAx+Gi2rVt/RNl9w1Lt3z2cGnNRIt7n0157MUhWi2HrcOC4SoMVU0aVYuhqmCoqmhUY+qVkHqlS6PSpl5Z5O5nFL9/0yTYJYbcjKqjKNkZvr2iLXHODW7PUXh2iuemGuR23pZYxSPEdQJOzig+dbeeu2LbmL3qnfWr9srqPWBSpP1bZM8tQOY2rUmSoVSKUnoBkqh+v6xyWwdNBcj6nt6FK1S2YlS48lAp+zP4Xvy4meUCXV3FE0OSpBlxKuiEgiTfaRj560hN8rtKvwcX+ZjQkJIkKZ4liZQYqUmcpoSxRcUy+YEbO9z2WJvDMxahlDSFqR3EctcqLTEbvA+dDXJ6Uyaj354JPVGRhsI2E/7DO5ucOHOGLz09zin83AEgI0lT4iQjik2CyKQbOLS6BiN1l63jbX7mbV0eeXGJF46U2TJZ5sKL3rLUGF77RLe5qPgq11cF+PpVYziuOXPw1fjdE+t33vvIk49YUVxh45BEDmf4rkG1bNCoGAzVMoaqMUPViHpF2ypXSx1cv8mXnlH8xw9MMjVfZ7wEDTfLW5MBcLuyB3JvANxeDm7XSfMMoDRPkohxnFyvaYXYdkhCyG98sMqjz1fIbBcpLdxe9c5HhAZngzvX+2lTItkDuZUDXWfU6DnYqTnFUs7nMYz87zR1dZO5AEHJQTeoglCy/L09d4/cz/y0zVzSlyda6BJncWJaMr+kZ4NG8cE0wVKCzCqqbJGWobR1s9QthpHog2aSGhhpiplo8XA3dLjyvA6/97Nz/NTvOrRjk46QGELmYzY1UL2Xg3z5QbpI/wEhjN5Ooh8gphiuKt73sy1+/QPwpadGOZz4tELJcJjRDRXdMCYIFUFo0g5MltoGU3MOUqSsG4qouy127To/Vip4N8bQjPfNtCiuZ/Hy/sOsW7PphGe2X3XiF7Y3WxkzS5J222CkblArw1A1ZbQRMtboUq+0yERARsCx2Ygv32Xxp7dMMrNYZ8wXDLm6NSm52kLZczXAPcfAc41zgzuv3J6d4tga3K4d49kRjhPhuSGWHXDbYxb3PlshMjT90zIEvsxwen7j9J4LoFuD9nJWbi1XeFxbQqfI2frDuGNjRCdr89LTJTxDULL1oVX75uR9qtLuC2rZYXQFuHsLneU9d+GFrn1j8nOGleK5MZYZsPew5LEXhqh4Bp4jcSyJZUvsVPacr4rNmsiV6TKRvZwjI29RklQNPJvEiY1pJly3O+RNly1w66OSGElLOPQnyYOj0P7XxVSpn1Ahc7kHmuNCfwEkpP7DI1X4Hz/X4kO3htz1ZIPFps/pwOZM22SkDWOdlE6gaHdNmh2T0YakHSScmQXHH+HK11/06urV208szB6jMbLuHw5wXaUMpo7ddcT1aj+9YePW+x96/GkWuyXWj8FwTVAtpUyOdBmuLbEUtHnyYMrDL5k8+GyVbig4fKKMsnxGc3BXnIySCyVHR6X4PWBrcPsueLbCczM8J+0B3HXivIJrLah+jvDdLpbd4YuPGPzK/x5ierEEjothGH1wy37VLm7pfWOZAQ/FAQN3PYfXk5uSp6hXEnZuaOKWZ7nnBcmZpTKj+W266JUNo9AgglGM7c5yZT1XBe/bRhctSmFV5rkRtXKHxU6Tzz9e4cChjPNXJ1RKkpIrcZVBZmcULYI+N+QHxERiCKW/TrU1mpFm+uvEIJYKKS090oschquKP/z5RaQh+cJDklhAK//4Klgx9y8URaoH8F41F0bvlQq04VB/maWrer0s+M8/1uJH33iaTmhw73M+D79Q4siUz+E5l05oECUx3TAlTgRrJyIWWiFbt15MsxP/9Oduf+DIG6659GvB92sDfOvmtcRRC9MqnfJc64Fnnt9/7aQZUCmnJGmFyeGAsaFpbnks5e5nSjx3oIppWMw0oRMrbNdgxM1oOBkVN6Ps0qvevmf0Ae5qGq7nKvxlY8CiJcnDrXKAO3ZIqdTFMLt84SGTX/nzBodOl8F1kYaFZwg8Q+nZtzHQexsDc+8B/0SraE9yY1DXBi8Hd8VPqZUjVKZ440UBW1cv8OVpD8+U+VRGTxvMVM/Cl1VvCuvhgQrO8v77rAOmmfVcBjwnouR1eOZgzN17KqxtSJY6uZPBsrtCXrVF4SvSH1EaqdTATmT+fRYHToWR5CDPTZM2TqT8wc/NA/CFBxVxolhy3VxnmZEolestM51krNB+iGqwsutKXrRLvddMH+ACKCvYsiqiE/g0fJ8fvDbk2UNzfGmPza0PNUDYDFVT2lHMiWlFvV5j27YdD1z/+mtOtdpdKmX/mwc4gGWXee7ZRw/43sifbNp8/rW3fvkhTp0p84aLE4Ybs9z0EHzs1lF80+XKDYKRmsSvtrn1ecXpaZ+qPQBuT8v/fc/ISVMFcYo8a1OHCXlO8ei3JG6e2uY5ISW/SzsMueVBm//nrwpw+wjDwTYkvpFp59teKzKw1FlhDmqa9Hpu29TGoLaV4TjFzF0nW5hGilKCKIhJk4RO6uCnAjvV8/TCsiFTAxVt8Ba+oowX/Xd/OUIvPMsa0Kw6doTnKsAgTgXdGJyIPKp8YM4uyHtueiM+Mye7GanENLKeT7eUEiM19Bgwybk8cUarm7FhPOC//8wCvqX4/MMJzU5K2/FIlEmYytypqgB48ciB3lP+mwPMRdl7wYUJlCEzXCfixaOKe56sU3XrjNQzNky2+Nm3LeAYC9zyYI3Jlsd1F0GSNVm78XxGGkN/8uTTTx24/NLLvh7ofn0AB6jW12E79SfO3zl/89L87Pdl4WGU0eFTD0hue2iYzcMW68cNxodNtqxRXLl7gRNNg4VZj0pevUuupJRHl/iukYNc9BY4vpviuwrfSfCcJE9ty6u2E1FyA8p+QBiH3PKI5K5Hq9z6aJWjsz64LhgOliEpSa3f7KcUD/BOenZz9A6YpiF7kxMrJ+PbVoZjKU3wt3U11R4wgou2RDz6UkyQOppbkVsjpD0P7wFOCgMNSjG4ZoBvwuC4MBsYrelQW9NISdOUZ1+1UJm2VQjzFbodi9x4SeWvq/D904p1I+d9GKnoA90QGHnWfZrKfMNpIBOzT9vNBJsnA/7be5e4+pKAux7t8OUnazRbJWLXIVQGVaWreZLm1bxH1lJ5Vn1Clhn5Q+QVvXi9+nuulk1eOBzzgVssrtqSsXm1wdRcgw2TPu+8egHHaLLvaMIje32uuuxCJtbsunn3eeue6DSbXy9sv36Ab1i/iix75cjk+GW/ODu9x3jiGeO777jHotmusm3cYtWIwcSIZP1ExLZ18zx1MOLAsWGGPai5GWVPUPZ0GlbJM/E9qXN68pRk/UjxHJ0BpMGtY1NcJ6Ba7tIJQu7ZAx+9rcwjL5Q4OeMTZw54NkJa2IagJDO8fEO5ciUviyq+zFNxeZtSOOBqeZzm0ViWBps29VR8/w0hf/ulhPlY6xoLq7Je5aZPuDonlbD3g+4DuyBayYGpQ+Gc2w