Newform data - 112.10.i.f

Formats: - HTML - YAML - JSON - 2025-09-09T13:03:14.312314

• mf_newforms •

  Column	Type
  Nk2	integer
  analytic_conductor	double precision
  analytic_rank	smallint
  analytic_rank_proved	boolean
  artin_degree	integer
  artin_field	numeric[]
  artin_field_label	text
  artin_image	text
  atkin_lehner_eigenvals	integer[]
  atkin_lehner_string	text
  char_conductor	integer
  char_degree	integer
  char_is_minimal	boolean
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  cm_discs	integer[]
  conrey_index	integer
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_largest	boolean
  is_maximal	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  minimal_twist	text
  nf_label	text
  prim_orbit_index	smallint
  projective_field	numeric[]
  projective_field_label	text
  projective_image	text
  projective_image_type	text
  qexp_display	text
  related_objects	text[]
  relative_dim	integer
  rm_discs	integer[]
  sato_tate_group	text
  self_twist_discs	integer[]
  self_twist_type	smallint
  space_label	text
  trace_display	numeric[]
  trace_hash	bigint
  trace_moments	numeric[]
  trace_zratio	numeric
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 11200, 'analytic_conductor': 57.68401365035379, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 9, 'char_orbit_label': 'i', 'char_order': 3, 'char_parity': 1, 'char_values': [112, 3, [15, 85, 17], [3, 3, 1]], 'cm_discs': [], 'conrey_index': 65, 'dim': 18, 'field_disc': -591936367730180433404857184828340896472989061668339011733829137476611830530681952930385100800, 'field_disc_factorization': [[-1, 1], [2, 18], [3, 9], [5, 2], [7, 2], [199, 2], [239, 2], [617, 2], [329774992138559682084798158082481, 2]], 'field_poly': [45543736045953959673944391022849, -5699490442438655384248912605217, 54946039381935966896110794812, 17409656239263783927309097669, -488002400377889504476060425, -18701919138080616463625598, 679531373791146081991682, 8787878212198864086436, -376633377992039706452, -2027381674023318770, 105022697526800314, 235679191938382, -16002240964108, -13223849184, 1344281856, 299572, -58021, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[3, [19057106481877333914042771884143365921, -311559644617283391023338160674160619, 15841423303122885745921784682855201, -162557853352652510620034413645224, 7615538464803711179311707297822, -72007248404008480034941072002, 1839381059611877983020266742, -6405015299547155458792968, 182042295328231262067807, -598654917411179646213, 11462353124321677455, -22484232516440520, 397970666853606, -626004268722, 9742637182, -8012536, 120657, -91, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22518548060438640, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 2093125820304829765003014832128, 'hecke_ring_index_factorization': [[2, 64], [3, 9], [7, 8]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 3, 1, 3, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '112.10.i.f', 'level': 112, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'minimal_twist': '56.10.i.a', 'prim_orbit_index': 3, 'qexp_display': 'q+(10+10\\beta _{1}+\\beta _{2}+\\beta _{3})q^{3}+(-89\\beta _{1}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 9, 'rm_discs': [], 'sato_tate_group': '9.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '112.10.i', 'trace_display': [0, 91, 801, 4820], 'trace_hash': 124037248788108118, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.099', 'prec': 17}, {'__RealLiteral__': 0, 'data': '15.446', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1016.276', 'prec': 27}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '131055.664', 'prec': 34}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [18, 0, 91, 0, 801, 0, 4820, 0, -55886, 0, 42719, 0, 301620, 0, -318842, 0, 11357, 0, 1237749, 0, -352965, 0, -95019, 0, -848460, 0, -983570, 0, 12010116, 0, 10454399, 0, -22110949, 0, 14069675, 0, 18487597, 0, -26537570, 0, -9446020, 0, -15588088, 0, 16445950, 0, -6482527, 0, -97119278, 0, 91171769, 0, 15314401, 0, 27790478, 0, -86196434, 0, 84965083, 0, 122850341, 0, -682061514, 0, 148004010, 0, 27388339, 0, -717062290, 0, 473284416, 0, 217201553, 0, -86436700, 0, 112464495, 0, 326283565, 0, -592248617, 0, -1411349592, 0, 1568978282, 0, 787721718, 0, 153096753, 0, 878501576, 0, -158673269, 0, -1281844653, 0, 919981372, 0, -654760036, 0, -2456166707, 0, 881351117, 0, -241691700, 0, -282159475, 0, 466089893, 0, -940175250, 0, 664703260, 0, 2317299411, 0, -1314020108, 0, -1422266379, 0, -7447564622, 0, -1784735574, 0, 4788581298, 0, -3164082512, 0, -4172662900, 0, -1376643959, 0, 17667906671, 0, 7855090975, 0, -660330083, 0, -1299898024, 0, -25736689194, 0, 436659590, 0, 1025567442, 0, -11000428129, 0, -14585198767, 0, 6625186991, 0, 41149129652, 0, 28995469262, 0, -19084425607, 0, -1957760147, 0, 23012631055, 0, 7297941617, 0, 24087467549, 0, -36636754312, 0, -2688032418, 0, 63129623398, 0, -15291537619, 0, -78217842476, 0, -30642469609, 0, -46242182625, 0, 34867216908, 0, 97883015038, 0, -53465162021, 0, 41051701669, 0, 73509286908, 0, 44499020401, 0, 18228575765, 0, -194593370468, 0, -8967149324, 0, 103294521575, 0, -24794377265, 0, -109494945432, 0, -104372703250, 0, -17595457402, 0, 128701527926, 0, 88999546952, 0, -126382984448, 0, 50825336420, 0, 174157640095, 0, 155048125645, 0, 82239205538, 0, -204871079952, 0, -327383911600, 0, 229995747831, 0, 51558342697, 0, -554902051383, 0, -180994016867, 0, -94745822905, 0, 401098779326, 0, 452790043384, 0, -277825419527, 0, 155605200016, 0, 382216520869, 0, 308567965698, 0, 195500275804, 0, -669938784640, 0, -474752348426, 0, 417799142831, 0, -21450132659, 0, -317245644449, 0, -629866470204, 0, -52286865509, 0, 596471147506, 0, 313541766246, 0, -560199661287, 0, 15796765061, 0, 1005967424622, 0, 363685402516, 0, 297340350449, 0, -1175527515044, 0, -250031355700, 0, 795757301935, 0, -201432809921, 0, -810413913064, 0, -664966061288, 0, -204265347862, 0, 523262458412, 0, 749710486918, 0, -1238523269767, 0, 589131244002, 0, 1052368106064, 0, 681418228569, 0, 620045067683, 0, -1583105590792, 0, -530107999234, 0, 883028808435, 0, 4643709273, 0, -1542800844354, 0, -961435696067, 0, -92881967490, 0, 1006476234750, 0, 925983602834, 0, -1163816204088, 0, 268607693137, 0, 1573954540931, 0, 666797581265, 0, 1083757307238, 0, -2774321431754, 0, -907989291540, 0, 1938278978874, 0, 238946612927, 0, -2035491045028, 0, -1778057235265, 0, 145300679579, 0, 331172529796, 0, 3500583045100, 0, 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-133739929829612, 0, 17104760725087, 0, -32846292771638, 0, -174771188195364, 0, -61212318042572, 0, -75132891536893, 0, 359189703145462, 0, 117901228333214, 0, -101779542578679, 0, 4916043927459, 0], 'weight': 10, 'weight_parity': 1}
• 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

  
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• mf_newspaces •

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

  
  {'Nk2': 11200, 'analytic_conductor': 57.68401365035379, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 9, 'char_orbit_label': 'i', 'char_order': 3, 'char_parity': 1, 'char_values': [112, 3, [15, 85, 17], [3, 3, 1]], 'conrey_index': 65, 'cusp_dim': 276, 'dim': 70, 'eis_dim': 24, 'eis_new_dim': 4, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 549923586160, 'hecke_orbit_dims': [6, 6, 10, 12, 18, 18], 'label': '112.10.i', 'level': 112, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'mf_dim': 300, 'mf_new_dim': 74, 'num_forms': 6, 'prim_orbit_index': 3, 'relative_dim': 35, 'sturm_bound': 160, 'trace_bound': 3, 'trace_display': [0, 163, -1, 1028], 'traces': [70, 0, 163, 0, -1, 0, 1028, 0, -216514, 0, -32929, 0, -4, 0, -39362, 0, -1, 0, 1116997, 0, 336765, 0, 2243129, 0, -12490652, 0, 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0, -63384679088696, 0, -82638199812666, 0, -48602280339317, 0, -71538936336663, 0, -21799452556759, 0, 98864560180311, 0, -216786777936676, 0, -2735437031082, 0, -14118380728353, 0, -1041716407106, 0, 4801779376583, 0, 62487139047017, 0, 53596869510046, 0, 94684429394230, 0, 63250449245060, 0, 17860930857695, 0, -108998867027550, 0, 72131011494065, 0, 41355393533106, 0, -56392691290210, 0, -120999426459386, 0, -48527904104704, 0, 26858590093617, 0, 61929829886857, 0, 42414235102320, 0, -131328202946408, 0, -88919765291705, 0, -35352851652898, 0, 3784217843100, 0, -116841945664725, 0, 80351122570198, 0, -193381437446660, 0, 31401465776708, 0, 17519977636599, 0, 309712894814018, 0, 109864312912510, 0, -26905670655665, 0, 49224214922375, 0], 'weight': 10, '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: 98763
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 9, 'source_dim': 18, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '112.10.i.f', 'source_level': 112, 'target_char_orbit': 9, 'target_dim': 18, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '56.10.i.a', 'target_level': 56, 'twist_class_label': '56.10.i.a', 'twist_class_level': 56, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 10}
  • id: 98764
    {'conductor': 28, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 9, 'source_dim': 18, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '112.10.i.f', 'source_level': 112, 'target_char_orbit': 9, 'target_dim': 18, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '56.10.i.a', 'target_level': 56, 'twist_class_label': '56.10.i.a', 'twist_class_level': 56, 'twisting_char_label': '28.g', 'twisting_char_orbit': 7, 'weight': 10}
  • id: 98765
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 9, 'source_dim': 18, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '112.10.i.f', 'source_level': 112, 'target_char_orbit': 9, 'target_dim': 18, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '112.10.i.f', 'target_level': 112, 'twist_class_label': '56.10.i.a', 'twist_class_level': 56, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