4ybrrbIUv7XJE4yYhjSEyIzQwrUSSGBnGSSJIibSHVniRpKvoPo89jkVLq8aHoL7WzPDRqvBbxk98Z8dbL5nn0hRZ/dVuNx/ZVaTVLhL5NkEpqOdDTPL6kqObF+6FV/wZZnqtcUAwMkVHyfLaujrhg2xLPvGrSCQ0WWiYLTYfVYyNcs6vD+Rs6PPsqLEalW8bWX/mLDz574ui1F6351gNc/0C2cvzw/Ud3bL9i7+Fjre8eKZ3ggg02rm0yVM3YsKrN+skZ9hwO+KObhugseaypZ1RLQsvdcnDrCg6+l1HKga0fCb6jYwk9N6TkBZTcLpbV5a4nBTfd5/PwM2UOzZXIpAO2hTAMLCmxJLhF5c43lgWwzUKxI4pEsD5j0DD6LYuZWzsPPnQVLTJ/NIKf3m/2MmAK64azY7gB+lV8UA1xLjpsj1Lci0/MPReFvpNcsi3miYMFwAvwZsQJWIkGuZnmIap5K1IspNIUEkNg5uv9AuSDBKzBb0opI1+4mFiWzXg95p3XxVyxe5YHn1niM/dVuO2JBgtxiSCxiByZ38XyQ3bhbtsDOP0JS2bkX9sICZMjKb/07iXe98l5nn6lzkIbWh3FzIKB5/gM1SQjo+u44JIr9u5/8fGj333jld8IZL8xgAMMDa3Bq6z6/ZHR45t271j8wbmFeaSssXlNk4XuPH/8OcHDz48hQofNY1ArCUqukcvMzBzk5FmbGtwlV4/CSm6cAzuk4ndIsy5P7E/58K0+9+6pMtsqkeAgXUtPPaTopTKYcuB5gAZb0F77B7m+1rKI+OtH/g1uOLPciD9vFfLYlIyULz7s0QwEZp4lunId/1WK9tlFgxWTleLXAxTakgtvvzrgg7el2r5YCf3Iaa1J4b+d98Wpyn8vj+DrV1eRS9eyPEC2CJLNdN5ObvOQSoVMDYQwiWJFVypMM2GkFPOua2PedMk89z7b4oO31nnmQJ2ptk+QGsRK6Q+fKr4PpVsXlWkbi0yrrZTSZ4kwlgShwdiwzW/+0BIPvjDFPc9UOHC6zGWVjIiApajOxbs2f3LHjot+f3725DcK128c4H51E3fceefilo1bf/JTtz63erxcev2OHYs8e6TNh79YxcRlpCQYG5VUSwaOrVsAx5L4rqTkQ9nTNgAlL8UvWhIvzoHdxffadMKAD33B4f1/P8pcp4KyHFxH20g4OYiLyMEeOMTZKvnBdfgg8amfWSlylt0AuAcyOU2p8pz7vsm+Uv2DU68Si6/2rn0NuIsVX69Q82g1koIs36QqQaLoPdJUe2+nZg6sNOuDO809unPBcdqb0WtlTtrzUhGkyNzBquDAZAPLGs38c6wEz4743msCbrh0mvff3OYvbxlmplMlSByGU13Be3xvlWkDfNXv01NlEMaSZlswt2Qw17QYb7i84fwON1zY5EO3Zhw+43P5TpfXXyoelNVtP3nspbs6113/ln98gAN8x1vewgt7n+38p3/7zui+Bz7Bx++cRdDgkvUmZBklVx82x4YyuqFgblHi2IKyn2nhcp5v7+UtiefE+J4mZJlGi8deVPy3vxnimYMNYlWiXJaUTHRvPSAKhr4nddEW9CcTWV9LyaAip/Ck7rP7jIFli9mbRQ+mu2X9UCsjRRoyZ84NCCAGMHx2C/JV0X+2wmVg8tI3NM0gS0kzRayMPCBVg3nw6x6oepV7+aPnkbJMqU9ukgoiHfAf74mJ+wfDTr5yt20P3w34xXd0ufGiU/z3v2nzyIsjnOmUiJXMY7jzNipVxKluWfRCWLdJC82Ebpgx3jBYWCpR9h2gwndeFJCKGV44spGRte+JpFSdnbu+cXD/gwEOMDa5iVSpx6fjq15XLz3kXbo94tR8xNGTFhsmLbauDzGtRV581SQI61RKJtWSXphUS7odcfMRoOeE1Mod5podPvQFiy8+NsTLxxqUSxYjTkbZUjnNlbPAnaS6isWprljFIWaQr60hJlbQWEV/XjzQj0sjG9gqFnmcaU9ModmDskcqWpbC9g28fyuFPoNg74uL+waaWl6WkCpFpMz8decTnKLXVitHd6JHse1HEZ7NbCz+U4A9VZI4laSJFk0olTPA8/GeZepK3g0cfM/l8u0t/uBnF/ni4wEf+vw4JxZrREpSTxVBIvBjnVKc5hRM29Kq+G7S5sBUzOn5Mtsim4u2BRyeinjiZZ/XXzjJL/6r87v1yfWPa9nhP+z6BwN8dLjCUrP9mz//o9dlD95z8Jcef/YFd99Rjw2jJru3tlkKFvnorZKka7JznW5LGpWYsaGA0Xqbsh/pFywUvhsws9Tmdz7u83++PI5llRmvS+qOomxrCwPb7C9pRC6+TVKIEghifdBL1QCNVAoylQ1Op/pqwkJAvALcxQJIV3I18Kwfjp3w3KuSk9MWmTB0nhVn3yH6vilioJr34Z+t+GK5NcQ5UhyUwaqxiAu3BDx7KCW2M2LVl34lqu/iqtIsz+rJBg56AxbMg3ea3p0uyxc9+s+lShLFJmFkEEaF90lRxfXB27YUnp0QRBZhaLF2tM0vvXuJ8aGT/O7HUo4sNAgzAysA0oyqBxPVDDKF6+iZ/vUXwpW7m3z8roznD1WYHLHYui6iHS5xZH53YNXf/scI5z8b1tde6Hyl6x/+0QCqlZKan7rtt6xS430Hp7dE60c83nJlhzCb5RN3W5yZrjJe9xlpSEbqCWvG2qwZn+HU4gK3PdlhvtWh7HUpeS0+crvDJ788gedXmKwJJkopIyXFUDljqAxDFUkjf9TLklpJUvX1XN0xc8adgihFW/DmNrzLSU8DL3ygihf58IbMdAUvKrmhdKqboTBkguMmPPaSxfETDggDK7ehGFTf9LSbnFtbOYjy/jJI9NqEnlo9V8EXWsoNqzKu3hFAmBCrjKgH7CJdmB6w02XjuuVr9MFtYo8EZeQHaVNnH2UZRJFBu2Ox1LaYb5rML1nMLdn6sejox5LL/JLPfLPE1FyVhaU6P3RDyk+8dRoRtmgGiko94C1XTzM8ssChuYRjc4K5pYSZ+ZRTMxUmqkP80I0hprvIXU+mHD1R5vuuXx1t2DD0vr+++b7fMiz/q7IFv9b1D67gxfWZ+8pRmK3+vWsuIbKT2f96/wttefRUCVNVufZ8g6GaZPVoyvqJFq43w1/cIXn4+WGWlkxKP9hmy+pFnjkg+OwDwxhumYkSDHuKqp8TshyRpyH3px2gK1ccK+xA0QkUzchgIRSkZNgCPFMhpMAaXL5Q/JAH+mfR9yNcbv6T9eLFjTzlLY5TZpsOsbCQQubngeJMsDKRTZw1FdFKYZa3T9lAr50fBrO8tUjz6q1SAykMGpUEacckaaazLPPDZtob0RUfjuxsstegb0uh1pFFTKMWjBhSJ0IIJItNn/mmRaurQ6oK+2sjpzvYVobnGpRCgzA2SBJ9QJUC3vH6RW5+qMlTr5S5cK3i33+3Yq7Z4cEX29x07xCHp10sMwZhM7NQYeMqh/fc0OTgiTmOzo2p2e7q//qeNw/9z0PHW9E3i89vGuC//t538PLem7u1ypqbn9orfvuLDz7JpjGP3RclHJkBz5Wsm+hQrczwv79gcfsjQ0xUbC7ZaGFJhyDqsv9EysxihRFfMOKn1EuZrs6e9kDxHD2N0T4a+geVKG1r4IcZ61YtsvhcwLHjJlFsY9oO1UwihcKWmis9uDbv8bFziVlvfNhj9eXRLIWQWWpp3PRcxoNPeDQjC9sTGuDiHCZBA2PJc5kE9UlLxXSjn55WGOukqUSlunrHiUnVk1x7echf3xVwYrFMZEt9uEw1N72XjaMGx3Jn9919cldB6so5Pk6A54TEScLJWU18cgyDTpjP1pU+4EgJlqmHBl5gEniSKJakiTYTsoyMejliy6qEl49kZIHHMy+W2bUp5MdumKNRnuUDnxvBnXZoVEJa3ZTbH3PYvbHGttVtsuqF2axaf/P/+VK3+6/f/cPfLDy/eYADeJV1WNWxV3Zs8X7uV36S98+eflLuPxlx9FSZzRdFlEvz/NktNvc8PsSWEZOta0y2rZOM1hVLnYSbHqgjpc1YSdEoQb0iqZZMyr5J2ZP4nsCztYtVkSahU3M1wWjDKpPrL+uQZkv88U0e9zwzzBJlLVUzVa+iDd7regAsOBxiQH2Sr8qNfESoQ2hjXjkhOXzGAWFpFZCg760iz56z98G9ov/ugXugHRl4pHl1LtqTJJUoZbJxLGLbmoATcwmxsojSfpuybNadFQuWPsALdBetiZkfFjWhK6BcbnLvHsEffHqENC5TlbB+TItlknyBpDL9Oi1L4tqSkmcQhIIoNklSDXApM2wr5B3Xtrj3uZCZhRJ7DwrCuMy29SbfccksUszx17cOs9hyuWBbykLU4kvP+rz1xuvU7nXbfu687WtfOXFq9lsBzW8NwNevv4Qsezoarl/3YSM94L/0au2Pnnxxgcu3GWxcPctf3m7wwNM1No0YbJw0WTdhsmY8YrSxxB1PCZ49WGPYg6GyplE2Kia1skW1LKmWMsp+QtlN8F3dJyolaAcW7a6BAExhMlGrMD6S8r6fWeJXPqC4+3mDluFTSgSe1d82DgKcvA/Xa/xM26cM6CELo37T0MnJtz3mcOCMh7BNXEmvRen5qRgMzNZXRH0PVPHBA2Wh70x7D9EHd88SwiAMLdaPCr7zqg737ImJlEuoxPJMnGIUqFYyGvtjpeKDXUyHHDum5HV44Hn4pQ+u4sSZBhtqUB5WzC8lIKATZHRC/fdbhtBsT1dQDlKC0CRO9OZTH+AzfKfM7g0hb75skQf3uIxOKxxbIISLSkd444VzkC1y092SscMOF29KGBkqM70of/nG113+4c/e+2r6zhvO//YBuAbMJczOnkgnN7zj4NapPU1T3VnZuuoItzxu8fKBBjsmJZNDJmsnTDauitm1cZ5Xzyzx/puHMCKHydGMRlnQqJoM1SzqFcFQNaVeiWlUQxqVANfuImSEUoKZhQZKVQlCSTcymVvykIZi9Yjid396iXf+1hJTSw6BZegD2ECLkuvB+y3KgLzKyBU0Zg5uw0hxnJjT8xkHT9oobGyjrwq3cgHzYA/fZ/aJ3kF20O8tG6zgveAmPRvWXBJBYgoSJUkSgyQ1iVMTMpPNq2LGh7tMNUtElpmTvejPvovKrfrcmGUWjT2lj+6/fSdgaiHmVz80weGpBhtrgtFyimvr7zcIYWopY7oVay9TLEqmZCgfAASRIk5MktTUa3hhYZk+6ycjfuEdCxydXuT5o3UMGedmRQ6dYJTd69q0Xtfmiw9GZMYEP/r9b25u3HrxwVNTU+k7b9j8rYLltw7gAKbpY8nglmuuuvzfXbpj8Y8//HeLQ3PTgjdebDA9bzDaMNm4OmbdxDwzrXm+8LhHu1NmTSNjuNIH93BNMFxLGK5HjDW6NGpLNLsd7njW5ImXSgz5kjVDFpMNwVxTq1sMaeNYKb7js3ok4F3XLPEnN9cJPYO0yLopfta96r18hb+sPSlMhAxNI7jnWcHTL/ogbFwT3AGVUC+Rd8AoqMijMaToJ4tBvz3Jt4yGzDkjEhJZsP5yYCeKxNQeJnFikiiLy3Z0uGpbh889khB5BnHeh6cKkrwPT1W/RTl7ilLwz/Xh2XMjPnKXy7EzVUY9wZCvqJYE9bKBa0sWWylXnZ+yerxLtdzlsX2Ch54vc3DOpxkKJmJFksS5CNtECBPTcLDNGsMNxXdd3uRvW5LDs2UQYBk6xvDpV3zWjErefq3F8Jrr5jZtueQ/nJpq3bJ+TelbCclvLcBrtQYAzebcx92hN5rbtpd/f/XQnaOHTswhZY1Nq2O2rJ3l4Zc7fOCWBs2lCmvqgok6DNdMhusa3GONhNFGwNrxJmGyxO1PKD51/xAnpyo0HIMtqywmqoq9RwJm5202TtpYponn2JR9h0rJ4YrtXVwrJErdvh9eNjAmo5B19dMdehOU/IBpSm01F4Yp+w5bzHddpKXbE9tYYUOxQsBsLFPm96c2xQGzqN5JOrB4koI4FRipfo5TvXBJEg3wKLKpuAHbNnaxng6IEoeoV8GLVmU5o09lWunfA/lAH24ZCUES88jLdbqJw2RJ05prvsFI3Wbj6oT5pTYLLZ/xyihb13a4euciP3DtLJ96cIkHnxviwBmX9WmGUnH+ATKR0sonR3W+93Vw3YVzfOCWiCeer2MZgtGGpJOGvHi8wc/+yA3TW8675tfSJP74eTtWfUvBDd/kHPwrXZXKELYlPvL2t17zG35j1/Riy+bibTHb1s2x90iL/3NHHRXU2DoKk42M4Vq/co81EsaHAzZMLmJYM3z4Tslvf3SSqVN1to1ILt1icOV5kq3rurxyqsnLR2MWmtodqRNo27A4ttm5SXHx9i5x2CdEDarZl5nby2KDqQaCavUM3LVj5lspjz7n0mx5OJbEK8Dde4hl2s6CZ24YMqcDaBECA+AuFjRJCkkiiFPyg7MkTrT6XX+dRzImBt3QolwyuXp3xEQlIIxTQqXJV3rJM7iWH6jeql/B+2aoCs9VPLPP5OVXdQ5qyc7wHEHJN6hXDHZt7LJxfYv9JxIe3St56uUKh0+OsXZ4mP/6YzE/9dYzhHQ5OC2YWsyYXYyZXUyYWYDpBYtTMx6HTo7giHF+7I2wa3OT/acjntiXMlwS3HD19umJda/7jaXF5CO1Su0fhLWvdX1LK/jgJWSFv/3UHR9Wajytj4z/oeccH3rmYMJtD4+ybaxEdX3C9AJUSyaNmsVwXTDaSBgfCtgwuQDGHP/rZo/P3DvO6prJhlHFxLDFmnGLDZMRE2NLlCsGR09IOkFGGEIYS6JE39JHqjDZiHk6zQbHvwNclOUjQmMwarxIgTNSTDNm7yHBnqM+eBaeAY6R9by0rZw/bppgWUUib1+Rr/nWAyIHyOVduQ3bQN/Um8kL/eEwE4M4VsRm3qIkJkHXZve6Nrs2dTj2VEKYGr2tZm+iUrQmA8seVeRi5tVcoJM3zswLFhYsPAm2Cbap9w6+q1M15tqCwzMpKo4oezYqc4jiGusnTN51zRxZNs2ff3aIg9NlTQwWcV44LKS0SFLBy4dtyl6Fd13T5AtWyNy8YN2a4bnNq4d+9eSr93/0kqve9o3C67UHOMAP/8B38J9+568/5phroxNN+wMv7jta2bW2xMRoxPOHYoR0aVRtGhXtpzJaD1k7vog05/jTW3xuvm+ciZLB+pGMsSGLiWGLVSMZ40MdziwEHDxexbML1ynyxUhu1J6K3u3/3IQreqnGg7Zpg/wTy0wQIublYxZHTpdwyga+QS+CwzbpRUzbxXOuzDeNHODGQLhgVoBbc0OEKLIk81FevhySUiDjXGlkGFiJwkoM4tSkG9qsG+uyfW3IHU+FBKnTGxees1XpxQyygmSlvzYMEKZAJgW9uBCBQBCZbF8dMzoccHrWpjETYxo2QthkmWBdJnjXNfOoZI4/+xwcni33Wh99JjGp+hmG2eTJlx3GGxUu3timcsmq5g1X1n6hVj7yd8Mbf/4fE4L/uAAHWDtmqyCtfrLkGckbruBjrcVXnSPTGSfPONx4cYbrJGTKpFGJWD22hOXM8sc3l/jcfeNMlgzWjmSM1CzGGhZjDRgfChlpNHn+RMqhEz4Xre379/UonmiLgiLyu6jOvWWMHHwMCH6XTVASXCfm6LTijsd8MBxcU+AauVI/B3dR9Qpg25aRW0/oVqXXmuRChSyDOOeLCECmgjQ37imosUVLo20uJLEpiU3tCBtFFkli87YrQ257uMMrs2UCW/bIZsVW8yuxCftz8n4iMmo5hz3LW6hW1+C8TQZj9YB9hyoMl3XLZhg2ArvHW3nntXNIY44//azg2FxJuyI4KYtdOD0veNPlGTPNNvsP+1ywc3Owaf3wv3F87zPHZ+Nvag3/bQHwX/zpH2Jubja1bO/h5sLJ5t13/x3zB446V+w0mGl3iGZdtq6WTI508Lw5/vTzPp+9Z4zVFcnaUW0JN5y3MMP1mNFGl0h1uPsZD88ycS2tajd73n46rDSIoRsbuZJncHRXAFosX8sbhSl+mjtLpVhmxFwTDk/5SKnbE9fMpWxGfku3RP6QOLZegDiWwLL6NhUa1MU4MCOOU5L85CulyB1fZd4n561KXklNQ2KZBpZlEicpUWIRpzbrxyKGqgFMRwTK7fFvevP0dLkguD9f13c5PV83cS2wrJhWN8s3qVqwkCTaGjkIPW68aIGHXwg5s+RRdlNMK0ZgkSqLVJVQCt51zRwqm+XPbpYcn/cYa8CmtQlx2ubxF1zqtYgLdq0JTGfiR188MXzzcweX0v/43h//x4bfPz7AAfzKEJbJqXJpw27TXnft5RfIjx48esR/+bBFzTO4dHvEwdNN/vqeCp9/YIhVFcn6McHEiMVo3aRahnolpVGNqJXbPHMo4fGXKoz4+lDkWBLbyrByH3JDxjz8vMkDe8rUfT3x6CnpZd9Ys6+yZ9nh0jQTHCsmiBNuecDlwMkSXlkfLp28NekDW/SArQ1DteWEnWs6iwoeJRpczUTRCVKSRJ8NpADLUqSpzoQnK+46YEqpLSRMAytWRLHuxVsdm3WTku++ts3Lx0KC2CWyc3ZhSi4w6NNnC9AnuTYzSfQostm2uP7ClCt3d7j1sSHCWBAlGXGsCKOMTihZbLtctUNw3uYWe/e5DLXANlMypVuYKDbJVAkpMr7/2gUcc54H98YsduqM1TLKPjz/aohXOY8tG1b/9Nvea//9B/5LK/v37/3m1/DfNgB3LQGQfvrTf3f6nmef//Tl288z161S7/esw7VWRzDcaPLJuy2OnqozWc0YKcPkiMXG1QajjZhMCRxbUfEiEtXlcw97tFouW9dkPVA5Nri5GSfEHJk2SFIHPweamfeVBcDNnkStL2qwDE0F1SvsmFdOKD55XwVMe3n1NovqTa8tcezclcvVKRWunWHbCsvQicmZ0u3H0VMJs4spWaY9/0wD7ESQWBlKGfpALPX0xZTaziIyM6JYU1jj2CSKLZLY5t3Xd/j0fW2ePVbWkrFULJOMDbIL03yR1Bs/JgZBZCKFw4axCCESuolJFGvFfhDpaMiFps3qUZd3Xt1i76s1FgOLSqhQWcbMUkqzY5JhUi65ZJTYucai7Lb4u7u6nJwzaZ4ymRxdM/P2t751fnL1tsMLL0RZveL8k4Ab/pHGhF/p+v7vfw+XbN3Fj75dfuIt163797t3Xzt7/tYS9z0jsBjiB25MGR9NqZdNNq6S7NiwxEJ3kSNTKWkq8NyYw1Mxtz1eZbIKJRd8r/Ay1P4lJTdksRPx11+q4TomJasPSNMQGKY++ElD9CwWDJn12hLdmqQYRszRKcGrUz62beKbOcCNvPe2BI6p7dMcW+I6At/NKLsZFV9RLSU0yjFDNW1pt2XtEusmpzk01+WV0zC9CHMtxWI7Y6mjaHd1ZQ+ClCBUhBEEMYSR0JU1NogSmT9rc8r1Y7BpsouRxQRpLkbu6TGLap6rftL+SDJKJGFsEEY2ra7Hj7wpYKTcYSkQdCK0OX2oaAeCVsdkaq7Ed16esmGyQyfUd8K14xmVaoeXj4ccPpkyv2hwfCbjE1+2ibojXHl+wmy7zhWXXDOblXf+8uZNF2wzLR4yLfufEnL/NBV88Pq3P/kT/FsgjRY/tmGHad51z9jv7dn/0OhlOxZphk2SoMq2nSbbN7R59UyTT9/js3XcYPMqRckL2H9S4BgeDT8b8FeBkpdS8mLKfoenXoV2UKbuQslWeLZuKZZvGwf9UgY0mEaKZcaEacxN9/sIXBxD9qwoLLM/TrOswupZ5sZFGSVfUfZ0lmgpt78oexETo20i2WFmfox9x11Gh6DmKu3TmGgAqiyPPc+/R91/gx1LojgjzsegRRVXSlfx+54M6CSam9LPv+EsbnhRwaNI0g1MHMui1fHwrQ4bJpo8ta9MOxR0Av1ha3clza7JUttlJCyxY3WbW4/UyJBsmDR5w7oWn7w3Zt9xyVDF4YrdDpVyk0f2VnjD5eNccOnrpzduvO7XlUo+9quE2LJI5f2nu/5JK/jgZdg1Fpryry6/7IbfeM87bpzesFax77Dgwk02V+3u4Ppz3PO0gZX5bFolmRwJWGi3+es7GzRcSdWHsmfoYFBfUfZiqqWAWHX4y9tqxIHHaElR9sijx/UYzxiYnvTSFfLWZLA9OTGrePaQj2HY/eptZr1xoGUJbFtXb8/Owe2lVPyYWjmiUQ2YHGmybnwW5AyP7W9y8HTAjtVzXHXeaVJziVdnFYfnJbMtyVJHu0p1AqXdVSNFEGVEkSCKtSe4Bnc+TUks4sRh94aE1SNt0jQlyBdGyUAPPjhBSZVeJgWRpBOYtLo2C00P1y7xk9/ZxrY6zHYl7QDa3ZR2N6PZliy1LFqdMj/2ppBqtc3JeTh0UiLSCm+