  • id: 98766
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 9, 'source_dim': 18, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '112.10.i.f', 'source_level': 112, 'target_char_orbit': 9, 'target_dim': 18, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '112.10.i.f', 'target_level': 112, 'twist_class_label': '56.10.i.a', 'twist_class_level': 56, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 10}
  • id: 98767
    {'conductor': 28, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 9, 'source_dim': 18, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '112.10.i.f', 'source_level': 112, 'target_char_orbit': 1, 'target_dim': 9, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '392.10.a.i', 'target_level': 392, 'twist_class_label': '56.10.i.a', 'twist_class_level': 56, 'twisting_char_label': '28.f', 'twisting_char_orbit': 6, 'weight': 10}
  • id: 98768
    {'conductor': 28, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 9, 'source_dim': 18, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '112.10.i.f', 'source_level': 112, 'target_char_orbit': 1, 'target_dim': 9, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '392.10.a.l', 'target_level': 392, 'twist_class_label': '56.10.i.a', 'twist_class_level': 56, 'twisting_char_label': '28.g', 'twisting_char_orbit': 7, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 324125
    {'charpoly_factorization': [[[0, 1], 18]], 'hecke_orbit_code': 22518548060438640, 'p': 2}
  • id: 324126
    {'charpoly_factorization': [[[19057106481877333914042771884143365921, -311559644617283391023338160674160619, 15841423303122885745921784682855201, -162557853352652510620034413645224, 7615538464803711179311707297822, -72007248404008480034941072002, 1839381059611877983020266742, -6405015299547155458792968, 182042295328231262067807, -598654917411179646213, 11462353124321677455, -22484232516440520, 397970666853606, -626004268722, 9742637182, -8012536, 120657, -91, 1], 1]], 'hecke_orbit_code': 22518548060438640, 'p': 3}
  • id: 324127
    {'charpoly_factorization': [[[63646147858875198719144427923863992721763414719140625, -1047583638222529684203863272115793550032989675390625, 12584336406257397102915081872336593879550088328125, -69401586346813961255731190082351754795911387500, 286455939516763814151091569386089518253818750, -436755774329842466127770982073703318723250, 697112454825486043313810553086251527650, -559783522794424654878803644426323360, 720168307392641281153509327548571, -437728589302706934163185008411, 506370649706466334578916203, -188297234046521153883552, 204745650024260458370, -47725070934247218, 62132526808350, -6975757292, 9534093, -801, 1], 1]], 'hecke_orbit_code': 22518548060438640, 'p': 5}
  • id: 324128
    {'charpoly_factorization': [[[283753509180010707824461062763116716606126555757084586223347181136007, -33892680628218726809573734573918573723571476491535136018857828820, 10485730103219362817427299777599645663903823469368435269884777, 1838550384449304420908867661349737487801745952452217055904, -171068578143165210577703983448304499789401042709445796, 104625365228076003717339814331594017904081561638864, 2987271185681340034404911095484680552431713204, 741786968209146193591836271430573136130144, 415405336295184552689462060406961104594, -3201749162919642966052805580322552, 10294131483591653967623317053342, 455527372874430593744105056, 45459805099611889042028, 39455499562270976464, -1598668600541628, 425776193696, 60175839, -4820, 1], 1]], 'hecke_orbit_code': 22518548060438640, 'p': 7}
  • id: 324129
    {'charpoly_factorization': [[[722527334490005806064832912284739578710807213623694632293036237342282545664251689, -85606502754023686954928360497878217033530935239917117555739405914745858049487, 39320115465433737770041505062565552942487618233355811588992002376320780529, -195899159933202669605700942034880832519666220271782284368536046851800, 1367281556943226420132096251582575338466672484584005944101137764174, -68792234328052922304905097996120042278689501506445709880363786, 5520454531026923096591850771920410395272378661713806292934, -52010930695918486450902128885687600687757657673853544, 4362229514176614251520147439694219630079193183495, -18254652647152924014651677445108553621523441, 2596487208912031665417610582567770352095, -867599577344571590169519828771112, 737687077689263680797786167366, -1516641161764336704657114, 140553321378271213118, -221100096017224, 15247003401, -42719, 1], 1]], 'hecke_orbit_code': 22518548060438640, 'p': 11}
  • id: 324130
    {'charpoly_factorization': [[[142775239698088272828142583945819004675786240, 9101689273685153529296118189673087656192, 73864766229633516157420956074746368, -3445993852229179277627785734400, -35869248566105674051019712, 508320396448061535840, 4197862050549024, -35676411024, -150810, 1], 2]], 'hecke_orbit_code': 22518548060438640, 'p': 13}
  • id: 324131
    {'charpoly_factorization': [[[2762202623850909487496482691118422700699037728818226554935332088335522110098737923372390275863899001, -28114759997780648163526504293960599229346021613681022210299474035457990700248726554058008163997, 389498392189787341613771188785934132086540362042752076214737153708566661224617643071924429, -1520553088750091362723347399599641188234965688998084694983835174783209817959961848652, 16305434177032677472964508248780676761148652341509507536234307617522877879110158, -47700417645766743864630632554474122877277145982466306095038360067478376090, 490049066985144662400017548462417323135811433935160671989493148766354, -599936466005915623821599629332679322449787170235229731342118720, 5163039572881368028169250074012887233791949552219411423811, -3497229430622102239334564844047329834483538464304351, 38270051360030270712455257940781503761892383323, -13550334074849545105226996324648990289216, 163164501379517496572997440738960706, -26964609021268318323024207450, 505880176915930654897470, -36627065823096588, 866192965605, -11357, 1], 1]], 'hecke_orbit_code': 22518548060438640, 'p': 17}
  • id: 324132
    {'charpoly_factorization': [[[46710372905205408583749525450437978475847913778790347976339012944509207820832783930638845859390625, 608710806549616583706522683049263536688579593861349283884108410847997314271687811282730626875, 18608202360009684813480934934344726662301927225016655493494811336318246754008249367790225, 7930376503510119652960989289823095685271549660890496573023248298083446345830090200, 2810157964991533188716635039655372612918329693496034720423188981175492194200830, 1719590943066492593761785802456606238832810073453553085168423508923738450, 238411765056856750792807551644974143727272814267799954110460963905094, -870230346394237632329243024974037483975478975428359682419962936, 6836860563019039175838342319801008960623783817653151525327, -10813679156105519078265850742642601418198424696403131, 54463504118128493009919133568434670357882323743, -81324398059132166310282522975008460883704, 299967187806129541950386055969567254, -346400815188189012964628286366, 889022904219366002468766, -914019858726412472, 1808606540769, -1237749, 1], 1]], 'hecke_orbit_code': 22518548060438640, 'p': 19}
  • id: 324133
    {'charpoly_factorization': [[[1316040363622327174606152825492004879844827675416479834211128890370354387612873123529981636131091338991489, -43603215353617622361361908469810769705052634837627740496485457787542581238095904719650838189018922821, 1740206198208450905289278649838324535693714303134577984613996688860420972993589141963306482349665, 10474508423862284320466521020569235878903901888604656642639520436531648075157187065553789032, 54716638677965366215402458140772306052371332886734515306336188162994102145213422980702, 99889852021538984706001648747756512115036619202835185007344533155739643789785634, 183431852578882224977577776796068776627702657615462480167555535622563629622, 160934279279018180761210444377194201600787716856116683578079122387720, 226606541751409378979399633868496675467938917502149215369711423, 149184482130692480272580060676823808577881708996881052149, 189083019060226709872564188248049290289585607503567, 81261560643133504957082363400678551549976264, 92007675841124276328279758882743200102, 24884229904082793477044780890194, 32876160390393267441825918, 4645863664645732024, 6920721907953, 95019, 1], 1]], 'hecke_orbit_code': 22518548060438640, 'p': 23}
  • id: 324134
    {'charpoly_factorization': [[[-3999919332954228741562505471179962258931942614496264217088, -313550651789573372097968034517628790393826089901824, 10661256663407554379074013521395256373462923776, -3991140233112242929330957007113498056960, -2905352261636492788164578732644032, 787693327750776169140463200, 244080009949443785888, -47723851399056, -6005058, 1], 2]], 'hecke_orbit_code': 22518548060438640, 'p': 29}
  • id: 324135
    {'charpoly_factorization': [[[233467989467037732427810331262712570217339738330781052571576335269463743616302205606504231062079436723625995870248128361, -324792688316252579948254990888270261198080252691298721626216932486815165726347164227673071020477318484868160079023, 345295844223836644605100730837665982782559363558929532142508144426897623044887779354315980836186082031407921, -193844774867600599411777068663881019378037780179477940311702650192900013876518073300064511466690733592, 93957624523898370773314500936322736188035380727754881666829505662072324647720078073230094431758, -27253012278363210231923261410675955553813716473486001015972643499880740220359378792801226, 9655982042290340908785695933865851517688925691974288975350645980293298906460726982, -2203319345284011216354353204894983541224465951534119757121545376842353499688, 655905285168726808978151156603258443544897283079086249726321082970759, -115502490151797937669486499141469915368173507934907994484320337, 28002875824531114798662178613301225700787459023958872799, -4010938826849485904031003958361958037518854676968, 842222827478058008780750416664372454233222, -93996234526740951056269520155667546, 15491349741474849689089123838, -1252371515926389664712, 182263526311625, -10454399, 1], 1]], 'hecke_orbit_code': 22518548060438640, 'p': 31}