6JKKddHj0xZhn93tsHMsIsNmw5U3TV13+ht8YHxZ/tWqy/lrB7CtHmPxTXL//e7/Dr//6bz7TGJ4447rm9ceOh96Fm84QJSH3Ppdx6HiNCzY4XLIjxvFm+dNbLPYfrrO6CmN1yWhdT1dG6jEjjYCxoUXefwt87pFxxjyTsUpGvSQp+wa2KfMNo8Q2ZZ7elnsh5p4sJTfSyv5yizsfF3zqyyNIx6NhQ8XJ8gjzvuVzydUGRiWv35bUyjH1SpfxoSUSFvnSs/DBL5b54GfqTE1J/vU7WvzE27tsnQwwZMDhGcF828ESYkXiMpiG7JmEWoUzrtm3szBkylA9ZO/hjOf3lxGWhW/qOb1l6Q9jcaexbX03MGRBESgU9Pqgu2lViLADHthbpWQJXCvLD9FGfoiHiUbCqtEmTx1w6HZMXNNh/YSg7LeZWTQ5NavYtXktr7v6+vk3v+GqXzak+RH5TcjNvhXXP3mLsvJq1D3SNPi4Y187d8VFrc0qm3jffY88br100GHTmMf2DRm2u8RHbjd58OkqNUdqQUTZpFqW1MqKaimmUemy/3jAx+8eQiQOow3FUEUwVNVGQ0ma0Q1TUpX13ZUGRoTaCzDFtmOiOOaBvRWi1KNqClxD9Qw8LYNl20rb0pGGvptS8hOqpYCxxhIHTrX4nzdVePZwg6jjEAeSmWZGvZRQsWtcfz5cvq3Nu46d4g8+HXPw6BBSyp6zrG0JwljhJLLHfS9CdeNEEuc9dNm3ef35IZ++r0s3cQlTQZwq3aKkDMSa9MO1Wl2Zvx8mWaYj1qulCj964yxfenqJM6fr1L2MZu5Zs+Ab1Fo2Q9UyN+yWxEmTT33Z4OUjEt8rs311RKcdsW3HNbFjlX71jddedVBazhflP3G/fa7rNa3gxfVf/+t/y97+vT+zvzp8+dMKeVIa5bdl8QKNSixG6gG3PxFxcqrK918X0w0VJcdm9ajN+BCM1GOG6wFrx+f5+4cy7tkzyrq6ZLIOo0MW4yMWm9YoXGeBI6cEZAOGn16mPVq8BD/3ZSn7bV48EvMHfztGV1RoOIKKneHb2UDqssTLvRXLHtp9tpRQr4RMDDeZay/xG39R5eG944y4FtsnJVftFJy3NeWVYyVOnBolin0qrsXuTTE71y1wz16LmUVPH4qLg2zRDplCj0HNDCt/7qn+pWL9RJd7nzU5OVvCsQy8gUmPk7dRvmtQL2eUSwEvHe9wYkpbGxvSyAMAMkZrIadnQx56torvaHWOvpMYVHxYCmI++0CVizaYrB5f4vBJS0esyJK66rIr1MUX7Pp3119/7V8QTr3k+qP/5P32ua7XrAdfeV1z5Wbi6FBUa4x8fM2qjbv8kZ3/99DoKDNLXRYXfa7bbbN2dYhlwcSwxeqxjPGhmHolYqjaodnt8uTBEmXbpFHKqFcMhmsWa8cyNq1e4vFXAg6e0h4dWabn01bhXmWk2IU20Q750BdLTC+VKVkC31TYxvLWwciXM5ap592urfDchLIf4rstbnvS4tkjw6wbkmwag40TJlfsMjh/o+C5Vx0ee0Hy6gmHw6crnDgzxM61Lm+/bJ5OHLEQSLp5LmUUq1wuRu59ko/6EpH34hZB5NCo2Pzb71pCJAGdlLyKF1MTfegUQr/WLWvaXH7eNK9OxZyYjplZyJhvmiw0XTpBiYs2RbjlFlMtyWIbpucTTs5EnJrR0rQjp7vcv6dM3avi+yFjY0NcefGG/3vdus27Vk2Mfnxh+nDk1ba81nDqXa95izJ4XXnpeQDd//Knn99/YOm637ti/SP29IL3m+dtPGPs3jLPE68oqq7HJTti1k+2iWJtdVyvNrnvuZSnXihTc6DqCWplk+GaYHIkYHJ0gVi4xLnqxJC6Ytl5SK1O+0pxrJjFVsrRGR9hOVStLJ+ja2naYJy3kWdq2qZ2oPWchJF6h9ueSPng5yYoS4uJWsZw1WB0yGRsKCQ1IrqRZLqTcGZW4rsWvuNT9iu893tnODE/y5cfm2DIE4QxxKnqL29UwWXJbR1ydqFl2gShx+rhFpVKl05cIiyCVhOIkowk0S1Lhh6VAhyfj/FNSbWUUPFNGhWLdtflyp0Zr9uxwP1P+wRVg2aQMn0sphVAreyyY90CT+wNqJSqvOdtw2mpWv+dq67Z+XunXjmcetVrX2sInXV9WwG8uH77F76H//GXn0p/8Sf/1X9pts6YB196+JcPvfqgc+CYyxsvCqmW2pycTXnlWJnzNyY8fcjgxSMe0szwLCh7klrZYKiWsnq0xaEzEbPzVSqOWDaz9l1t02xbCYaZUvZibnrA4oX9VWqO0L4sToZpomN2BoQDxdpfV/EUz4lw7A6HZyxaoceaMtR8QbVkUisLqn5CW0UkiUXUzVhspyy2LBaaNgtNn5GGx+bRLnemMa3IopYokkRPQnpihVyoQAZRbOQq9gzHTrhoS4e3XtbiU/cOEfmSMNF3AifM8rm6IogErY7NWFWybrLD8TMOo7WEetmg2TbohiaOI7n+opBGdY6pqWEu2Kh46WTGYqR48HmTN19R4tRSgzWbrgjPv/SaP5wYH/kvr7zwV2w97ydfa9ic8/q2BDjAf/o3P0CmFpietn5zy44bZam66nUHjt4pY2P+dQ88G5lx6lAvOyx0utzzxBg//KYOJTfgkad9Sp6kVoaxRoTnNrn7XoepGZftE9qbvOxDrZQwWg9pVLsUekUpFYYpEaZNw8mo+1ojmmUw19KHNtfOA2BzgJt5X1wtR5yYSbj32SGszKTuawu7ki8puZpUFoYJaaa3hJ0gpdUxaXUNFls2I3WXay5Y4KaHOyy064yV+2aamnmoe++Sp43455Ycspw16ToJhuGSJoBSCAyCSOk0tlS3JiU/pdWxmG/abF3ncOPFHT7yxTLTizpFodk1CSKDT91X5ukX6vzgjSm3PBJgyBJX7+zS6igCKkkrqj/ys//6bWr7po2PeE72m6fONJkcq3yzP+5/tOvbFuAAQtaLL3/jt/78C4T25RXDbn1o57YDP/DInpPygs1N9h83WTtcpl6OyNKEqieoV0yG64rxoTZ7jybc+0yNii0ZqkhqZUmjohgdCij5C5yYS3GMCrWSQSswODpjYhiSmqenMKtHTSbHYp4/GrDvkIPv9j32CusF29LtzcsnBFMzLmVb+557eXKc56TYVoqR6ClOmEAYZXTDjE4gaXdNuoHLqiGDDWMBz7+iCBPRs4MA/WHynJRqqcOLR2NeOGAzOWShFHhugufarBqN8VxF2cqol0C4AXMLJuaige8mlH2D2UWLVV2fGy9u8ciLbU6esBitpSwsmTTbFqY0WGganJgqsXVNk5cPh7ztaguvtEHdePXkTTs22T+z2HyxWatd9FrD4+u6vq0BPnj91r/7LloLB5ulkvsLrxxcf0CYz5zf7k5/XxIc5MItIdNL8NTLJdY1TCaHBRtXNRltzHPTw5LpWZeL1+uR4VBVMFIPGa4t8YXHY+55cog3XVjidReEMG3zxQdtpJJUPaiXDSaGba7Z3WFi1SL7jg/RDm1UNqhrzHCsFCEi7t3jcmLGZeuwtpvTEwxwbD2ClEKhyIhTzfcIY0U3kgSRwWLbZv2kwXUXdXnmlZQgMUjTrJdNLyWU3JRYBdz+BBw7nnLN+YqSZ1ItW4wP2bz99R0+/1hG3YKrdlrccMUSd+1pcvtDQ5RdQclNmC3ZnJz2uXCbxSU7ujyxr0xlyqReSTgzZ3PZVoPHX0x5al/KxjWSG65eh98Yu3nXpsv2ZuXJ/7X3ZNC86LwNrzUcvu7rnw3AAcr1zQAz9+85+v/beeU718+fOsjaiVXfd/r4C7z00jx1r8aODQYTIxGOvcCRKUGz7eCZkvGGwcSwwcRwzFA15PhMwM0PlvCyEkFkEkYJUSxptgxsE3xHUC4ZVCtQ9lP8ZorK/RD7KQWFj3iKbUeEiYNQRu7hInsAt4uECKFIVUaU6sNfFOWck1AShCYCG8eM6CaKKDX7pKlCgWMqhEhphyatAJZaCc22TadrEScmNT+PNbTAsQxco8o7rjnBcwe7zC2UcO0E25bUShZh5FF3A9aPp3STlNNzgpcPW7hOmR3rWsRRnd3nX8brLt9084bNa/8DWfeIkBOvNQS+4eufFcCL67qL1qGi+SNix65f2b/P+vjk6q2/eOb+F6+7dngfR6YC1owr/vbuEtsmbSwjZLhmsGbM4IKti0SJ5nzsPSyZmfV4/Q6o+HrZYZgphi1xY3Btof3MXYXnxFiW0sIK+l4qRm6Ub1spnSCjGZh4tvZK1BmbeiPoWHoEKaVmEUaJIMoreBRppmAYGwShTcUNKXsRYWz37Ic1t7uv/InTjG4EnVDRCTO6kSSMTW2hliqiBJrtjKOnXa65yGb7hpg9z0E3VrxwOMB3Pc7Mu0Sx4NINLlvWNnn6JZtyaZGXTwzxnrefT2ZffL80y//L8DY/d+R4cmTD2vWv9Y/9H3T9swQ4gLQbAAeyLDsA7N13JJ184+WbP3jvI69ueemlx43paYfN44qTZ2DtsMW2dSHTrSZ799e49kIJhonnWAxVJY2qYqgaYFgRILAN8ihBQdlLCKKUZw4YNDuSkTr94Ng83sR3Ep45YHDfcz6OKbDNrM84tPJ0ZjfGsiJEkhJF0I0hirMc6DIHucm1u2Mu3hLw0ivlZckNcSoJIslIQ3DB1ohjpxTtriQIM8JIkCQGIOlEiukQFlopc0sWna5PmirKnuDqC2DPoQ77jtmct9Fl7WiHoycixqoW528J2LH9qtSu7Tywdk333w6vufoUsF8M+Ln8c7z+2QK8uPIfwP4sO75fpel3XLS7vHrL1ktueuG5B6qzCwdL8wsZr9sJS0GXzz/ksnncBdFmfiFlvCoZawgmR9osdjrYlmTdaMKp05rn7TlQ9lKCOOX5VyyirkF5Iu+trSLPR2FZCWGc0QlMagbYRrHK12v8SimkG3Y5fBrWrWpzYqHCYtchjLRvtlbUa4627wk8S1fhJCXPb1eEkaTVMfEdg4u3dPnSYymtwKQbKW1zHAuOz0nKvsQ2Ek7OSybnTc7M+0zU5zgiUlzL4YffFPO5+5u8fKTOZee5jI7ZZM629k/86FVLMwu826ysOzGVGkdG/pkDu7j+2QO8uIRYQ7OTHtm6a92x5kLzvG5iXDUZvv4vqvWDSdXYPxRGs5WRconNqyGIIr7wkMtF6yTrJlKOzXb4wi01vv+6Mt97zSJ/c6uegJQ88N0Ey0oxLQvfzg1B8xAtx1I6SkWq3O8vt3MztYLINsF3U4QI+NObHfbsH+M3fniJS3fM8Yk7RulEpjb3SbQ7a5qbbRbGmYX/eTdIaXX1SLETOMRxQJwoPYXpKrqBQbNj8LkHq+yecPm+N7S59RE4ctrm1IzDO64OeXpvxCtHLWqVKpmMyMzh5ur1V81dc8NaM0rkT1dr2x5ds76yCIkSwnqtf5zfsuvbZlX/rbgqvoEthXr5WGfeKa++w/Xq2z74oc9vvvqG9/zOnHjjC1s3r9njV50goYJle6wehc1rl2iHEWns4lkWWSooOzBSF0wORzogVepDY9nVjk/jQ1CvJAihw1gLhyvbzPLlj+aPSKmXQEkWc/i0jy9rBN1x1o+amEZCGPcprFrSJokTSJQkSmUuUs5YbCvOzMXML0mabYcgNMlURprB1HzCzIKiHZgYhiAMJbZwcVzF/pMRR05lLLVcRhoVqjUnkPbEnl/8V1e+8G9+4l2/s/eJL2+uVKvbVq8dv6NSnZ0XQvyLAjf8C6rgg9c1F06ANpPtHD52GMsy35dl5vvKozuMxCv978ZIZ9uNVxx7/fZVpw3TmsE3YaSckmYJDz7vUPZM1k4kBOkih0767NoiMYXmn481DFaPtzl2RlFyPCZGYo6dEWyaMLhoS8iBg2VKjg6WjWKtj/TshKFKxmIk6IYWi22TKEoxSlqIEafQDrRB5tMHbPaf8Fg1FoOhKQe2n3JiKqJeNmh1LFSqM+g3TkrCtMuxaYMdbZNrz4+45f6YU9OCOHUQjmA+8DG9i9P3fO+WBy/cJvY3m52fi+Iw9TyX7/zB/5R55c2d1/rn9Y95/YsE+OC1Ye0G6DsiJKemFn9GSqdx/q6Z3316zx32Q/tJLdxLdu90L1XGAQ6eMNk6mjJaD7nlMZMtY5LMNlhqSUaqsHYixbKXuOupMm+6KOOhFxJOTNf4N2/32bU24OTxhLFhj/luyFLHYMMqSbMjiEMtbk5SbQVd9VN8V7JuUiFYYGq2QjfM2HfMwVY+P/XWNsdmFGkwxA2Xt3n/LZJjZ2xmFiVD5YwdG2JGq7B2VcoXH46ZW5RsWG1Qrhj4lbVcfl721Na1zacnRjcYW85/azQ+Mfx/qTicX2XXX+sfyT/p9S8e4CuvyfEawDzwXoCbPn8fSonrJobityy21737+98ab6+5MYvdJ/EMgWmmPPqcZE0jwjNDWgEY3Yg4NbGtlJeO2ETdMi+8mrBpLGbzZMJQLePV+Q6dRZd21+TRFx2eecXm0o164nHJroQrdsH8rGTdeEizO8ehkz4HTpkcOeVxwTqouz7WRJsXDmjBdLUcUfG7vHLCQhg2uzfGnJxK8NwSWzdkrN90KWtXG/z4uLHPtcdv2rLGvDNJs/vXbX3Da/2Wv6bX/+cAvvJ69/dcD3D/3gPN+xvwwAXnB5uzZFb9zaf2q82bxzZeeeHwrw/tP85wTTAzPcep6VO8ctJmvtnGdy22TsYsNROOTSVUyl6e6JziOYolpT0Ao9QkSHziLI9DMSyEYaKE7t3bkUk7UCy1DEzpMjqqOHzaZDbwWOwkuOYiu9cIzixkzLVXMzy+iaoXMr52HRPV07/ne0cP7dr9OrlmdUP6JXkQuEOIkdf6rf22uP4/D/DiOn9LBeCO4tdZ9irg1KenTz+ilIXAiLdtveCXgih+84kZi