  • id: 324136
    {'charpoly_factorization': [[[16989736891188072609340990695250909404157280643877206664238906229768323155566905294185908632811095541546230780971156109765625, 19178785438408373815911282837229080603213814194468950706246724675744252558803092827768861616753792736341109826912921875, 29492551102825729100147928301856067521502735827438210247284178371827864446766000040928649738602265334195995768125, -8765536575000937377379190373759869602796114687901918946236284339905544639024217793513433436526636730305500, 3460355956659225343793682851235999153063770342057164314340138466769002015072641215056002205394271950, -461463113266320561642855482891849352660116147513437576215323312903263761586685367224696767530, 104272998779171111022648669988133767278239352993742323793435564653093936948923644634754, -10261585717444101473142964351753715883254231275698403712430333976481725322815392, 2100383411460782969318273791565012371105524219496343473155701544980478579, -146266028735345227098424588803984564960438138430054214052159677439, 19113822656857862404221350290789506198431322442189222684939, -937192524484111947350142965528911981198120751348128, 109669460744106125531467372210750532186653234, -4377222588524263381125563493896184938, 394614663500701084704075034622, -10519318338035688010268, 867620477250517, -18487597, 1], 1]], 'hecke_orbit_code': 22518548060438640, 'p': 37}
  • id: 324137
    {'charpoly_factorization': [[[-276753567519778295325186934893551646980033184863267654556556800, 1025029919458485210904704010834223631263681312367686549760, -140599471020415555668318925278102048214951845337600, -27526168781784458722761368367363738632790272, 2355995407970974101115065296095618752, 284345973067304538258344983648, -9621782520738268214944, -1089714557122320, 4723010, 1], 2]], 'hecke_orbit_code': 22518548060438640, 'p': 41}
  • id: 324138
    {'charpoly_factorization': [[[-79422783219002799298673429489700442563807617475572588517125259264, -22609821932653807269137709055132267202758886066194799329280, -626750462855405042097913495269368706708983464394752, 355946894891291678851435844403130249433792512, 39786318962369662693560005050853902336, 1016253930114825843641647881728, -45862702199586234201344, -2233955257006016, 7794044, 1], 2]], 'hecke_orbit_code': 22518548060438640, 'p': 43}
  • id: 324139
    {'charpoly_factorization': [[[27067813707304882171890080813343920894093345671909246218271062339955766045966127545947271937044761312156221490552296056281574320538025, -11723219334089185198449707565080571203282399482595812445535531317563366796811452811533605578729490689352438066730047130601089265, 4577509891367391765710593732831300197547115308540026907483719852119666003804486777208563937760856048611821118436257836849, -329637736944513457250220484108224767877589958913698928425595647317164738609610348414201814441252647026053066356968, 34594032337034943476397091457629259049599912883914421479848931199468120653677090500397427940805054488105742, 224473728746674442567141249206098790220956536207606918309889425867345654976858267836088418649555082, 103201857915838533196760535755709597237657572841101864230438901305032091119142594224363234118, 769453942315094854286932845504120097290953432218087878203636920409925605149634024104, 143238553937147663984451843128193001673041683643799501331292853994032347789639, 1375941705955999214887028863430166415778845931477442565518531965906161, 134324367587226649920933694617939761462975539605250179829487967, 999304456430493859797335609296218748523684765555393640, 76963214478943446969938399285764837913509374726, 483351279283385947824935545624162937242, 31177827132903946496041224067198, 106112662733841508653640, 6733149714716809, 6482527, 1], 1]], 'hecke_orbit_code': 22518548060438640, 'p': 47}
  • id: 324140
    {'charpoly_factorization': [[[196063687385629283347623522386758403766287553974228945356679524319306553291352213416742924223875259089283050631939148449278981748633646225, 17940430924758244094561763973182577555380294428929755547752902636413170692894694149263327857573040169298327923554072495212633594015, 1925730749310821084623832011591395986336674297491819394225257508807030713222618978092097099883098706143580250842505735200701, 43683855106244648882442437761903040402129151425478238911617798629322935915784134972562082026581405771047392355047316, 3531656942222101789468047346146270522100342681769584798657348811103453504522553341343647723854131061400935550, 59956617153723330353698830390455218672600729447140457574309068878071078471857192367933020750215796686, 4330535045384656754908270122435689918707299295862612943168682454428710451939316796982038317538, 48297155529673139514600454305806320676255310612542267654567458626410008305292061018208, 2981003082437870013226134778471964821138508631397150178732106596177169711880987, 22418835345382847691584621494719193475121218167421864470456887093824165, 1471407849262590299017702828787973378781708731076158150478720875, 6978379438648242800351840477496986006327247862784710752, 448914355025986561731224981915334206696977507458, 1015212740652992415044834662488010570062, 98407895646447503136286143844638, 77541184694660940855060, 12364140737239053, -15314401, 1], 1]], 'hecke_orbit_code': 22518548060438640, 'p': 53}
  • id: 324141
    {'charpoly_factorization': [[[93270206366846021730396003024257754025468171273870628076276878432396446133757983133666800002111713158332715954461695319518670166363585789025, -5694180351611167136791344748762374806858195118606388602959312788964458211324000372923475164024484335354284463415485709463239225327595, 666769657160153266137533599912426176426756126197614413381993677308051346078030344636923595144715255068784022219319299763726401, 8219217608732572706961147395898073796136133842257572882528836848012598712602670038586409243350466667822482269894589880, 1252964291626225821996743115422585067377701396117540603547613926772413715662581586311669961663516254037568685470, 617804414346664563761429954442828288775254212756427674462548688337367426851876385102892360283175306014, 766549779489705734601899416704594213600352276432022488852843690412182966387338182549682830043030, -3803301488049896428220047096419945606679307419902976725491811003462110669563412993466696, 381955716746898831844275134179206647773705960211781056910964301374877223548609727, -2798045287870603882392883745253274483675067567112189640829912325316997733, 88734054148547561654573530195736308967068669746596572997446169007, -438964968790583701161439190608355291659270613526579325704, 11894220326246129445338713949536956332670626944390, -57311868427593240420201628095515965410706, 940166747224523833808309082098558, -2568928632034875572206360, 38379904242094385, -84965083, 1], 1]], 'hecke_orbit_code': 22518548060438640, 'p': 59}
  • id: 324142
    {'charpoly_factorization': [[[19610316414256149210252856468027675789372649711059838752463923816204183028527999340539977091843694349387914852381486421810700118837502441, -38077094221235558042145808123811502908998506993581367087888840142023315687106500523219325043608603353128333849490269724640985082725, 58248037332586243349212966495588163512292992580064849120544597480949979837687791692707152109189556696561949376677416923983037, -29663252139623832741134733193420750976382676485494479615825809746948532308742048957029072397296401922956063373491635516, 11782006728812346812770951223872201117783706267321026691380474385246447446103974045985629368881323777083217880238, -339959811951546154874237651851338436651320932694706965897305871618724654893711196965226293105552146774490, 12863328877617791389224142601977217335191786640035249160797780607504207259924941258256477262987202, -19279017444547105789526697657675842050716985879845994326753043872569884651977667802037920, 3012210365828918837751935488258524997741712480842052596925740705888249903935854723, -6269550969730420243255396775559831205982561457442885249429554377594531431, 396629207138566987584149687674938405001397499844085284784761543755, -545669797449822502724803204673001316713147279448816913568, 32878817316924278306588378369857047512974735279314, -71970498148958535427706734477812196428954, 1735014724273852879405388875632702, -3158723073944561614753276, 57830324653060229, -122850341, 1], 1]], 'hecke_orbit_code': 22518548060438640, 'p': 61}
  • id: 324143
    {'charpoly_factorization': [[[14740201117125977469861703293793891495603459059879710340140084234656510404352638301514648010442154338218232455879995804676084768626434999698225, -900043403138779849850328563354924978446786233267863772296599166915862832266758351044888088617700775320454273153069105363904521620387715, 105522097520196848343127534096103728131871755260782373061543167942139215713686671911900260629274544467166850496394580793738411201, 3005626396473551833104131874631333085992716742966730276604100247084356984245231408192306545694576033354274716772072407288, 152750553409329590400155416238137913832627107412648971826029527782460557042136424964325769441513909786566984078206, 2937276463255309735746825640921748367602845349138827441403070935232332295982655229414645043584544156701966, 93858864009851823624219660970767084695634117949410766571097996461918322692419124105729326615800726, 1746721932224930396655024057837182491102195816204023909669593791158715794149361480368394552, 35888461669510088137659105734316179269164527653833682716895669400905943923765837615, 421310735395382471509847893954083487484937660163592781142479968011542719219, 4659857436891659018318804480327166914788971779219527141018841578287, 26529349953470501194925047979410829454750576303682813807992, 188370675482864344885733407556759910282099090580518, 563041749906854876499446594908084057458462, 5378082856198750273126971793902078, 8431784749800750246899688, 87158021425590081, -27388339, 1], 1]], 'hecke_orbit_code': 22518548060438640, 'p': 67}
  • id: 324144
    {'charpoly_factorization': [[[211124583108213400877787811752199403704593857396990381785087263577391235072, 5236185976876157532628511650831936333099504747476760575479377821696, 12343733861050807981813857158265421954508203788224232947712, -422506853819544910760808120436050346273720462213120, -1503256058318302284893775894290100646379520, 13597915422231068301598265448001536, 35052057938204936207391744, -192814183931292288, -236642208, 1], 2]], 'hecke_orbit_code': 22518548060438640, 'p': 71}
  • id: 324145
    {'charpoly_factorization': [[[3540816486385148925281556651253500153098448866627461100284816404230902049684453592939632224708624676963901318817587590075089748838754135315952090992081, -5234116743496444724732463693226398699359545879383554600982650140167104899133159679525941193647666458376568594737764098560547275527403533582865, 668856826864760462992814426490410055538663466076682943626611061545732124363308778737644270505091106804615545199555391048936226432484333, -4217268501289581195629821392084191367391889804396825481409420402188263042675960345009653848778567396608404244137238568847243388, 110945307611925336429266751291525702656665837813037049046174347591418455555384897084195053634891479175602485761868103230, -506741594403880643500214615523099778016705710735460450977185932578023659091959369131404121618749591332899990402, 4568114193759091375411328863166531745008523143104807254826028673948885780473703632446025555349034837266, -13346259716496665848281664128598953051433677010070585666047953794198477013887725893500329205120, 98030110961660766266857981956907939195691776440433921314665866512869951198498704991435, -230863006260234676599987750816604904852145053525589343144075884849653268204827, 1419702118441586016542054392547531329785263814783294316743495807195995, -2400970310525058302350405592702585635047172847453296280358272, 13582601593805833121706695661034124435957575460425266, -17889594648071147440358254449237309986422018, 92867172271569498536869329430959454, -77286352936199092708240380, 384465012360526973, -217201553, 1], 1]], 'hecke_orbit_code': 22518548060438640, 'p': 73}
  • id: 324146
    {'charpoly_factorization': [[[2373065768468228704363939501827703002157164608166048307533653893672206159023408407689273444835731842039162835177990170143628628889942240940707172821489, 67147045492698423560747159046487531006865177571850471376793261063942384260315257609761419408791117664997066653454201536967363904338554843020643, 1746044275300965659674710622256970963274803680305428773466985197945762248358802624742306841187822655675696852548973463423225018563906369, 16682944151490127314132615666856481473630188882072430635897384974541097639796972917979707589187088397682564155648216127328159368, 198711225502819722721245942636083253362117141607960102937812148939993421084634513583373785503815690056175623964485576126, 531295836288955051878134755967438757844657331285872664729853461527437289962561894190147056799228311606117917170, 13898105950686413826105980144581560403560705550397331548066610605159924025956265696591730830454106777430, 26082200878561141759304502214766672857864602428171311133151128026509873435858123191114522099336, 343892331524085519282651747575097652960427357358123840336368353341775151021433406076015, 186807036234213457007460865803485913233672015128591135338150173251016209403693, 5141623719664791486389507817594795408162312687277035987305897696034287, 1538243959612416848951013118207429776257721650257262838873416, 44284644998733331622342883653069593487109830875162278, -21098608573750209020414351644387343994926558, 223984082432115229248922494441873214, -78935208722486890408361640, 618619687535358785, -326283565, 1], 1]], 'hecke_orbit_code': 22518548060438640, 'p': 79}
  • id: 324147
    {'charpoly_factorization': [[[4738519562010713437292131924112167434876911333969506515388309845777561944064, -79042387048831437646300254325213721664618949125637140273005021036544, -796776478455069677852004956923713655041730880668565170225152, 4337489380084505713818416924954673044444367499214848, 38143586198300402341222476509932349591783424, -20573690687578902283992575051672064, -455265649017175060057500416, -508333541279726400, 705674796, 1], 2]], 'hecke_orbit_code': 22518548060438640, 'p': 83}
  • id: 324148
    {'charpoly_factorization': [[[483286807237452715089832508461764026437380125950133762712211406146082394024392257825957579084684760572120987775775304688737060447999517062704921179300625, 241642364094926628405955880034279711445304557825254036443657262592393703229497536382450021972608132387475624770474436922562399716159790691599037775, 120792264204376219740605599899936272544640601099181176511231669156570197731280234435948561145250906748112020184246446699518037870954459119341, 23257632322250050712823864397775833255880019933635372027058755955637124494219710980197534664405170382038801218350516776164693999108, 2266726863484737858874675666126618475276875588345564914288736889599944868928430036261498887449101788243714330096752789437630, 164199820097097415248725472793933898668082109758828680036965583890305406295655099677937736702980957052543304490814, 29806195133199050773476644457055024988718979287973381243059108049377111133445562338598396677183121426769170, 2227739923147053099267369911379958378562672475815785309467943720091721129674193083201425277182080, 193316597999171075266783943022156019029227061415520290090496639827165611919440363429036171, 28968122399630745061111834914265859501487307502270417465725597149892678943034885, 904211238087484017410291806474900905297021647700554360203292038069813083, 111050548782128515841378338594853723344529476359100754001399936, 1929782305573381912612987673399000457816328315969967794, 67384624157432204523588877758884392519385022, 2942193109325082435359637657695292510, 44318470865794152445666436, 2042045846696298429, -153096753, 1], 1]], 'hecke_orbit_code': 22518548060438640, 'p': 89}
  • id: 324149
    {'charpoly_factorization': [[[966966159417286909589969100446742953374006329238084134247039045240449729102336, 554055897986868029098131305015101777482121416683489635328335983730944, -47329791332183615257943584257592071044957904980023385146735104, -76262800385313815181187233118647321770465589054404864, 553928978342798796145671058701347937087519424, 1488017796960510384605110434471208544, -11710569320620037288295584, -2211083250122613136, -459990686, 1], 2]], 'hecke_orbit_code': 22518548060438640, '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': 9, 'hecke_orbit': 6, 'label': '112.10.i.f', 'level': 112, 'portrait': 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAAB3RJTUUH5AsHEgQE16WMnwAAABBjYU52AAAA1wAAANcAAAAQAAAADnCbpecAAIAASURBVHja7P13vCTpXd+Lv59QodPpE+dMntmJG2aTVhu0q93VoixZaEEIAUIyxhhfY5yuA8bhOvyMwfrhi7EvMlhEEYSEEgjllbQ5z86G2ck5nhw6V3qe+0dVdVefmQUHfIWw+/Wq7T5h9nRXferzfL6fb3gE//vxZ/b49BceQ0ox/cqxc3WbWLtxwsF1JPtPt7jvpnFx1/XVxUdfSNg4sTRx23UX7UvHNuG7kumJDtVKIozcvQp2dmLjvQAbgBWgK4T4dn+079iH/na/ge+Ux4kzMwDXGJNMW4TpdEM+89nPsXvjJbZvWMJXLqcufDZatq/7l9328l/SwkYXZ1ymxwVRp0drNXYvXlz4tfMXBSLp/dXzI+3w8uwCGybgXC9kpJo4vfjMH//H3zryLw9d+Lz4D//qx/7d7MXTf+DHL+1vrx5VFg+EkEo6s8DpUnXjt/uUfEc8/jc1vMbj8Il5rPBHHXP6vvbyy2gpo4vL9b/X6sm3SmEJo5gXXniRammFXRsbrLQU5+dKYALiKGasZjl63uWGaxIuz0vGRmJqFY+TlzWJiZisCi4tRuzbYTh+XjI+YnBdF9/XnJ6XrLRhz7qY3VvH2HvdTVgctIJOqL9+5HTvFxJrnAfeeAO7tm96FBusCLnu233K/lw+/jfAs8fqygIW3l6pBDtPn26Zf/WfPmU++PaRa9rBun/cbp6k4rucOT9Ds7lIGGmWO5LEuviOpeZZ5poxxy/32DjuUy8plIiYHHHZvUXR6YGQARfnNb0QLi0KFC7dIGLnFsv0WBuJpFIOWT/V4ujZcZZWSlT8BE9HdHqGRlsRxjGjY5NUqhtROuCG3dfw0tHFn7tzz8zpzbs/LENRlxsn9UngqyMjE9/uU/rn4vG/PMCPHHwMKcR9S6vR2w6eXPy+a7ct7A3aDr/2uWPctW+VhXnNuYUOmyYUZQ8m64aLyx5KWqQwbBhNODfnUylb9p8M6AQC34XFVbhmUlMueUxPxty3r8mh0yPsPyI4fC7mDTckbJwwVCqCLdMrLKwofA+6geXA0QmqJcmpOZf1Yz2kAFclzCwpRioxkoSN6yIWFqt0reFNN1c4t3w9fiXhjTfXj84sTX06jOXXEDz6zrfd/+0+xd/Wx/9yAO92Gvglb2zm8sK//ehvfs09delo8tfe471uebl22ye+Msv05Fm+6+YK33i+Ttes8tbXaR5/yWfH5i7trsPlZUUQCTwdc93mhHVjAUstyUunRohiwe6NPeZaiht3dDl+xqHZ04QB3H5dm2MXytRKIUcuau7cIwmjgGZP89JZyS3bEhoth52bQsJI8sppwWLLZ/0o7N3SwtWSMIKZZYdWELNrg8MjL1m+67Y2QbfOl5/pcP9tq9y8YwvPHd/AUrez//1vWn5h0/Q+Vd/4jrBUHv8nSRIuT4zXv92X4P/Tx1/4IHNh7gRKOeLgK1+nVimr7tLDH72wbPYceOXSGy+cu6RmFlc5cXaV6WqNjWMVDpyc4L5blnnd3hG++lyV50922Lbecnles2HK0rlkiawliBwuLEjWjQcIYdm9KeDwaY3ndtmx3mV2wWG0JrjzuoiXTxheOVWjE7XYOh1ykzPCpUV46XiJPVtjtkzAqTlByYtAKI5f1FgipA3ZPGmplkCJEEc5NLqweUpx9rLgtr0tRssVvn5QUBuJeMMNNV44ZHn8hVNs3ty+zUbqtkNHznDu8c8l5frm60JROfbrv/fpn9C6l9x/9wPEcWx3bt/27b5E/1MffyEB/vKRy0ipZBQ0/Z/6p78Q/P/+xd/6B2GUfOiXPnE4+pF3nL+27FT91UWXEd/SbUsOHIcPvaXNvp1VLi/5PLTf43vfuMrNO8b55osuOzd3mK5XOXs55va9IUcvuNQrESB59WyZDWOGpRXNk4cSnjwBN261XLdZstwSPH5Y8sANEfWKYqVV5cKMZrVpUU7Ih9+xwrnZGqstwa17ety4cwGHUWYXJ7mwANdtM3RDyZlZj9Gy5shFyZ7N0GpJ9mxdZPsGn28+73J2qcv77jPMLY5y5Aw0goRbdgZIU+foqS4HTx5VpxfP3j82Htz5D36gdPuF5g1OGAa//Qv/9p///OriMW9kvNYjToxwNn+7L92f+eMvlESx1gBCRmGz/sTzp+7S0n6s1zgV7z9wdPzgsZna4QuG6ugy//QHAmyygZePl3jpeMTx2S5ve0ODe66t8PKxOo++ElIfb/M9d0sOHq3y+Ktdrt0Rs2msBLaL0AJHak7OaKZqCY3AUvUDzs0nHLqQUFWjvPX1bVZWqzx72HLDdsGuLQlJLDi/4JAkhl2bBNdfE/HsIcFyu8NbbpOUKpc5drbK2ZlRyp6g1XGYGIk5NePi6gAlFdZoNk8vc/1WxWMvjrL/dMR772uwrlLnsQM+L57pcOfNK7zr9S4nz03y4jHDK6ciuqrNP/mhBdbVpjh5cZRWsK45OnnN0j13XKM91/41Xd779Gh9ZBWMEUJ9uy/ln9njLwyDLy03mV9obHvywPFN0+Pq05fOfXPk0sWZysZ6AolDyVVMVgyvnK3z5JEZHrxrhc0NTaOtaXY9Pv3NCuPVJjfu1vTCCk+8avn8kx3e98YGvl/lwAmHDeNtxmsuF+Y0zW5Cp9Olss4hMpqximLDqOTeG7q8eCJGS4HnxnjlmP2nFZWqw6aJkCCGjeNwy54FGh1NEI8SGc3Bs5KXj2/FUz6em6