127I9bWHsO0zlArGyilUFkZz1U0Kk1sY5GltkmaZqwdarNtVYnZZozvtHhuv+Tw8QRXBlhmQLOzxOm5CjsSj0bFJM1gPhAEUYZfqrF51+upTDqcnLeJE3FXloV/lCaptXHLTqr1t9y/JokWtm+ffK3fwm/L6/8P8K9wCbEJYAH4PEDQPo6Al8MoGR9dZahNrYilE3uZXzQQ0iBNFZ0gid98/et/y7NnvuvSLIz9ukepkXJ6ocMbr/aYXUpZtzFgdtHip98dcnq6zOhkzPo0wfTr1vrJxhcOTT32W9J0LAUYQmK7Po2xSykP24yFUmaZnILs0NaNa17rt+ifxfUvY5r/bXK98tKjCCHGT08dqU3NquzgjGTTSMq+YzHrRiXzLcUNF4fMN23Wjnd4+VCF1WMJR0+btGNPDA+tWcyybOrNN171Wr+UfzHX/wsXGeFPGctoIAAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0wN1QxODowMjo1MSswMDowMG6Owm8AAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMDdUMTg6MDI6NTErMDA6MDAf03rTAAAAOXRFWHRTb2Z0d2FyZQBtYXRwbG90bGliIHZlcnNpb24gMi4yLjUsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy9IzyijAAAAAElFTkSuQmCC', 'weight': 13}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 117758000
    {'hecke_orbit_code': 9007405631275170, 'n': 1, 'trace_an': 8}
  • id: 117758001
    {'hecke_orbit_code': 9007405631275170, 'n': 2, 'trace_an': 0}
  • id: 117758002
    {'hecke_orbit_code': 9007405631275170, 'n': 3, 'trace_an': 0}
  • id: 117758003
    {'hecke_orbit_code': 9007405631275170, 'n': 4, 'trace_an': 8192}
  • id: 117758004
    {'hecke_orbit_code': 9007405631275170, 'n': 5, 'trace_an': 0}
  • id: 117758005
    {'hecke_orbit_code': 9007405631275170, 'n': 6, 'trace_an': 0}
  • id: 117758006
    {'hecke_orbit_code': 9007405631275170, 'n': 7, 'trace_an': -271484}
  • id: 117758007
    {'hecke_orbit_code': 9007405631275170, 'n': 8, 'trace_an': 0}
  • id: 117758008
    {'hecke_orbit_code': 9007405631275170, 'n': 9, 'trace_an': 0}
  • id: 117758009
    {'hecke_orbit_code': 9007405631275170, 'n': 10, 'trace_an': 2279424}
  • id: 117758010
    {'hecke_orbit_code': 9007405631275170, 'n': 11, 'trace_an': 0}
  • id: 117758011
    {'hecke_orbit_code': 9007405631275170, 'n': 12, 'trace_an': 0}
  • id: 117758012
    {'hecke_orbit_code': 9007405631275170, 'n': 13, 'trace_an': -696284}
  • id: 117758013
    {'hecke_orbit_code': 9007405631275170, 'n': 14, 'trace_an': 0}
  • id: 117758014
    {'hecke_orbit_code': 9007405631275170, 'n': 15, 'trace_an': 0}
  • id: 117758015
    {'hecke_orbit_code': 9007405631275170, 'n': 16, 'trace_an': -16777216}
  • id: 117758016
    {'hecke_orbit_code': 9007405631275170, 'n': 17, 'trace_an': 0}
  • id: 117758017
    {'hecke_orbit_code': 9007405631275170, 'n': 18, 'trace_an': 0}
  • id: 117758018
    {'hecke_orbit_code': 9007405631275170, 'n': 19, 'trace_an': -175753928}
  • id: 117758019
    {'hecke_orbit_code': 9007405631275170, 'n': 20, 'trace_an': 0}
  • id: 117758020
    {'hecke_orbit_code': 9007405631275170, 'n': 21, 'trace_an': 0}
  • id: 117758021
    {'hecke_orbit_code': 9007405631275170, 'n': 22, 'trace_an': -30471168}
  • id: 117758022
    {'hecke_orbit_code': 9007405631275170, 'n': 23, 'trace_an': 0}
  • id: 117758023
    {'hecke_orbit_code': 9007405631275170, 'n': 24, 'trace_an': 0}
  • id: 117758024
    {'hecke_orbit_code': 9007405631275170, 'n': 25, 'trace_an': 906499004}
  • id: 117758025
    {'hecke_orbit_code': 9007405631275170, 'n': 26, 'trace_an': 0}
  • id: 117758026
    {'hecke_orbit_code': 9007405631275170, 'n': 27, 'trace_an': 0}
  • id: 117758027
    {'hecke_orbit_code': 9007405631275170, 'n': 28, 'trace_an': -1111998464}
  • id: 117758028
    {'hecke_orbit_code': 9007405631275170, 'n': 29, 'trace_an': 0}
  • id: 117758029
    {'hecke_orbit_code': 9007405631275170, 'n': 30, 'trace_an': 0}
  • id: 117758030
    {'hecke_orbit_code': 9007405631275170, 'n': 31, 'trace_an': 2382534136}
  • id: 117758031
    {'hecke_orbit_code': 9007405631275170, 'n': 32, 'trace_an': 0}
  • id: 117758032
    {'hecke_orbit_code': 9007405631275170, 'n': 33, 'trace_an': 0}
  • id: 117758033
    {'hecke_orbit_code': 9007405631275170, 'n': 34, 'trace_an': 2915232768}
  • id: 117758034
    {'hecke_orbit_code': 9007405631275170, 'n': 35, 'trace_an': 0}
  • id: 117758035
    {'hecke_orbit_code': 9007405631275170, 'n': 36, 'trace_an': 0}
  • id: 117758036
    {'hecke_orbit_code': 9007405631275170, 'n': 37, 'trace_an': -1146574280}
  • id: 117758037
    {'hecke_orbit_code': 9007405631275170, 'n': 38, 'trace_an': 0}
  • id: 117758038
    {'hecke_orbit_code': 9007405631275170, 'n': 39, 'trace_an': 0}
  • id: 117758039
    {'hecke_orbit_code': 9007405631275170, 'n': 40, 'trace_an': 2334130176}
  • id: 117758040
    {'hecke_orbit_code': 9007405631275170, 'n': 41, 'trace_an': 0}
  • id: 117758041
    {'hecke_orbit_code': 9007405631275170, 'n': 42, 'trace_an': 0}
  • id: 117758042
    {'hecke_orbit_code': 9007405631275170, 'n': 43, 'trace_an': 15116732344}
  • id: 117758043
    {'hecke_orbit_code': 9007405631275170, 'n': 44, 'trace_an': 0}
  • id: 117758044
    {'hecke_orbit_code': 9007405631275170, 'n': 45, 'trace_an': 0}
  • id: 117758045
    {'hecke_orbit_code': 9007405631275170, 'n': 46, 'trace_an': 5281241088}
  • id: 117758046
    {'hecke_orbit_code': 9007405631275170, 'n': 47, 'trace_an': 0}
  • id: 117758047
    {'hecke_orbit_code': 9007405631275170, 'n': 48, 'trace_an': 0}
  • id: 117758048
    {'hecke_orbit_code': 9007405631275170, 'n': 49, 'trace_an': 33490260096}
  • id: 117758049
    {'hecke_orbit_code': 9007405631275170, 'n': 50, 'trace_an': 0}
  • id: 117758050
    {'hecke_orbit_code': 9007405631275170, 'n': 51, 'trace_an': 0}
  • id: 117758051
    {'hecke_orbit_code': 9007405631275170, 'n': 52, 'trace_an': 1425989632}
  • id: 117758052
    {'hecke_orbit_code': 9007405631275170, 'n': 53, 'trace_an': 0}
  • id: 117758053
    {'hecke_orbit_code': 9007405631275170, 'n': 54, 'trace_an': 0}
  • id: 117758054
    {'hecke_orbit_code': 9007405631275170, 'n': 55, 'trace_an': 195012288000}
  • id: 117758055
    {'hecke_orbit_code': 9007405631275170, 'n': 56, 'trace_an': 0}
  • id: 117758056
    {'hecke_orbit_code': 9007405631275170, 'n': 57, 'trace_an': 0}
  • id: 117758057
    {'hecke_orbit_code': 9007405631275170, 'n': 58, 'trace_an': -121550997504}
  • id: 117758058
    {'hecke_orbit_code': 9007405631275170, 'n': 59, 'trace_an': 0}
  • id: 117758059
    {'hecke_orbit_code': 9007405631275170, 'n': 60, 'trace_an': 0}
  • id: 117758060
    {'hecke_orbit_code': 9007405631275170, 'n': 61, 'trace_an': -58362866396}
  • id: 117758061
    {'hecke_orbit_code': 9007405631275170, 'n': 62, 'trace_an': 0}
  • id: 117758062
    {'hecke_orbit_code': 9007405631275170, 'n': 63, 'trace_an': 0}
  • id: 117758063
    {'hecke_orbit_code': 9007405631275170, 'n': 64, 'trace_an': -68719476736}
  • id: 117758064
    {'hecke_orbit_code': 9007405631275170, 'n': 65, 'trace_an': 0}
  • id: 117758065
    {'hecke_orbit_code': 9007405631275170, 'n': 66, 'trace_an': 0}
  • id: 117758066
    {'hecke_orbit_code': 9007405631275170, 'n': 67, 'trace_an': -308975155100}
  • id: 117758067
    {'hecke_orbit_code': 9007405631275170, 'n': 68, 'trace_an': 0}
  • id: 117758068
    {'hecke_orbit_code': 9007405631275170, 'n': 69, 'trace_an': 0}
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