DrAd0ARmpdtgPNtsuF+YTxeofJkSpfe9bl4PmQB+9vs6le48mXfV450+O6HSv84JsSjp8d5dRFwaX5mJlGwrvvb3LDFp8jZ8osrypOnJ+rnX/8fO3okUeZWr/5D977Tttwk/D7InndxdXl5bP1sbFv9yX9M3l8xwPcWguw5+BLD2+wwv2Vp59/dde3nnle/au/PMeNt9W5MFun2XGYGtP0QsO2HvzW18ZZP77EXbs1nd4EQeTQDcs8ezgkjFa4cTd4bpnnjio++1iDG7at8sYbK5y4UGNhtUfJjZkcNezeqJhZUiw3JM1WQrUU4LkOmyZDzsw6aNnlwbs1LxxzuHbrKvV6ky8dKNPsekyMVDhw3OW6a1qMjzicnRdsnHTw/YhRP8HREikF+4+MMVLpUHIDdm5WuLLEE69YyuVV3nc/VJ0633re5ejFLjfuXeaWHXDh8jRHTjucvRxx6KLltn0r/MhbIi7Or2d2yWd+GZrthFYXfufrMDX5auWmrS9WJqff8Oh8T50IeuFft9ZetnBMfodnUb9jAf7isQWk0rueev6Vm6Tp/J1XDp++b+bCSzz9TIu5FZ9PfFPz99+/wvSEQ7un6PRceoFDN7C0L5f40rMV3nD9ErfsUcAo1jq8dHKU3zzW5n0PNLnr2oiJeoX9R0b5+rM91k/02LtVMDWiOXXZodOLaHeg0RZobdk4kYCSSBnS7UhmVnwwJaZGQnZu7PDkKx4BMd9zT0QSljl5UTI5qtk4LjAmZmFF0+wFdCOXVttl80TAeK2HUhKtBVGkOXURJkc73HljzIZRzfFzIzxxFC4vt7jtxhY/cH/ChcvTvHjM49i5mBdPJ0Sixbtv79HrTnBxrszskmRhJWKpEXNpRRDrgA+9Y4XRcpVjRw+ol89e2nvLdbsffvGA/+hITf2itRdfhuSEEFu/3Zf8v+vxHSm2os4ZNk67244eOfR/z146+C9efuGZbd946jQzcwkmcWl3JQfPOWxe3+Du6yKiyCVKNMYqrBVoDOdnXc4uGratbzI9CmXPx3c0Cs1LpxSzqz1qtZDrtxv2bPJotX0uLghcHRFZxeUVh8sLhmYo0Fqzrh4zt2I4O+MyWpUINFNjEcsty75tPaQsM7NUZvdGj+PnPC4sWq7bFjC3LIlih26o2LM5QghLqyNZV4+ZHAuYGgtxJDQ6Cs+D3ZsEKytVvvlCiROXe4yNNXjT67rcucfj1PkpXjrmcuh0zOmFkGq9wY++vc31W0c4N1Pn/KzD5YWEuaWI80uC4wuW99wzx199e0wvHKHVGcFXhpXFizy1/8K2yAQf0JKtl5auefonfuJvrv7nX/q/v92X/r/58R21/ly6eAalS5Od1vm/s3T5iX2z8ysPzs+eo9Orc/ayYmElYrmZML9qObMiGJ9o8NPfv8gduyucuTzO+dkyF+cVl+cTzs9GnF4w6HKb972xzbtvdzk/O86RMx4nLxqOnI9IZI/NUyFv2GfYOiU5P1vhwpxkuWnoxQYpYbQKkyMxy01Ns60YrYVooRmtJfhexLNHPK6ZNkyOxswslnCU4dKSYWrUcs36kGeOeLiuYrwKSkVMVGClLVhqC6ZqhrFahJQQhIrlpubcnOb8QszW6R537YvZNKkhKXP0TJlTFy2HzyWcWwp4+90rfO8bA0pqlLMzo5y9rLk8n3B5MeL8guX4guX11y/wU+9vsq4+yqW5OvMrPkurDnPLcPJCj5V2h33X7cDxxj7/jgfuOLh7x+ZfbLe7C9u+g6zF7xgGP3Hw89h4qdZcPvqfTx5/9v84debUdSPeCq5boRc5GKMwVmROikVaODvrs/+kYNemBtdtNYADKKTUaCXxlGV+0eHoRUXPdNm7tcmOjYbJUc30qIsrPJYaHhdmBWdmBK+chbMzIQsrAY1WQi9y8F2Xyapl41SEEAndQLNtOsJRlsgIosRlqSnpBg6uFghrmKwbJkYSlpseza6gFzusdATTI4alhuH8nMJ3XKbHYNNkyLrxHlPjAdPjAZvWWbZMK67d7FBSFc6cr/HMqy4Hjse8ci4iUS3edU+DB99gKalxjp+rc+ay5tJ8wmwG7pOLltuuX+Cff3CFzRMjXJ4fgHtxVbLcSOj0DM224OS5JUp6/tpTF5ffePpic9ul2dWvvfO7PxD+8ec/8e2GxH/V4889g5+fWQX4t6fPnLn7oW99SpadhTe8+cYFPbtSZ2JE02i5rDRdFlY1Sw3B8mrCcjNiaTVhdhVOLQkmJ1b5Vx9a4vW7y1yYG+PyfIXLi5q5JcvsYszFhYT5Vkx9rMfd+9rcsRdcWcJTHnPLPjOLmtllQSeAODb4rqHiJ4yOxBjg3GxMsw1b1zlUSgHWChAu7a5hy3TA0qoGm0qR1TYEMVgsy42QjVMOra5CKIswATXfYcv6HqsdwbnLmsRoxmuSqi/wHIhjQSeQzC5LZpYscysxntcDJ+bO69q84XrBZK3E0kqNC3MelxdhbjFmbjnm0jKcWrK87rpF/vWHVpiu1zg/O8bsUomFFbcP7uVGuhKuti2rHaiPJJycj/mxB1U8PT7x1DsfeNBs2LLjKSHCn55bqDE9Vf12w+Q1H39uGfyjv/E53vHeD7l+9zecLz8y83/GjW+9+cixzrZHDnbk3TevcMvOGGslWJkxd/oaIQGBEBYtLK6Ey0slnjsp2bdjmb2be5R9cLTEdRSuq6mUJGVH0mk7HDvr840DLufmA5pxxLELAevGl3n33Svs29nidXsbnF2MWewIyl6P05ctjWaFG66RrPYSjpxVVMuaQ+dg1wZLL0zoJS5aR4xW4egFD6UTHBmjHegGktfv7dDtSPbtTGh2E85drrJ9WlEph6wGlql6h5V2k089DC+dSXjlTI+tG5a4cU+T0bGQd9zZ4nvvteyYrpJEdc5cGuHURYcLs4aL8xEX5xNOzQvOr0bctHuBf/WhFuvqdS7MjjG3VGZh1WWpIVlpJqy2IhrthNVOCu7FruTknGTnphV+6P6GnJ11tn318WPba250u1W7Sps2jH7z0Iuf5Jd++dPfbshc9fHnksE//vu/x+7tnnr25fD/GvcO/YQNZmqPviS8A6dcZpYF09NL/PyPzXLzNSXmlussN8ssN3yWmw7LDc1KC1YaCSvNmOVWzGIDLqwIdKnHXdcv8/33hmyfqrDarjG/XGJh2WWxIVhupBJhpWVodg3NwNLpxYzXIrasM4DAcywX5x2E9Ng6pdi+wbJhqsPcSsDLJ6rcustSLq3w6skxqpWQMHQYHzV0e3Dtlh6/93CdPZtjgsAyMSKJki5V3+PQ2R4lp8LNu2NeOR0yt+Sycdxj+3rYMh2iVMTFRXAdixCWretiRquSVtej3XFodhyWm4rlVVhqGJYbCYuNhNkGLPUStmxs8/33LXLXXo3v1JhZrLG44rO4qlluClYahtVWxEorZe7lNsy1JLMNw+v2zPNv/+oKG8fGmVl0eOGYyzOHa9xy84bku26b+plSffJfdxqryevv+uFvN3SuePy5AvjT+48gdLmkotNbnj/wyvsXF2f/zcrSZZSCQ6d9Li7ASk9yrmG4afsc//7HF7nxmjLzy3WWGmVWminIV5qalSY0WobVVsxKK2a5aZlrCC63LYg2D97T4B2vN1yz3icMy6w0fFbbLo2WYqUtaHUEvcASxpYkASUtngMlz1KvWabGIrTT49RMyMGTHiau8LbbQ7SzygtHRti2Hr7yXMw9N3jMN7r4WhEnEWOjEEcO2olZWipz9y1NvvJ0le3rYf+JAIcyb329IRZdDp5KOHPRR0uXdaOa0Yqg5AlcV6AExAbCyNILodWxrLYNrY5htWNYalu6ScLWTR3ecUeDB98QgqmytDrC/HKJpYbDclOz0oDVVkKjHbOag7sDsy3FfDPhdbvm+Hc/vsDezRXmlkZpdnwuzru8ejohThK2bp5ienrzP5tYd/Mf3HnzhvONVq87OnX9txtK/cefG4CfPXOKrdvWuY88ceRHLpw//NFzJ18Upy815GhVceqCw2rbEMbQ7AnmOopLzYjX75zn3/3YErfs9FlcrbO0WmGl6bHacllpaVZbgkbLpktuK6bRNqy0LfMtwUzDMFrv8ObXtbhzb8zWdYpayaHZ8vEcCSjCWGKMwFjo9ABhGK32OHHJYmzIQ/srBJ0SOze63LWvQ2RWeexAnZt3OZyYbdNYqXHHvg7ffMFj3ZjlyDnL33xvkyNnPdaNSb5xQHHXtYrlTpPTF8a4eXfIYwe7xEGZO69z2bG5Rzdu8/UXFCSCUxc1tbJGC+h0U2mWGEsUA9KgXUOjbalUIzavD3jDtR3efGvMeMVnbnmEpdUSK8303Kw0BY02NFoxjXZMo53Q6FiWO5LZlmCxFXP7ngX+zY8tcON2n4XlUVZbJZodjzBSrDQ1xy/FjFQilhpj5o7brrfX7t71E8a5/jdNNBvu2bvn2w0p4M8JwK3tyla7++5f+72v7NyxPvzI00+/4EgcLi8aGq0YKSGKLZ3A0g6g0RXMdxSXGzF3XjvPz/7YArfucFltjrCwUqXR9lltuay2NY2WotGBVtvS7MQ02wntrqHRsSy0BQttiJKAG3d1mR5LaHcsb78jYNu0IU4kWlrCCB592ef8vM/60ZhXT/lgyuzdpLhlj8HzO7xwosPCYoXrt1Wo1Vd4+hWH23b5LHVWWVmpMT1tee6I4ofe1Ob5I5pNUw6L7QYry2Pccm2Hp19NGCvVuX5nm/lGg+cO1ynpCq/bY9m9pQeyzctnBFNjEXMLEY+97NCLFFJCYizb1oe8+Y6QVluxYdRwyy4IwzLLjTLLDY/VtkOzo2i0Jc02NDtJms3sJDQ7htWOZbkrudQUNLoBd+1e4F//1RVetyu9OVZbZVodl1bHodNTRLFESlhpKs7NWCxdrtv3uuiGa/Q/2rLnwZNClb+4blybbze2vu2ZzGazS6MRfej8+Sd+YWnu+Njlc5e4aadkcdnHoCh5gl5g6IUGKdImA4FFigQpNc8fX8dP/5rmvXct84E3LbN9Y8jsUg3PLVHyXMqeQ6WkaZUk1a7DSEXT6SW0uwnrAkM3sLR6HssLPhcvWMLYcGk2xvMsIHCVRUtBp6sQOMQdzU3bBDs2WLZs7BAkLb76vOLoyVHecqvHLdeu8PGvWlxRZtvGDq88rdhYV0zUOviqRBg5zLeg4ms2rRO8dDTklt0l7r15kd/6UhfXqfJdt1scr8O3ngv5yrMVDp8pcc2GMtvWJ0yOhmyfiLhhW4JSBq0sYCl7HpN1jzByaHVcXj3h0O5pOl1Fuydpd6Hds7Q76WdvdRPaXUuza1ntwkJHMbdiKY80+Mm3LfDddwXceE2FmcUajbZPq+PR6jq0u4puT9ENBd2eZLVlWW7EzDbBLT/rRK11vzDTenz5gXvu/Xth0Pst1/P/1wX4ymqAsfzVLz/0zM8++vTXx+7c1eSFYyMsNhMm6oZuqBFoHJWgFShpkFIghUVJi5IJrpS8cmKSF49XOHF5nve+oc0brutRr9ZYbpSpNH1qXZd2R9PKLna3p+kEml5g6YWGMLJEkSVO0iOMXawBqQSOFviuoF4VjFZhesKwaV2HidEGX3sBHn/RQZoR3nKrw017Wzx5OCLs1bjrJkGj22V+qcKduw0T9Q4l7dGLFQvNCGUEN+3WlKsBB475vPGWEe64scWBYwrsCLde5/Kj71rmmy+FfOP5CkfO+2yZVEyPlRitlhmpQskDR1uUBGPhyBlBkgiiWBDGEESknzFI6AaGXmDo9AydwNDuQjOAhbZkvgWB6fHAzcu8+w0NfvC7DHFcY3axQrPt0+q6tDNwp+dP0gkE7a6l0YpZbsRMjiaUleKLj1/mQfePx2bOu///7bvv0UnU+TXllP/XA/jZC8s02tGPdhYf/tnzJ56cunDBsn1a8sCthsWGjzFQ8S3GSIQQKbBlgpICJQ1KWbSyOMpQcgSLnRKffHgT33qxyT03rPLBB1a5YXub8XqZpdUyra5Hp+tkwFbpEQqCSBLFgjhOl/q0disNKrUG34VyyTBWjdg41SGmzYlLEZ96zOf0hQp1r8Rt12nu3NfkueMNHnqmxu27fLas7/B7DwuU8KhVI1bbAcaCEjBZ69BsuZi4xLvvmeeTXymzY87nHbd3CKMlHjs4TpT4vP66Kd5xW5Ndmxt860CHVy6UefmMy6YxyVhNUPYErpPehFKAEBZjwRhLFGc3a2QJovRG7oXQDaHVE6wEguUWCN3j5j2rfPDNq9xzXcJ4rcRKs0yjVaLV8Wj3HNrddCXoBJJOT9AJBJ2epdNN6AZJmmntKB57SbJ9i8Ax8InPfGvq2pvCn33fe+611i79uhDj/2sA/Lc//jtcv7fK2ePf/PDicvCRc+eembh51yxj1XXEpkS9mgAJnZ7Edw2JSX1tKRVSCZRKUEpky7PBURZPW0pasNJTLDVG+fSjFZ59tc1dN67ywe9a5eYdDcaTEnHs0en5tLsO3UATRqmWjBNJYgTGikz+WDzXUPZjPDfEdQIuLQV8ab/k5EWXMxdHUcZjx3qXa7crbt3bRHkLHDxVZWO9zPXXwPTkCsvNGjdslMTG8rXnPYKOpF6Jeevre3zxsYjzs1X27HSYWe1x6LTD5nWj3Lh9gSdfafH0IUEQuuzdPsbezR57N7U4NbPMyUvw/NEyJ05XKGuBpyUVz+I7IGUaVFmb3qxxAmEMYSJoB4JmT9CMIDQxxvZ43a4mH3xzk3tuSFg/5tHrjbDU8Gm1Pdo9l05XZ4Vqim6QSpJukPaNdoMU3L3QkBhLq5nq+m7b4ytPS07PXMLKb059Llr9iJWV+Pc/88WP190m73zPD/zFBfj/87HfZ51zhgOvbvtBbV/9j3XvYn15qcYji5o33bqEI0dIjMBzEowdsKkUMmNuhVYCrQxaJTha4GqD61g8x1J2E+q+oBU4rDRH+ezjNR5+uce60Q7vv6/B3s09et0212+3bJ5WBJFDkigSI7E5uKXB0Qnn5ixnZgWrXcMXnixzaXEUGzqM+ooN45qt05prNsL1O5oYucjHvlhheXmE2/dqrt/R4FsvC0TsMDUqqZRjOpGLzJJRSrs0eoK5ZcF1tsx9t7Z46kCJDRMut18/xl951yK/+ZUWzx+r0O45LK1W2b6hxJ71HV6/u8X3vLHF5eVlvvCkx1LH49yMw6VLLo4SSCkRCIy1JAYiY0liw+h4xL7rOgRBxN7NAe+7L2BqRDFW9Ygin5kFn07XpROkq1y3D2yZgjsQ9ALSlSBIssPQCy290BLEFiXg+DmL8lq8+XZLqxHxq3/w6MT9t2/6j7fv2xl9/quNT+x/8ne57e4P/sUD+KMPf4J7798lfvcT0fddmjv3q3Ozl8vf/cYWb7zZ44VjowRRi7HxkCBUSGlBKARpYlJKUFJm4M6etcDRCa4WuI7BdyylyFIOLSN+wmhJ0AklrbDCmYsV/t0nxsDEiDjm1n0dtk+HxDEYa/JOIKQQSCXQjsux8y5HTvpUfE3VlUyUBZPjkqkxzYZJxdb1CXu2rpKIJf7T52ucO1/n9t0Oe7cldOMWzxz0qJccxkcs9WpIuZRKIWMkjZ5iuW1ZaiQ02iXuvn6V/Uc6HD2vqNd8Xn9dnR979xK/9Idw4GSFdtey2tLMLdeYnigzNdpj63iPf/B9HWrlBq+cgWMXJI5jUcoiRFqPg03ZPI5h23TCXTfEJJFDFHtYW6YXOswuunSDdEXrhaov37qhoBcIemHK2kGYavkgNAShySRPCu5eZAkiCGNBL4LpiqLRcHj+mME6MSI6WZ+ft7/69jdtjX/xC9Of/vjvftx++IMf/osD8F//rc9w7tKU+tXfOvRg2L308W7rhF+uLjJab7BxzDI9UUUIi7URUqTSQ8o0kJTSoqVCK4vWMgO2wHUUgSMJQoMXJgSRpRQZgsgQhpZaDEFkCOL8xEuCxCNKfI6erPDyUUisJYV2qo0dCa5Kaz6qHly/HmolGKlIRquK8bpmagy2TAesn1wlssv8p8+PcOr0CLdco7hmk2THphUeORQztzTCrdslozWD73bxpIdVgjiRCGuJk5CVts/cksMte0vctLvFkwd81o0Kyn6VW3YbfvLBJf7jHxoOXaqy2jasthQLK5qJeoXRWonR2gi1csRkJWLrLSGeE+PoGKUSpEiXP0t6U0WRYn5BE8WKKFaEkSKIsudQEkSSIJT0QkkQijRADQVBaFNQR4YgSM9zEKa6PohSXd+L0t8PklQOnZrxOT0Dy52EzdOrRLbHS4dteetm+/EP35eYa7bd9PknH/lccvf93/OdD/BvfuP3KZWFWlk6+76DR+Z+60uPn/VHxyxnZqscvQj/7IMr7NjQIQh8eqGTnXyNkgatNEpaHGXRSqG1zWpIRHoRHEHgKsIoBXoUWcI4SV2RuHAkECeWJDEkhlRvG/rgFgKUBC3BccDTAt8TlD1JpawYKUtGRwRTYzFbpztUK6t8/qmQxw6OsbpYY98Wxdb1Drs290jEKl97vkzF0UyOKqrlHgdPweHTmhs2WzqB4sZdEft2WGZnEhZWXLq9Mm+7rcUTr3Q5cUlRKUk8t8YN1xj+9YeXePRQly8+OsFS07J1KmGloanXFCMVh2rZoVKy+J7Bcw2eTtAqlVpSptfAWtKElRHERhIngjgWRLEkjAVRJAmi1HkJI0EYWcIQgighjAxhgTiCqHik4O5F0I1FeiSCbgRBFHHDphX+8Q8ts3VScfpyQNU96V+8XP6dy4uv/mW/5H7mE5/87eQHP/Ch72yAhz1HrqwEHzh08sIvj7pn/DffUubpQy7tRpmvnB+h053ne9+4zPfe12Oi7NHuevQCF0cn6NBFK4PrKBxH44WKnpOxjSMJXUEYifTiRIoohjCSqYMQD2y/ODEkSeouJLm2z/R96tCAkqnscbXAcyW+J6mUBLWypV41rBsLmBxtEdtVPv2E5De/Ms6U77Nvi2DLeodtGwxb16/w+Wcsy8s+e6cVozWoliPmzkrmVzzc7RBEgskRSb0OJ85YVpqG2UWfXdt83nRriy897jNeBc91UbLODTsEf+0d8zhynj9+cpTDl3zWNSOm6jEjFUW1pCiXJCVP47ngOaB16jBJAVIUQE56YycGkkQQJ2RAhyixhDFEUZKSQmQI8+fIEEYQxLkrk1qQQSzoRoJ2LGjFknZk6QUxVa/Dh962wPfe3eWuvSUuz0/gqxqPveQys3Lcf+cb278qzS6tRen3SXnmOxPgD3/jM1jMh8POqX//8qHLtVo94V13NPDdCkks6Caabx1Yx7OHHOZWF/iJB5uM1QICL00Ja53gaIcw0jhOQuho3EgRRJLQSVPpKeOIlIkyVopjiBJIktRJMCYNuIyxeQ9nBu4U4EoJtBI4OgWI70HZN1RLMfVqzGS9y8ToKk8dDfmdh0ocO1Nn24jDjmnYNO2yaR3s2dKkEzd57kiNknKYHFXUq1CvBoyOxLiuzmQYdAOX5WbEasfSaMfMr7hsma5yx955Hnq+w7FLNcpehKNchBhhx0bFD3/XIq/bM8/vPFTluVfrLLU1U7WYejmm7EtKvsJzBJ4jcZw0VlGKzD5MUW5Je1iNoQ/0ODHZ6pZZi7EhTlJwxxGEsR0cUerK9OKUVLqxoBULmjF0ezEm6jFebvE33rvE3/9AFy2rXJ6vc+ZylYcPKI7PtHj7nQG91uXa88dL/+mNd1zv/tGXv/Sb3/3Od33nAdxELYRUf/XQgd/72Xjl3PjNO2o8eUjyOw916AYRC02HkoLaiMNqZ5x//weaI6eWePcb29x3U5N1Ez1arRLdwCMIHbzYIXA0XpTae6GbAjyKJGGcLrtRnHnaCZn1R8bcEmMZgDtNUmbMDVqlCRPXsfiuoeTHVP2Y0VrA+okmc40OH/2Cw9f2j7G8UmHnpGDLlGDjlMumKcH2DT20u8onH9OcvlBh9zrJaFUyUkmQMuDSgsXTEinAWkEYabZONXmehGZHsdK0zC2X2L3J53vua/CZb7mcnfNwdIQQDsZWiGLJrdtX2PoDTb52oMPvfW2MF85W2DgqmKgkVPwE3xV4jsB1JI4WaEUaOEvRr8mwpDeZsaROS5ICPgd5nKSSLgU7hEla6xLmyaNY0I1JGTuGbmiIOyGbJprce8sq73ljh7feahC2ytJqlShWTIx2eOD1Pe4IFb6q89RLDs8eOz8+Prn5I3/jQ9+j5hdavzY1+T+npvx/CsAvzDSZbzh/5bn9X/7ZcZ6aGqn2uP16RZKUePSlMheWklRjS0FNGRJf0wzqfPJRl0cPNrllT5MfeCCtghuve3R7Ht3AxXMcwjhl9DxQimNFlEjiWBIlgjiWJIkgMWKgtY2gr0psytxSgFKp6+Aog+sYPDeh5MVUSwET9TbdqMu3Dlo+9cgIz71aZ9R1uGGjZf2YZN24y4ZJyaZ1IddsXOGVs12+8MQkI0ozOSKoVQS1ckSjk/CVZ3yqrkWIFFjdQPPuuwK+/GxaE9NoG+ZXNJumqrz3DW2eO9riyAmXihejpEhBbsr0wlTr//CbGuxeP88nH23y9OE651dKTNcEI76l7Bp8bXAd0EqgMhcqZXLIy49yG9aYwQoXZ0BPCQKiRBAlGbATQS8WdGJBOyGNecKQSqnD979lmQ98V5NbdxumRh06nSrNtk8QORgjKPuWnZtcLs5VeXi/z/PHQ5Y6EU/uf3bqL93r/ezNt77T2GTlN4Qa/fMN8IXlVSbKbRJhPnT08BM//9xTz4wfOwvlquL261dYDQW1kmK6Bt1s+as4IIRBS0lTl7nYdLn8bJlnX2nzmRtbvO9NXd56V4+xuksYeASxQxg5RJHTdwTiRBEnWcImGQDc2Iy5zaCmTAibBZUmc2YMrpPguRElL6Ra6pLQ5ZsHJJ94uM6rZ0YQkce2Ucv6umWirpgcc5mekGyYjNgy3eTCQotf+WKFOCixaZOgXtXUKlArRwgnpNmtUK9ahBBYC1EsGfMUsYlpRS6tTsJKU3FpocR111T58b+0ykd+3+PcQgWtouzG0MSxTy+UTI973Lqzyb5r2hw6d4lPPVLioRfqXG6UqHiKqgsVx+Jqi6NAyzSdL8RwdZ0BrElvusQIEgtxIlL/PBGEmSvSTQTdBLqxJY5jTBQw7nd52wOrvP+BFvfcEDNS0oRRWnYchG56RJowVkSRohc6tNqaWnWVLZsD3n9tgqdiHv7Ws1NnLo78/D133xG/cuTSb+/eVsYv/dkB/c8U4M1Wl8RU3vPkMwd+6dDBL9V2rG8hkjoHT8d8/I8jOj3LqJ+gFHjWZstnGgwpCa6EtnLpxJr50OePn63w2KsdXv+NNn/re1tcu6XJVF1RK2vCyCWMHeJY90Ge5AA3EmMl1qaSwPYDSpAiT/MbtI7x3BhHhTS7EQvNiF/8vM+Z+VEOHKljjct4STA1YZkYEYzXFON1h3XjkunxmI2THcbrK3ztRcMLh+vs2yQYrUqqZUmtbKiUQoQT4HkardK/by0kiaQbaLq9iNgIWl1Dq21ZbjrMLtW4c0+bO65b5ZPf8CktK7SMUkBaTZy4hFHa4zlR93ndjjav29nm+Xsvc25B8jsP1ZlfLXNxycNVkoojcHMZlp3rPpHnUoWUyWMriA1ERhAk0IshNBaSGOIIqQI2jHbZtzW9Hrddm1AraeK4QqPlEkQuYZStsJEmzAGeScjxesjbNobc03O4PD/GwZOaoxcatMMvjl+/g1/au+v2lTDofOHPEpN/ZgD/1jPH2L55Wn3kVz65c+bc8dqLhxrccl2Pt9xiGB+pceCoYHYpTus9svMrhUVKkdZ9xBZXCkrK0NWCrvboJA5LYZmHXhjhqcNdKl7AX357g83jMVs3dLnz+hZapC1iQqRyJc1K5m1sBebGIqRFidTLtcQgYw6dkew/qvnSc1UOna8SxmWqWjFZsoxVLKNlm/rgNc3YiGa8Lpgei9kw2WX95AqPvRrwsS9Nsb6umaxBraKoVQTVckzJC3jquKIXapxK+qGtFYSxxNeKm3d3efZgPS186iasNh0WVz3mFkf58XfMcXFxiWdfmsSRgIgwQBxrwsghCCXtrma06lOvVbhjd4d793X4gfsXOHrB8OXnfJ47WuL46Qqx0ASBohMplEhre4YDzywnYA2xsVhjcETCiBviE3HHLW22r++xaSLig28NKLmKip8ydqOVgjqOVUY4qb8exZl8jFW6KiQSi6S9OMbMosP+I4YTM10euL3FDVs6vPD8Y7VO8/zOm+/8KyruvJzo8k1/fgD+8NPHWT+1xf3cV5/5kela6997o/OsrivzyH5JyWuydRJ8r0zFT4OVxICRmQZOLFqCliKtK0ksfiIoa0E1gV6i6SaaTuLTaiX8/CdHsXHEuske123pMT4S8743ddkyFRJFItPbEgrMTaY/pTQIKfjsoyVeOVVBaM25y2UuzZXxS4oRT1CvWGq+oeZDtSQYKStqVcVoVTNeh4l6zLrxHhunmiR2lc8+UaPbrrBrk6VWVlTLkmrJUPVjHCfka8/6BB2JMwUyA1MUSyolxdte3+XxFw3tQNLuJjQ7mtWWZnapzLXbq7zvniYHDpU5t1xFSQNEmV52iJLUTeqFknZP02i7VEtlKqWAazf1uH1PjwvzDc7OrKKdhJdPaz7zSBmhVApuIYcvojWAAWuJwoSt62Le/6YuE7WEPVst68YhiR2CsEocO6y0HOJIESWD5FGcraRRPKjxiWNJbERfNqarj6GXtLnrpiZvvkXz4pFxXjnVoDoR/vuts492xkZv+s3m/CthberGPx8A9+1xwuaF3bZ77qMvvPi43LXJY/eWCo22x0NPK6wQrK/FlFyBq/OKN9BGEEtLrEAnFidJNaBnLH5iiRNBaCxhIgiMJEgkoXGIDCy0azzyisGS8EfPpSMbsCY78ixeZpEJgRAKISRSKeJII43G0ZKqB9snLRXHUPYMZQ/KnqBSklRLqRwaqUpGazA+EjM5GrBhskXCCr/4OZ8nD06xYxxGyxl7lyXVUky5FFIpdymVynhKomSmwUk/exQ59LqCbpDQChTtnqHVNWnLXMXl4twId18X8JPfN8cvfEZzftVDCIO1ESaxRLFDGEl6QVrGWu1qKr5LueRT9sr4XkS1FHLrrhDXibhtV8wHH+igVZwlgQxC2GFRnkm6tIJT4jkKcOkFmqUVndbtJHnMkx2x7D9HiSTJgB0lMmPuLODPngG2Tie87toYQZkzF2qcuCAJTYv9B56RncD/aH3UPBFF3Vf/LLD5PwzwJx75FCXHKV08/+qDC7OHxYhf4dWTLpM1yfQ4OCr1ULVKdSCIrNotrXjTMmX0WKXRe5JH9IkgNnYQ2ZtUH6aHIDSS2EoSo4mMR5LZXsVHP0spQAuRZioV+CWLry2+SvAc8DT4rqXkCUqupFySlH2dArwiqFcNY7WY8XrA1FibDVNLfOxLht97aB2b64qJqqFWUVTLikoZyqWEailiZslwasbDd9PyW8gr/QS9ULN92jA90aPZc+n2bMbiktWWplryqZbrfPCBeU7PzPKrX9iIlhqLITEJsbFEsSYIFd0wLYrq+JJyT1PyHEpeQqOVxhiuk+DoBMdJ0DJtlJAyTeeL7EhLV0R2fdKVsGGyKkuTxjVJIjFGEptBvBMnohDg569Fv0IzyYLWJBlIRmsFl+bqhLFkfllSKRm2bXC4tCj5xhMHxA17gwf3bL/21Cf+4HPdH3z//1g6/38Y4A8ftm5JXvzHsrP8jx95IZYbJyRTIxpjFGU/QQBhbLCZLdX3YI3NrDyLSXLAZ8kHk3qyxe/lwE/dkSxxY8FY0Q+UipobyDJ5aWClpUmlkEqdBUcJHG1T31gLfE/iu5KSpyj5impJUi1bRioJ9WrMWC1gYrTDlnVLPHc84JOPbmDU91hXNdTKIgV3SVLxDRU/ploOeO4YvHy0zM5Jm+neQdq8Gyhu22PZtaXL86/W6QSWbi+h3dUZyB3KfomSX+f737jMy8fnefbINFiFMUlaDhtb4sj260m6gabcs5R8he8aPNfBcxM8bbKkWVrno5Tp1/lIYUFYBAM9NwjO0xJikztSJrdfC1ZsDmwjMgcm+1lCwa7NyyPS69PpQWLTsoBuD6xVzC+7TI01uGEslEuthf9r/dhh9/br9c8A4bcN4NauyHan+y8/9hu/+/daKwvuNetqtHs2S3lDGCu0TmsbksSkSYU+uG0f5CaxJFkDbZLkJ2MA8FzSJMZiskxcfqNYaylk3odW3DxVnSd0lMwylgqcftFWmv3zXIXvpS1y5ZKgWrLUygkjlZh6NWB8pMuGyRWePdblX/7WOs5frHPNhKFehlpJUSkpKj5U/ISSH+E6PRo9i5IKR6XBdP5ITMpwUexSK0V0YkMnq7Pu9BJaHUmjpCi3PHyvyrbpiH/9Iw3+xcclzxxZh0VhrCFJDHESE8aGMFL0QkXXk5QChe9KPNfiuQpPGxwn9fu1sinAVQpwlckUIexwg26W2rcZidgMoEkG+BywxqSuUGwGTJ0CnyEGN31ySpNvcQJBZAnDNP3vuuCIChdnBLMLM+7UpPuP6pt+xLkw/wP/bPNU9b87nf/fDfAoaBIF5meOHvzm3zHhUf++26LUB216NDuCICStI9aSICQLOvKCJ1sAOcNg76fVs5OSgdsam3aRZ6tA8WANwDPZnQWWqURRUqAymaSzVjRHSzw3HQDke+lIhpJnqfiGajmhVo4YqYaM1bpsmFzl2aMd/sVvTnDs/Bhbx1KHpVqSVMoyZe+SpewnlP2IKAn53W9UkUrhyLRWus/gNl/KHX74LSt8/YWQVujRyQDe7ipabUXD0/iuh+fU2LM55t/86BL//DcFT7+6DmMliUnT6lGcFpoFoSHw03JXzxP4jsBz08ymq20/Y6uVQarUG0+drALABylPICMR0lxC6rZkgXyBlRML5gq2JiuTEINVOMnLA9KygCCvLQ8NYQiHzwiW24ZOnCD8E36kH/m7737rW8XScvOnx8dq/98C/MyZUxhr7vjEZw+XXj0Nzx8TbJxc5sG7LettjfmlCksNByklSqX1IlGc3dHJgMEHTJ193a+VGLC9MRmLWJuxNnm5M3bN+8oBntdgqH49uejXkacAlziOTOs3XIHvpTNPyl5CpZSCu1YJqde6TNYbPHe0w7/8jTEOnZtg06hgvFKQJr6m4qf1KyU/puSFOE7ApaVRHJW22KW23CDITBJJHCvWj1riOKIZ+XQDSy8wdHsJrZ6k1FH4roPr+Dh6hL2bYv7NX1ngn/w6PHt4isTIFOCJJYqTjMkNgWfwQ0nPVX0J5jjg6FSipXUqqXuV5yFE9nwVjKdyhSwphOgnh/rgNgMgF1/3SyXymCsvfostUZzWlHe6Ccstw2zDkqiQB9+4wvpxl/GyR7fzUunC+Z138D8wo/y/C+Cz53+LdZtPlT/yH/a7mybbREGNU5djvnWqxP5jXX7sXW22Tyq6gepHzioD20CX2f6HvhLYtsDaA1AXdbx9jfcmxaCISkoyn11kaetBPXkqT8B3wHMNJd9S8lL9XC5F1Moh9UqXidEGL5zo8c9/bZSD5ybZUE93ihgpCaq+pOwryiVByU9vjjTVH/LsEUG75+Irspss1eB5E0JiBFGsqfiKO69v8dyhGp1o0A7W6SpansJzFa7jZvq5zrWbDT/3Y/P81H+Bp49MERlJZEzWLD3owQxcieealL2z2hQnu7nTg0ymDGSczLK8VwN5nhSyOcAZZEFTnT4o4DKmCOqBJE1MXtRlUgbPpiXMrgo2buzyY+9uMlGpcmm+xqnzDufnGrSC33FN/S+V//PHP9X5Gx/+/v/5AF9dPs1IfXv9+MFf/ZXZxZU33r5rmW3TE6w/63F+VjO77HD2QsRkRSJE6qIYJz+JmWPSD0DA6BTsdi1rFwBt+sAetLGRae/+xRCi3wEkhOgXGak+wEFlFYOOBtch7QRyswIrL6GUyYtqKWCk2mW02uSlkwH//NdGefnsFNN1zWTZMFKCii+olBTlkqLcZ+8E34uplns89rLLasNndHSQJs8BYzJtGiWKqXHFAze1eWy/SbtoQlMAucR3JL6jcbSL1iWkNFy72fKzPzbPT/0Xy9PHpoiMJsoqANOy15TJvUj2qwtdLdE6K8KSAqXzc0P//eU3YS5VRD8lN0gIrT2MLRoHhed8dbbZc2L7K3fcr9O3WCuo+rBrukRztcqJ0y7nZwxHz8cIr8mtrvvGlebFX/+bP/rBv/6mu86tXrfnv20Q/38zwBfmZ1hdXvyp515Y/sDBQzH7j2r+1nvnuXPfKOvGKyw3NJ7rMb+cRupKWRwGejhO0qROorliSTNZciYNIu1wILmWuTOk5xm5vvaWeQXdQHfnFYNakdZnaIvjpI3Fvmvw3YSSH1P2Iyp+QLXcY2ykwYHjAf/4v0zw0ul1TNUdpsoJI2WbgTtjb19S8lL2972YshcSm4BW6CGUxMkZvK/Bs0DLZAVikUPF7aXlAqHPaA7yXkLHTRnccyWO1jg634DWcsM2y0f++hz/8JcNTx9dR2Q0QSIIE5OxuMCPDJ5jcZ20d1VncYdWaYmwkjI7P1lXfv5cKMzq35jFWGcNuPskVCCmFNxgknxFzgyEZFCnnyTp/3RdHZoNhydflqw0I87MJVRH2/zk96zSbYwyvzL/gWeef+lUHEf/5H8qg89cusDExKatD33tV/a9ePgyxihOX67yi59b5ad+YIFb9va4ODtCN1DZyRDozF3Nl0GtBtafScjGj9H3xgcnTBSYYpCVtMU1M2ftYlCZL7dZh47Kgimt084gJytCyqsHfSfJdHNEyQ8YrXUYqbR49kjMT39sghdPr2NyRDNZShjxLdUM3CU/tRNzcJe8BN+NqVVCjpy1PHqggisljjJZEDfQkfnyHSWK2GjuuzVi5zVtTp0vMVlm0OsYpNMFPEfiaIXWTjYPJvWur98KP/fXFvkn/8XwxKFJelEpTYbFlnJWw+05pCDX+epl+r2tUiX9FU5JUQC4KICcK/TKAOR2GOAFcOffSwpsnhsKSSHfYW1alruwEtEN4PySZWpdm7/zfcvsmKpyInJwOMuBl/bv+1t//Ue3Xp6ZPbdh/fSfPcBPnJrBK9e3ff5rT/6HF/Yvvuf85S4l1+Ha9XB+cZSP/mGTv/k9TTatk8wtVQhi2Y+spQRp0mSHyb1vI0jUYElbC+oiO1zBICm3ZAy+BtzCIlVuC6Zg0CpjbW1xtcFxDJ5j8NwY343xvZCyHzA20mGl1eHxV+HnPjHNKycnmMjAXS9ZqiVBxRd9rzx1XkzK3m4K8JIXECYJva6Pr9KbTAoxVMmXJ1LSQFOnWl4HBKGlG4kCwA2um+A6GseRaKVQ0ukDHAE3bhf83F9f4ed/P+bpo+NcbtToVST1xFKNLX42ccBzbOb9506K7bN3LlVygPffb/amizjvK8TsogxWVlvQ5EWwF/MehWdrM32e3+yWiyuSick2f/O9HdbXxjlxoUYQSuqlHus3XHpPY+7RZHrijr8btC+f9Sob/mwBfnn2LCvN0u0Lc8cePHfuIuMjFTZMCKLYsGHCMN8Y5YmXfR68O0FrgwUSIZBGoHL/VFLwUm0WnOQnRgxODFcH91pVmF+EdNxDzt42kye2MBwoLYt1tMnGTCR9cHtuBu6xNgsrXX72d8t84ZlJFtujTI5IJv0M3H6qu8tZYFnyJGXPZgyeam/fC4GQh19yWYlcxj2G6rERwytUkqTNDzVP86ZbOjx7LKQVeYxEJu1iDw1ukNaquzoFuFYWJR2ETBM0WNi7WfILf6vJl5/t8jO/sY6Li6N065q6K6jGhnIMXpSOXnZVOtDIyQNNKfpBcP5cDNSLN6YQ/V6RAYv3r1UB7AVjoG8S9PMYw0FovxY9m+D7xutclKny3CGPRju1lj1H0jlxFr905MGdu2q/G4bds3+mDN7ptij5lV1f/OYTf3t29kU+9M4uIGi0XJabmlZHE0ZQr2mWVsOskSC1xmQ2UEdZgZUDH9X06x5yXVrU3HlKdy3Ac91Nn1nydHPuAqgc4MqiZQpsrVJwOzrBdRJcJ8Z3Izw3olrqonWHx15O+PWv1PjSk1OEpsZUTTDhp7IktQBzn1xlh8iYu8jeEVoHPHW4TifUrC/n72ctg+dxhySKFb6juOPaLrFJAd6NRDaKIfeKTRocapGxeHoji0z+WQQTdcEH7m9T9S7zG1/p8vjhcWajEh1fUostFW1TkOssDlF5+YTNQJ6fQzGoHZcgGbB40a0rXpI+mzO88toCuM1QIGr7kjT/vgXWVWFursRjbUUYGdrdmOWWYLVjCY3Du+NX2Llj79/etff+F3u99gnfr/yPA9wExzl/5nOM1kc2lOIz9x452eT4ecNbXj/H+rpm5xaP1WaZds/JAkmbjlYDjEzTvX2GVlcHty2k2oeZu2A9FO0rYddIkzwrl1YMKkl/8lXO3I5KazE8J8J1I3wnpFzu4bodPvGQ5t/99hSnFsZwPJ/pqmDMS6h5looHlazDvuSl2U4/Swil9StJthKk8mSxmdAOXVylcKXtB5gUPkpeXpDXboSxQ8npMV3vstqp0o1ENm4tjRUcJ8lsPpXZnensmPzz5yn1kbLiPfe0ue26BX7ud3r83tcmWY4rdDyHiiOp6bQGx9PgKvrNEDpP+mQrn+xLlUECqEgqw2LlamxeSBBdxTTogzoHf75CKMuFuRghYpo9wXLXMDXRY2o64O23xYSBxx9989i9lRfNhl5n9cQzr57nzhu2/I8BPIoNW/e8edvMuSMfO3PqHCVZ4/xMwkc/4yN1wBv2dfmBN62yfrLKaquU1v3272oxpK3TUlaRpX4HjoLN/dU+uAulroWHwA7YJMu+ySLAs5tLDjF3koE8xtWpJPHcAM/pcnYu5le/XOEPnxjn9NwotbLDmA+jXkLVs1nqPQe3zMAt+0khP9PenpveOLVKwOef0pw4V8LPJnD128UYoLw/xsGmOjyKNXu3wrtua/HrXx2nXdbUonSgjhdmcYMyaC2zsXUUQO4UaDVdFbZMSH76hzrs236R//KlMU7PjrAcl+g4mooSlDOgu9KmN04W/PdXv/y85vYhqT4fZDrtlT55vtKuZXK4IqYya57zQq8whkYCi11BtdbhA+9Y5d4bDIoqrfY4py64HD16mje9dd/H3nDHzW9vNpt/qlT5EwFubQC4PLf/wKYTx0/uwM7zptsmOHTa4cKs5vKKy9eeqnB+boWf+kCDkYqk00v78PpsPMTMeUZM9BsSir/TX+4Y3CDkjJ2DXAyAnT5nRUP5yqFs1o6WFxjFaeeOjvG8AFcHtJKQj37a5Te+PM2lpTpGlRgbUYy5lhHXUM6Yu9xP38usTiWTJpl33ge3m2YvgyjkxEWPdugx6mUuTp50yl2J/ILaQk1KpKlVNNs3hSivRyus0nUFpWzIjpvJKyeTKDp3PYR6jeBVMTnS4cff0+HB+2b5jS83+dXPjrPYrdDVPr5WlLWgpCxebFM2l6lU0XJQ3pBnOa9gcoblSh/cV2PzKwAuhj31wu8ZA81AUq62+YcfWGXflgqzi1VmFn3OzUgOn40IWcC0Du0QbX/T7dffenapkTA+8tpbTf2JAD97YRbPr06WSnx67tJLzsSIw+7NLYQYYbTqMr1iWGkkxIxxflZy7VbQKsFKkbI3w4zcd0mGKtb63Nz/N1e51Qp2oO0De0ieyKxKTmUNzTpBqwTXifDdENcJafRCnnpF8omHanz2iXF6SRXXdRl3BXXXUHEtZc9Sdgfg9j2J50m8TJqkiaHMmcgA7jpp5vPMjOXxF8qEkYNXsVcEmPmjn+bOSlHDKJ378sBtLT75zTbHLlbo+ulohsCxuDE4kcEJDUqlcxpTGSEHw30YrIiJkcRGUvY06+pd/uH3d7h2S8DvPVRl/5ERFroVesrFcTS+FpQkeNmAJSe3V2XWUigogHy4ZmVtcVaR0fukVQT4GtAX8xo5HgCumRCEnSmefbXC0qpkYSXh0kLI0UuG3Vs0Tzz1onPzjbd+2sSLN8mkvfDfzeCeNymPHDt8+5e/+dDIiwfb3Hdrhy0bE27cFVOr1JlcdugGDrWyZLJWoxf00NoghBkKqCyicFfnNceDu5k1v0OOh/4ZtMicyfspZdMv90x1t0WrJJs+m/TliNYRjXbEk68KfuurNR46MMJyo4os+VRLirpjqbmGsmMpu5aSS8baKXOXPInvKnxX4LtkFXomA7fBc1L9rXTA8YtwqeGniZVM3w4nTgb1M2kfZAry2EjCULOuJti1ucvB8zGdyCHIZny7YZoRdvqTdfNETTqYtPjIb57choyStD78/Q90eevrV/jWiy0+/rUa+4/UWGqVaUiXtqtxlcCVAi/rjdUy3aVOicFNqkRW9nsVBr+ifuU1mNwynNMoEpoUUHYNK8s+33pOUy0l9MKIhYbl9LyhVO2xcUOX+25IWLz4RyMTI+++fWL9TV/lTxge9CcC/OKlGc/T4pd3jl+qzNdH+IOHKhw8vcxPfs8Se7bE1Cs1emE+NzDJbLkk7RZh+KIyBOjhZ9v/pbVnrShN7FCBfipLTKa5DUom6UD83M2QEQutmMde0HzlySpfeHyE+WYF4fs4VYeahhEn7eQpOWSyA0quyA6ZlZxmutsVeDl75wDXMa4b47sh1kY8fMDj3EyJiTGBI02/PEFehe365aeZpOgGDlvXCR64pcMfPhPSjhy6kcB3LG6csngQ2cIqpfp+NUIOyRSbbavYb1Qwqd9e8gLef3+XN9+2xB890eLLT5Z57JUq840yXeHSdTXaUWghcKTAkRJH2ExqWRSiIA2H7cO1jyGAF0HOMLMXwZ1q/zQbe3kxRivoRXBhVVCrt/mJ726zb2uN/YdrPP5Su/K3tzu/7K9cuhbo/ncBfEQ/RxB3qDhtbtk9wkRN8+ihdfzcJxL+rx9eYduGhGbbTTOWymR6N0m3Gbnahy50dAzu4FyYDv+DoYCyAGwhTGYHGkQGcK0TXB3h+xG9IOHYJTh7WfGpb4zw1f015lcq4PjomkNZSaqOpaoNJcdScsB3UnD7TjqTMC0zlYVDZD+3GchNH+Suk7annbpsOHjGA8fJlnlbSNGLIRQUdWmStXXFSTrO+YbtAddtanP0UpmuLyjHAi+yBIrM2jMZe+duSm5BDrRK32fPrEhjVDZ9wKEXOpRKAR9+W8C771zl6y+0+YNvljl72efopTLhqkfsaXpaI5VM0/mAzp4HQMyky5prdVWA95laZG5ZTrm5yZn+v7QQRMYSGkk7SP/NclcyPt7ip39wiQ21Kb7x7CjnZi2zqz0+99BRKpU/efeI1wT46uJFEUWdv/34o788MduMmBhbYt8uxa5rYKHdolZpMV43OI6f9fCl++dIkXavX/2OFgW2HsiSHNL974rBs8i7TXLWFiYd/SATPC+dpBonCbNL8I1HNKculnj0uRKXVkqculwBz0OVNb5WVLSlok3qIjjp4HzfSce1pSDOD5kdKgM4mebOwO0keE7K3umNFXJmAY6cLePIYXuwL1EY1IP3NWnupJi8r9Hhuq1ddk11ePV0TCd2qEaCQIMbpzMBVQHgUgqElENMDms851wGJbLfRxklDoHjUiuF/PBbAu7Z1+TSSpOHn3c5fcHj6wfKXF7ySboORmoiVyFkusmuyLryJVnGEwaypXAZiz55UT+YApPn1z3/tyrLoqoIJJYEaHcTquUOzx+xzC5ojl8I2bauybpJwemzhyb++od/9G+fOTf7ke1bp68avr0mwL/2+JNYE3/g/Jmg8vzhGgk9SpWYfTuWuf3aVSwJfiXG97uEoS4sjVey8RBrD4G6aDgVmduuYe6CFFEJjpcQJZbTFwQHTyu+8VyZV8+4HD5Tohl4BKEHjouqOXhKUFZQ1oZSwQf2dF6nkZfNpnXhXiZLXFfhujK7AexAeztJmll0Up3vuxHWhMwtSwLrobXElRZdsNnWEHgf5Ikd7ncMYweBZnIsRKoe7ciho0XqdESDgjGtzFAGUgoxOOf5sCME1sgBkxcGIzmJ6o+f6AQu06MhW9ZF3HpNQDfs8pfPNHj1rMs3nvU5eMbn9HmfKFbgKaxUICSJLGSD+kmK19IqfbIusJtd80ti8Dup1QZRjDYBQnR54VjM9dtn+eF3VBjxPeLI56WTjcqJo49+wNHyI6+F46sC/Pc/903anaa6dOm4GPMEN+0oMbNUQugelxebfOrLNUolyb5rQ97yuoB7b+phrcB1LNWy6Ft+2HRMb/p1rrfT11fcAzYFNNn8EkdbEAYhLVFo6fRSRj97UfL7D3l0IsVLh31OXvBYbLsEiQvaBeWgaiqbsQJlZfEV6TgzlRUeqZS1XUekSY8iuB2Jm8kSzwXPJXNN0pS5ow2uE2cZ0YiSHzK/kvCNp6s0Wh6jIwKdefF50dfV5VqW5OhrcUkQKCbGFW+9s8fX93c536jQdWQqUzQ4scWJcs8689hlktqFFGedyP7fMFYX/kYKdDdRJFoRO9nYh8hJrVQnouJG3HNDzB3XBrz33h7HL0hePuLQDRW/940yZ2YdEJJOV5OEKi/fxOoc4GssowFzZdg2QwAXsUWYvPTZUionOG4CNuGB23u85XVdbrg2oFROeOSJKVqrNdorZWYXLaudhEsXz4jbbr5BHT34tXjvvrf91wHcWvC86kdtvHTjrmsauCokNpJ6tcOjB0NOzqcR+DPHDZ9+NGRyJMCahFt29Xj/A7207je2TI4abr4hpuxbMOJqH3voDOTDeRodwcuvaJaakpIvee6Iwxef8OlFil6kmJl1MUITWQcjHNAa4Wm0lLhK4EuLnwHbUxZP2bQGXGeerx4wt5v3ZfbBrbIeTdFnb9cxuG5eoJX02dt1I5QKeeRFxR8+U0W5OrXbhvT3azN47oUnSe54KHo9h3ff1eULTzX5vYdHaMc+lUyHO7kOj/KkjO13Cwkh+wBL/5QsaP0CwE02r0SnTO5oRaw1Ok5SoKsEpdJB+qN+zF17Yu7cE2FFwPvu79CL0nFuf/yEx/NHXEqeYLGpePlVl2ZHZirpNUDeZ+u0tLbiW26+NWSinqSNL4nl+x4IuGlnhEkE43XJxEiawV1pw28vaB55QTFaiomNQaqI63cu3zgyUv2oEPz4fxWDW7sKjNQ+9bkv7Hn1RKKOnk0Yry/x4L0dPvaVEg+9ME7bVCiPaCJjme9Y5poxmIjjF0O++FgEJsEmhpHRhNtvDKn6BtNPW702wMlch9W2Yv9Bl2ZDIbVMZ6JYnTKT0KRzgTVIjZQSR4oUzNLiSYMrUyC4Clw1mNGXglwMGh502giQNx4XwZ0yfFZW6+QMnhSOGE9HWBtyadElDHy8EYmbpb1zPTmUxcw7ehik1wcglyRGEUYOo1XF5okQV/Toxh7dWFDSaaYvryHJE1pKFstbZf9vpX9DZskfUxiCb7Jmk4E0iuMkyxuobP+jmChOUFGaS0idsZhNEyZbMQzXbukR2i5SGxoNwf6DmtWORPUVy59EZ2mVYcUz3H5jRH3UYmOJNRJXKIR1iROHKNa02prESFwd83+8t8uuzef51DfKfPf9ASMlj03jWi2vdPdcc+N7a2cutprbNw1Pqb0C4DMziwi58pHNI4fvv+/GBh/9wiirHctDLxhabYlGsnM8rQLrJYJOLGnGmiBxiY1PI4lAxKASmquGmUcKqTv+BIAXljcrBCbfcoGs5lSoQZAjZWZl5aDO0s6SbOPW3DcuPOusk16Rbb1HH9xpW5fCzcDtavolpimDZyyuDW6WHXWcCM+LuLBo+J2vV0C7OFIMAsy+PBFXMHjRXciHhKZgSwfrhJHDB9/a5Y8e63J4rko7cSjH6aa0aRWgHXTiqDwnMAj2+ueyX+8hCwVe+WH6tTBaK5wknZfiZEBXcpA0S+vGs9fCZIODErSwCJswUTa8824DIslkJiDy/TNeg8RJO/WtcUkiiTWKxCh6iSJONFHkprMNI4co0iQ23ZPpHa+LecO1MFpJt2z/xc8mTG84c//fv+bCR4jjv/GnMvhnv/BNEMJdmJlhbsEyVYWt9SyCrqdFM3GS7rfYCSytIE0QtGJBJ3GIpMbarJvBGhIn3xBpKAXAwBosBiiDZTYPXoSU/RY0JcARaVrZE2m1oCPTr7Ukq6nIusfzQiJNYQ4K2c5sg676AcBlX7Z4ru23tLmuKQzOiXEy9nZ1hJQh52YFC00foTWeZEie9NPzhUKxoi9crNEZBILpjL/xWsDW6S5HZwO6iaaXgJcInMTixJkOj+k7S4MUuhrqVMjjunTSbl6TXZg2lRh0YkiUROl8+3KVFaslSGWylcIMrNkM5CL/25g1Vq7tA31tbjo3FfqmRBYMJ1Zishs8SjRh6NANXDo9l3bPoRdooji9UREwu2BxnZCbdxmUc5mjr37FNeZKAr0C4BV5BiFgEUnFH+P1u0W/eCZJII7TnsFGO2G5mfS1pAS0gJ4RhFaRWIU1tj9wfQDqNekrIdJlNVvKcxbKAdIHtUidCS1tv8Yjf93/Xkb2g1JQ+g22rhIp2IfALdNnNwd6Hnxm4M67f7TpSxRHp/rUdSNiIr78VIm5hRLOiMIt1nAUHZS1XDZUeCTWBIGKXpBOsH3HG9o89UqPZuzT0ZpSbAizdLqSg4KovOBMCMOgcygPNEXflkytw2ymioVEpX9TG0GsBDqR2S52aS1PnAF9kEwz/QSblKaQeDNDSbhBOr9vKwyTN4MSjbTwTg6tYunELk03cFlpeSyteKy0FJ1AEMVpo0T6712siYlsyNefnkHYPwXgjz7yFRy3dPfxI4/etnFqke03SFodl0ZbZdtDC4Iw3e328kJMp2f6/Y5u5oI4BqJ8FK8UheExa3DN8MUXgqFEgspumHx2hxL5fJOBxlU5sGU6Ai4fhVAEdn8OiiLtR7wawPOAM9fdOpclNtPbw7XkrhPhOiGzDcOBkyXQLjqTJ7pQoJRn+8QahKfpajtUTpr74bknHkUOt+wMGK93aayU6cSKsgInTj+LStLBpSoqApyhMgnyEdLF0ghj+1OqjDIkRuAYQaIkiTIkShBnIC8Wr+XlEDIHeSHnIbMOI4lFSDOc+Olno4ev/qDoKi+pzj9/NiU42780CBWXFyWX5tNtyMPYpFurJJbVtqDZTdi+KeK6Pe5t73jz/Xe/6y33PnnvPQ9cHeBK9BA2eWdi45ub3RZnFgxbJyNu3KXp9Dw6PU0v1EgheOpVy/7jkl6UMoWWdrAdnwCDLRSzp0VADH3EHOCDTFZemplfsLV1EP2+zvx7WQ14XuqZ3mx5p0oqS1S/e2UA7Lz5NmXvTHNr+no7twRTxh6A2+lXJ0YIIr70hMdTr1aRnsaVIp2/3a8gHLTRDSr+1mYzs9FofRZPL3BiFN2ew53Xd3nXPS1+9UtVwsSjnUj8xBLEZCtXserPZHLOrLmhXovJwWhZaB9MwZ0oiVImZXQps9ESplCKPKgBErJQzTnE3lmyrgjuK2zhQqGdFX2/3pi0xADAd2PqtTZnFyKeedVFCUMnhlYPemHMzs09NmxJSITAEN282Gi/M4qiJ6/K4LMzFymXq2998slv/NCLrzY5dK7MQjNh3aRk16aIktPkPXf3WD8FjTYcOF/n1NIYo25efZZ12NgUaPnyC1cOxexfapGaWcVMX7+3kkG5Zg50UWDxdAuS/GsyBqffhjXE4lk3jKOGwZ2OU1jD3FnPppu1tzk6bziIC0dESMQfPFwjsR6qn70sBpiDvsbc2RjS4NluxP1mEJP1sCZ5sKkROLz/TR1+98sBqyaim/h0E4ET02dxKS0yFv2is9QuXFt7JAvWpCiAXJDorONdZSDXFmVSuZIoi0rSCsY0eyz7pcl9qTJU3ZkNDxJrstCv8Virx/OVDJtanK5O2DLdZt+uiG+9MkKjpVg3HvLDb+7ha8GeTYbpcZeZ+TKXF1eIOp0feuM99z86M3P56+vXb1jL4CHY7s5ur72j5ITsmq7iErGw4PPNC4ZuYvjmywmuSuhFMLPk4WSBX77pqFKD+pKUue1AchcyWmuLdGTO5EWAr3m9VnPmLkJxtodSYqDFs4q7oWE3GbC1EgMnpW8Hph33aWOyzZh7EGDqAnt7TsiBk5ITl32sclBS4kqTSqpinUZBg611UfJjMDRHFPzqXIs67NgQcd01bZ45XiJSLt1Y4EtwEouORSrnso0EZJzpcGQa+K0B04DFRUEaDeYG5gOZtDIZuLN2NmUL4M5rgWy6bXifwemvHvk2McNZ6eKHz5g7+7L43nLpIsiHsDq86eaY67atEoTp9ZuqK8LQp9kuMT/vc+Gy5vJ8k41bVnd0uuHOXhB9/QoGX1xapeWFdHsB6ycsm9dJ6lWXuaWYlaah2bU0e5peKIgSmHSzclA5XCqZ9+Kx5ntF1l4L8P5SzvCyrvo13wPbLWdzJUTaPS8G4E6DTNHvFtd9cMshgBeH/6Td9vSB3c9W9pk7wdVpYiftCoqwRHzm4TJLSyWEp1PfvXgTrq1BKS5bxSYAM8yqQ960UUSRZmJM8n0PtDhwskaQ+HSUSylJtXhezqokGbjztcJknnhemJtJlTV6fND4PehuTw+JMvmKZPuvZQZqlWtwme93lMsT2a/RL4J86OYuVIgOyje44r2luEjjESU9ai6UlKIbaM5ecmi2HZYamtkluDgXEcWGIGjRbi3Q6w2KC/sA/9ajn8RzJM8carBnQ4Prt1m0qlByXUZrhnY3odtLsqlLlm6UbhyaJGIQQK59LoB7CNA50NcEmaII6CKLD40XGzC2LDK4EgUWz+WKROlhgLs6C4qdfOvALMOpLU4/FW+y18nQoVXauXP4HHz6oSqBdFFSZdnL4RtxbQbzKpUJ/fMzrMMzLZ75wV6i+b639Pitr3Z45XSJSDl0pMRNTOYeCWRiC+fJpu1loph3MNnfGt63qMjkiQHdtxAtOsnHSphUCvX7NvO5LKJ/Q8dFHS6LdUSFQHOI2AoEuKbwrl9OW6iIDCNFt6foBJpOT9LuCVodQaNtmFuKOD2TcO2OHlH3eX7/s5dQMhkG+JOvXOL6fRvKn//4L273bJNjZ8vs3RQzPR4hhUu1kv2BbEh7ox2z2kpo99LO77w7eu187uHuhbUsbvvBkGQYEFdKFNEHztpxyLLA2HmQmU9t0jrf5DXT3moNuPP0vZM3Jpt0Zki/RSzv6YyzI0I5IScuaVqhC0pn8sSuKY/lirhiyEUp6GG71gvPunEGiR9NxRHs2djjlRMhifHoGhc/SWu2dabBlUjHoaWJpZwlDXmQWWjtHWQ4s3oY3R9smn5PGUhkCniV7U4hzWBCQD5dK8m7+/sGwCDAFNL246v8el/RBfQad/1grEa6q3Wr47Dc1Ky2BK2upduzdHoxnW7CwmqC7xv2bvVot8tsWj+1/S//8E+Wf+r//NGOEDtTgC8tzvL8M623NJN1P7V+7GWu3ebgKBdXGdaNh4xGMtsPRtALNLOLgiC0dIKk3zIlc82dv9GrgLr4mfoAkFcGmKKY5hbF2XmZNCnM8UhBzqBGWhVA3X+dJXkUmReegjsF8GAokFOUJ0X2Vllfpxuy3DL8P5+rstT1EZ6TyhNph1aVweCcPyVhnTOWKTRh9xk8t8w0tbLmJ76nxbcO1FgKXEKp6UqJm/VQDkY+ZAye1fWQ6eK8jNZiMnAbLHKNsyIyBrf9ID0Hu5IiY/BUEiV99yQD9ZreTVkMMvvnoVDfT4qV1xoam5+T/Fx0A8mFWZhbjgiChCAygy3FYwtIvv5cmT1bO3z4zvJPdZsvPdnrdf+oz+Bx4zAm8uiuXOTwKcn0mGWsltY8j9YSIGdHSzeALz2jmV1V6b5FFIba/AmALoKaNeyWf78IjOLmpWuBnQaZg/mDUg3Gj6kCqLWU6EyS6D7Ac81t+kGlo00f3I7O6y+G2dtREa4b8qmHHQ6dKoFMR0N7eWmsGOwm0d8jPvuQr1lNWGDz/k4VhQsbm7TlLI4dbtjR4T33NPmtr/oY7dGVLp4U/aSPkoIodzG4kslFkcnXeNB9qaJA2XRVMFak4M6nhBlI+vNTxADgQ0Fm2pEj5DDAZS5LhrxxcQWj54o8TwYhwHMM0xNtjl+K2X/CoxeobHBo+vuOBNeF9aOwc73k0NFFTl86gUmCgUS5dmuahi4Zw6hyGCl7jFabTI42Kfk9pEw4ek5x5KJiviH58oEaq8tVNoyk24DkF3NtEJmDevAs1uhtcVX2TlPzg4E5ue7+rwO4HAC8n+jJAW7TOdmZFHHUwC1xCsOBBpo7ZW9Hp1OrVhqGP36kymLDAz9zT0QhGHsNiYJYU0lZ7Elca9vZgRdskkFmb7Sm+Ev3d/jCUz2W2h6h0nQTmdmTot/u1W/GlgPA5MC2dtD1Y/psPpCXOndWVPZaZl9LSBT9814EuZCir7/7q24R4ORBpygQmx0QXu6d9ll+sPpIAY6TsGm8xVsrDeY7PvOrDicvOxw554BQVFzFdE0y1ZA8csBj0/Yyu3eWCLL5mPrSxWNUquPbTh57+ifn5y9z23UNHDciMD3+4HHJmVkHqTxePeNy9JyLQGMij6myyFK0w4xVnBlYuBGHNSmDIqT8g6Rp+ux1PiE2+53i3Lx+R3lh9nexwyUd7s4wuPOdDXLmVgXmvoLB83ETg5ETWqWZyzNnBcfP+Rg8hNT95txB9WAxfhiUHYjCCSnWogyYXBTkieg7Gf12s0SD1ezdGrJjfY+loyVs4qYsnqQyRRdcnAG4ioVemeDOy2gh/dqKQvCZDmvKrcNibKNMetMYSaa9s4RWPy4SA4mUBbmDVUQM8FF8XwWZMphmm6JdSkCkVZCdrsvG8RJ/93s7IFocOac4fEYhteHMjOaRF6u8fNFHWA+/Ns/9d177k3ff8YaX3vmmU2d1L4xxwu70wmry1i89s8i2TYIL85LD5ya4vODR6yoclV6sEmmtRrVi8bXB0bk+zhbAImuteV4bdIm1oO5rclGQJ6LgTIhCsDkAdMrgZKOAiz548ci2tFZFcBdAnu1X72SloTl7q+xrrSOUivjyM1VOLJbAHcgTp2BdXim51mi0q8gUc0XAmWc0h7V4GGqumQh5x50dnj9cBuMQJ6kWd5Isu5sMS6XBKpkHRbltKLNJU2IQbOavZfZaZquKzI/03CfZiiFzoJvs2pjCsKAku3ZyzSotc3AP5krm0mQwdyU9ecZapMjLfX16oUPZr+A5MXs3WK7dmO5U3eklvPeuFofOd7gw57GuOsto9ba3hmFvWsnwrF5pKCySS/OaV457HDvnYhIBRrK1Du74INFS1NZXOCavobEHABdXAfgAxMPaeyBN8jLQtcDus7kShSbcAriz+YSDbTu4Eth6MCCoP+JNmwzkcSpPVESpHPLMMcUfPVKh23OhrNONa8WwNFkbYK49D1cAnDX6e41lWPTFo1gzUtW8974eX32qw3PHXGzFoZt4uIL+jab6f38gEwbgHoC8WAKVBp/ZDaZSNk9kqseNTLV5YgbOlZF5llkMrMmCjMzNA2mKYE4TrMOxluVqK3xRCVgsIlDYtoO1JaA4dSvNPJfchFu3J9y0NSGOBJsnLCPlBF8Z9MbJHn5JcevuiPff7zC7VKYbDDKQIhf92ddJYQeBKM62IIGCjioAei1rDwE8qxpcUzO9dnxvv+8wXwL7EiUFtszT9LIQEKli2axF68EIZZ1twqTVMNCdPlsn2QiMNMB03ZAoTPjq02UOny+D4yCkykBl+5ncvjR5jSrCIUelyNpZtaUtZDJTkMu+Fs/twjDUXLsl5m1vaPPy2RJB7JJIh65RuAlr3ku+3LOGwXMPY/i9oPKbzWBUNizVgpXps5SDrGfRxZLW9knK2JTRczAXx7+99ipeuCnEMBmkFayyX+QXxqK/508xeZgSRTqo9OTFHg8IxS1OQqtl0Y8+/GUQGmGW2bk5ZMt0ieWmJojyiH5QoJMYCENodw2NVkyrE6e6ydj+1RS5fmI44IJhpl7L3EIM5Ep/lkhflgy+HkiTglXYZ+wc4IPJqX2JkjF3yti2z9S6/zx47WTBpVYRnhvy6jnB158q0+m6UHGQIq8cpGAPXiWLWbiRB5djUIuSokswPEh+TcKnUIAVRg7Vasjb7gr4wmM9Xj7tgXbpGYmbaXFlQCW5o5G9h4TUuRAi3bauD4sBsK1NV76+dJEpm+erSp57MDK1hGUWfKauSfb5TeHa5XrcDNh6yD4txG0yh4+kL3UhvZnCWNDqKFaa0Oqm9mB/14gsrEhsujfRasvQjCwHXnyOmfOHCaIEfez0MlJAL0gYq5W4ZXeXTetsOvU0SnfQTXVgCvg4ESw1BEfP0q8QFGve+EBXD2SJXAPktaDOZcjge4NgUmSv8/R8MZupFP2dI9LpVjnQC8ytCsydgzs7nHwKbVbgr1WcHjrCcSJim/ClJ0s8/moJfA0ybWh2CiW8Q6WxxaP4xWto8OEZfaK/G3nuqCRGDgE96Dnce0OHd9zd4dA5nzh2sELRFRonof+eRDJgcTF0a13J5IO/b1EqZ+6UzdOvszHYcgB0KQtsblM50rcK8xiqAPY8JulfezkAvMnPnwWzJuupBISR5dxswkojLmw5me563QshjCEy6ezzG3dYpqpN4qiHtBY9PdlDSUG7GzPf6PDwKwH7dvS4Zj1Yo9g1IrBWp7pcCKLE8NB+nwsLJUxMFmiKNcuRWMNk4urMXZj6lIM4B3fRSZFyAOziCVbFQ60BtyocerAJag5opwDq3DlJHZP0WakI14l46azk0w9XARekgxCq30Wkso1Upbj6TZxfJlFQlIMg5srunryarn8kaetemtVT/fS9tZr3v6nLN57usf9UOkkgMopOIrKCr+ymSzLWLijuovImq0tHMQT0/KcqA72R2X4+BTuzb9vaPNBkQEw2e53YvssyuO4ZgDNmzzW87V/z/OZISwV8L8H3Ohy5EPDCGTcdXyGy7W6wjI7EQML2DSH7rkkg0sw0XJKs4Ew/92oNrSXLjZBjFywLqw4bph2mJ0M8J+a997TxdPqhtLbMLGs+8YjL6pJl68RwXcjQXOmhpeo1AF4A8uBnYiioHOjugVsxBPKsNW2w2ZTNBvDnA/AH4B5i7cJz3libSxWlYhwnJkpiHn2uxMGTJXAckGlw6QpbmBzLVT/zWg2+Flq28KLfAFGoERmqLkwkRmUraaIJQofrd/S49/aUxbtJyuKBcOkZ0Enuh2d1Krn9JihIlCyEKySfi9alkmCVRVqBsqTZTysQNq0gtVYMgztn86L+FgKRg73gnBQljLGDrLW0Nh3cKm3WF2DxnITNm7qMjq0QWM3sikZpsCadcfPOe3qUtGDTuGTzpMvleY+5FUUQy3Ra1g++NUApQbsTc/q84uApl5dOebx8yNKJDQeOxRibEGdv2hgHbTTrqmvLW4e3wLiSjQe24Fpp0gd54d9crf5kCNhisMFUztpFgOfPQ+AuDMXvuycqQekCwDOJ4uqIEzOCj3+1ShA5UHYyeUK/NU0VdwkuOidDVtJrSBQ7DPSiTDGmAHR7NS2uqXiSD72tw5cer3DsUnrzJUbRSVRaZZhkyR/StV8k2ViONSuJ7XsVA4BLO9DiMtPo0qTgEzLV5zKTLVKmIJYiA3vBDRO5vr4C2LmUKfzb7HdV/h7EYPuTRsdj03iFn/pAh8QGKJlKaGM0oxWfIPS5tFDlS4+XeOmEZbHtYYVOGdzWf3Dd5blD//TYyUdZbioiI9gyYZmoWjqBoNl16cUQZaWMrrbUvHTMsJuVo/aHsucJl7UAL3xACt9Lf2f456KwCvQBvqbIShZqP1SfvQvAlnlwOQzufLbfQG9nr6UZaO8suAxtzOcfrvDSiVLa7iM0SqSZS53VYBebi4sXr18p+RraewjkfXAPrEKbuSjWmBTYQyBPL2zYc7hlV5fveVOb//gJl67RYDSRkHRNGiP0bbpkQDCscVZyByUPeMkbVlS6qigLNvO+rc1YtgBuaQUi32iseP1y5s5KYWSmtQekKLIbwqbfz2zJtJUv3/M0rSRstR2MqVHxSzg66W+F3osUMwsOnZ6m09UoFbB1Y5Px0OGBu9/0T2+67vq/pk9fOFefme2+/Yn9Gqk0Y2XB2Iimbkn3Pg8NQZRGqUkeeGftYGnTQL6LcAHgsnjHFremu1KSXKHZi4AuMregsMHUGqAXJIkqaG/V3+mhsBFVNgF3IEnySsGkD25HRxy/LPnkt8qk81dS9u537ud/XzDUVtevilwTaIriF31ZMqx782Krfuo+CzRt1pSbZI25JlEkKtPiieb7H+jwh4+WOXLRARlihaSXOGhEP32eOinZxUvyxE/O3AXplIHLZrOx+g3lhef+IfLX6d+wJvPHTRagFq3fArOvBXs/vW+z7QZlYfvIrIbdGIcgUjTb6W4WiZGEWfFft6foRem/qVU0+6bKxFFAzV18+/zckbrWtkfdj7h9j2ak6hEn6dWIk3Rb6U43odNL6IXp9sum728OA1urYZ96SIpIwVodvlabDxVXCa6QJlLYQnBZeN1nbNtncbUG3OlEVpM9p3agUgaV+90qRskYlTF4omK++GSFIycG2lsKmXrf/Q6atY7Ra7gF/UBziLgLr4cbkIc88cJEKm1EWpsiByn8MNJcuzPg3Xe3OfVJjzBRIDSJ0HSFQCeZL94PdHNHpWAT9vkylygpQys7YPQc9Kq44gg7SPELMDLV62YNa6cuSUGSmsI5KwaVmcWYb0OoM4s6nfiVZqoFaRFYGAu6PUm7B51uup9obNKznCQ+rlboMlgRo6tliCNDorqMjXXZNqXp9lw6gaLVUSw1NMtNRasTpyyepPUBw7Uha1LpQvQ97CtdlOznFHSaHAbKMMAHrJ1/nbN2DnYt7RUsPmDyge5WeRApC9JEDobmK5XgOBGnZxT/+fM1etIhn6A16JrPVpBiDXRRkvTTt3+KOsmTFf00ue0X+Q9S9kUNLobqUxKjiRMHL4n5Gw+2+dyjZU5d1qCiTKo4dIVA5fIk0+P9YHMNyHNv3gI6v+Gy78kc3HLA4CqzEaUdMHBeJmBEmhsZir/EMKv35UvheueBqhEizaQmECuBjOknHJMk3fmi2bYsN2NWmwmtrqEbWjohbJnusn4sohcldELQ7Z5gYVVx4JhDye3ywC0rxEbRCzSrrTLnZqskiYsx6bSjJMkuRh+krw3qoh4dYmvBa74uMrcosHa/AXkI3GYgUeQwg+shfzvX2TmTJ8OHTFnc0SHN0PCrX6hxad4DpTNrUGbyxA753v3XBSkynLEb3j7wNWR4gb3zxoNij2aeaJP9o98MIRVJrNk4GfBj72nxcx93aUTp1CNrJYFRqW2Y5HashaRoGw5APvhv+hOV3YU2C/xyVk8zm5kOF9nOaZlcSZl8kLo3YsDqV17vNd8vgD3O5Z8UyGQQtFubzubphdBsJ8wsRpxbSFjtWDoR9Izktn2SW65RjI1oyp6Dvm1PwOr6HltHAiZGY549HnN5OfWBg8CS9DziJC0NdRyBkoOO7aLrcUWy54rM5Wss6WuDtLXALiQOcmBLmQd5OaALTK5NxuIDQKdyZBjwKhsymT9rFaG9iM9+yeNjn6kRGCeVJ0L15Um/qXjoJlyju/tuURHWV4d4cdjXwCosgj5P2VuMMf3sZj+Fb9KtwH0d8+Pva3P8nMtvfDHV4qBIhKRn0t5NmeTvq1iAla84g9R90a5MwT2QLKk1aDObkH5BlpTpz4qAHrD2APAiCyjJi+yGMt5XEmBRt+fnq99epwSb1seMrusSRT20SphZdnj2cJXDJzS33CSYnBBo7fRYbAX80TMxWjmcubiOmWUvHWOmYcc6yY4Ntt/Aa6Xsv8E00l1rAQ5YuxhkDb1+rQ8ihguX+p0iha4VlW86VWRtme2L2f9+DuICk8tBdeDwc5z53hHLK/C5b5VZCXJwpwB35GCyVlGeDK06+c1ewHMf1gV8F7V2X6pkPxiq6sv3EzXFUtpCnbiUKKMwRhMnmhE34cHv6vCHT5ZZaimQERhFRKrHZRFoVyR+XpvJ0zzQICmU16dIm4I5BfcgG5kt7leAfFA+S1Ymm65OiOKNlzs9A0emiJ1iw3a1rNi52WX7hgRHa3wvYW4l5sTlgDAMiVSPxIToi3MllpYr2F6d0DrsWW+5eVtawJQ36iqVZebkgJ2uFlwNATv/uvB8dYCvaTSWuUda0OA5e4vCNt1FkA+BPQO3tJn0GASYA+bOWXvA3k455kuP+Dx3sIQpaO+0qSGXJ8P1JrKQVu5fhCE9Pnwurnxk7FmwCovbYBebIWwx6LQSZQe+eJw4aBNzxw0h73p9h9/5sgsqBCGxQhAYjRICBYNAM89wDr3BQdYnZ3IlC2l8OZBRA6mSamYpLFYOAD4A9gAnFF9TfC7u3Cb6P7taWUd+A0SJ5cQFj7OX3axrK91WvVoySBFSr5VwSxo9u6QRSN7y+oRaJZ1UFScSKSxlzxDFhgvzDu1uFlSqNTq5COS1F7P4/f6dexWQkwVrsgCcojWYB5cq1+GFjV+VRWcjxqS0A3AX3JI8maNUkmnxDOQydU88J+LUecnHv1RltuWm+13LdNC7Egx2bLjqqsNVLsLV2fu19HeRmdY2IxeDzWKfYpKk++ekz+n2J+sqCR9+V5snD3qcmpMgIkBhkPSELGwilYJqONBcc8MV+TzfwzSTIyq/EcXAMszBPQTqjKxspkMEmeedAWItdoovhiRfoegubX6BZtdwcSEmjqHspsQXJZIgEjhK8O43J0yPxejz8xHKdiixSNt4XLstYPOkwWJ56aSm03AIw1HipITviqy+euBDi6tctKvx1FBtdB6YyWH2FmIY5AO9nbspA6YeWISmwOL566Q/NLKf0OkDO0bJBJ3Zgq4bESSGX/lUjccPlNLeNqlT7S1l2rUjBvNX+s0E+Y23VoatYfLiORBrz9NQBnPgWgy2vS6WzxbLaNN2M5M7KokhlhoVa+69NeSvvb/Jv/wVlyCWaSOqkcSZqyJNQUpm0qM4xgGbtqRReH9KplahosDmmUNiyS3DjMmza5qDv++e2LVbglte++4fvJ++Vy7TMSDCkfhK4nkJ1mvRDBKePugAgo2TMddssUDMxHiHzetL6I7xWVosc+TVEVxfMj6RUKvEOFLw6kkfIo/tkzAxmurwfI5IyuSDPdKGsnJX2dB1oKVsH+yDzKYtWIV2OLiUkI4NS0E1AHg26LLvgw8moA4Fl7IgS7IZ1/3gUsY4bszD+x3+8PEyQehASfe1d5+98xhgSJ5chbkLKO6Dnas3HQ/NjsmAPZAGg+Irq/Iqw+Fa8cRIpEmlSg70ONaUyjEP3tvloce7fGO/Sm1DUtqLhKabn3dAWJGNdihocFko5S2sMoNgM/sdkSeDRPZ1xtY2DyBttlPNcNNDioVi8RlDAS7FlYx8dc8aLXQWcArJ1mnFPbeApckrp1JTYaQsmRwZAaPYMJESlL7tGkFrUrG3rghtwGee8Dl3ucR4xVLzYGpE4jm6vxFq2U+H5Ghl+8tPPzlhch/XXpXJh4HO0AdfC3JV1OL91Hxh225R1OA5kE2BuQtALwxz72tvmU6JXW1bvvRkmWMzfipNRFoSK3LtLShMkLJXgLsvWfqfrQjoP0Gf9C8qg4TKEEkUpMqaxM/aenEpFdIkSKOJAs3u6Yh33dPmuSMujTBLv5pUj4co8n0ghsF9pVzJkzv5R8mbM5QV+VvGyjRmUFlAaLNrmmrxteAeBJlXOw8W28/iWmMLk1zSof9xlo11tKEXSLrtEabGHN72uh6j1YDTcxGffVTTarjcF1ZYN1VBX1oxLCwmHD4a02hroo7mug1QK0lqJcFIVTNa04xUoFo2lP10bohSg7stH6YeG9Gf3WyMuELdFefU5QAfBstgFNggyVMENUPaW/YHs+cgt2vAnbF24TkHt6NjDAm//eUSH/t8FSt06nsPsTcD7b3Gn18L9D5zFy7ka2K8IEuKLDmsv3Mmv7KVzeRpe2MwicTI1BdX0hAlDlIZfvy9HU5edvjYH6aD43OQGwSBkCiTD5LIwF3U5H1KzXQG6SLQvxdJJUr+nqUsBKEiB3r6/y4W1OWIuGJF6wfSdjA+LklLQ/LsqpLpljPpkHuLFA5JolltVahVStQqMaO1Nt/1upC5hR7bNrQZqZfQnW5Ms21ZXPaZrGo27BCZ1k43ZqqUBbWypVY2VEoJJTedl53qsjSzFEaKMJLIRBILS5IlFooX8UrbcDABKf/+FbM2Cq/zaUpSFWVKAdxqrTwZ3rNeZXvPpBo8wnEjTs5K/vDRCu22AyV1JXv3a74H2ruY4BHFz7XmddFK/dMZvAD6/lHIaOYVhlnTQR/oMge6xMhUi0upiaKEaiXmvfd1+OoTJU7OZOnXtAiVRAi6WfJeCNKOLDLaLRRkoUjFdOaTKzJ5YlKySgEvssx2+r7z82QzFOfSZZBAHZyXYe99AOwogSiGME4BT5Y5dXS623OY/awXapodie9qHEdTcl3KvmW80qRaMpS9CJ0YzUhFcO/NMVunFNZCo6OySZ5QKaXArpZiyn5EyUu38VAynSsdRpp2zwGhsSHZ7I3Bclt8DOswWwDJAMyiH8gN5Ek+d2PA3HlAaTJ3pSBRitt753vMyMwxyZhc65ggMjz0bIVvvZhVC8r0M6xl7/6qIcQgwCzEEGsTXDnCxZ+G7GECGwZ64TAm9Z1zmWKzrUhS3W0GMsVIEiFRicQIRRRovuvmkO+6o8uFrzgEJrMf0kooEjSBIA06ydhViCxzkz7bHNCIzAvP3qfM7geyAFOmlYGDupTsWjJg9KEYLFvZ8lPUX6mMJTZph043sLQCSS9Ox0wrke5tWnYt3dDQCw3dwNDqpANVg8jS6qYxwNioZPM1irG6Rnu1Dauj1eZX65PBd1f8FTQSx5kgCD1KXgrsSjmkXgmpVXqUvADPDZEywRhJu1tmdmmEMJQEafVxn72H6KvA2n0Xpe+BD4At1rJ4P6s5YOw+wAsyZa3e7teZyEEqXso0QyvdmMf2u/y73xwhsXrgnEiFELK/ZYoaYmw7cHfyCyavzt7/FUnMAbJzaXKFTLFDcsUw6JG1RmDEwFHpa3KZeuPCaOI43V/oH/9Ik2MXNY89LzGuyHg43egrNCpfa/pBn8jFtUp3gxj+ILavvaXMGD3X5tnNbrMFwBZkaDG7vdYDL65k+U2eJJbVruD8qqUZxCTWIoXC15KqKxktwVjZUPUNFc9QciVBYlnqdDHC0MYDp/zVrXunVvXxl784p7X8meVG/btXVgXbpzTbNyi2rIsZr/eYrHeZqHdIbJdmL+TZVxVnZtNtrkGRRIbrNlviSKV1Kv03Pzx7bq2LstYmHBqi3q89KciTHOwqm0+tBiyurhpMZhsoZQ7KgMVjLixK/ssfVTl7yYOy7jN3n71Frr2HW9KuXm8ybAteNYM7ZPYOwD2kw3PPu7Bk5+n6K3zxgj+eyIy9jUIak32dJYAizfYNIT/+3W1On3E5tyJSb1ykNGsRhMickPsg7jN5IY2fyyYlMpDnH6PP5On5KmrwtYF4jgkhUgeniA2yoDQd9SGYGE2443UrJHGEEAmeZzkzo3npZIVLrRIzqy6TVVhXM0zUDJumNLfv89m4rgMITh479jOnjh2Z01UnHVKZuC74Y4yPSDZNhWzd0GL9eIP5RpuHDxpeOe3ywtFxjs6UWVhyqXmSkiMYKSW8506Xreud1D5cA1qKwC4Cfc0UpkGCZ408EUX/2xT88KuAW17FFsxLYbPXiZvw8S+M8EePVLB+Cmpkqr+FlEP9loP+xj+hY77ATlwNyFz57X6CZ5jIBzIFhgLN4fmFWZCZzQ+0GXNbawY1KiIDudDIbsKD93c5fNrhI7+mCb146I601iGweeNCdr2SHLFXuitWpMmWvON84KYM9HauwfNzVQR7Hsv2ywX6+Eh/35GCii/ZulHxnntdaiWJ54aUSyHzKx3OzLZ59qjm4OkSr56vcXi2zMZe6tbUSh41z0FpTZhoJBa9fjzd7GfjhGHrui71Wpcw6SJUi088Kvjq8zWOn68Qhi4mchgpw55JS9mFqg/jNZduz6PZEYyUTdob0N+YaA2wX9NFGR7BK9e4KEoMNj8a6Gs7BGop14BcJv1D9mtOEr7xvMdvfqVCL8mm4IvcGsyylsIOae+h5oshW/MqbH2VwPNP1yqZRZhLgMJync9NWVtCa2XBKpQFZ0WorGkgK86ShsRoPMfwI+9o8/TLLt94UWYBoMxNZQyank0/dH8YbV9Q5/Xg9CUKpHGBMhmbD7F4fu+kqXthxWufn8KNn5JeWkRVLUt8x+XI6XWMj4RUy2nsVy2F3Lqjxw1bA8KkzZGLbb72vMe3Doww03G59Iqmckxz484Sk3WXMDbo04strJU4KqSdNGifDPj6fodGb5KlZgrqiiOZqlmqvqHkQMkF35OUfclIVVOrZKWxZPMKc3bOJ/8PLdl2COB9kBeZWwyYe8DixR2/7FBQKTO9LYvWYMbYfWmiIzoB/Myvj3D6kofVg92Sh7R3XuuSg5o1zM3VL1LRPRnC9J8gyItd7H1mL+hxc1U9fpWiLJlVHMoiiytEYhBCI0PDNRsj/tmPNnj6H3m0eqIvU/J3nkhNYPKVqOBfyiKDpxKlv+oIgRU2tRANA7Bn8UlaAps5KAX3pC/n7IAsyLqPIA2sG23DpQVFu+tTKTmUfEPJS/DdCrVyRLUcctPWHns3Bnz4zUu0e/D1/RUWVj22bWwzVlXEiUVfWppCSkXQa3P0ZBrA9FoWG8HGsqDiWcquwXPT/d3zPd19T1LyFGVfUC1DyUsHyeezSIpsN1xMUww8BkwvxeDfDNmCa2TJkDwZ2r+xwNoqZe08W6l1RJzAL322yotH/dTzljlzp+kxJQoVg339zZrPUQD7GuYmu0j91jxRhK24yuvBt4YqDPvgHSRWUt1th4FtBwzeDzqNTEGeSIzIjiSTKsZwy96In/jeBv/hU3XCJGPxHG1WEBtFQA5yUoli8hszlyRi8KZl7vCkFZZ9r5wU3LZwzgR2IE/sMNgt2b2GRUT/b3vvHSfZWd15f5/nubFy556enDUzyhlJSGAQBiOMDdjY65zX7DqtX+e43jUG9jXYBuNEWuOELbQiS0gIUEASiqM00mhynumZjpVufN4/nnurbnWPjCTAwt73fj71qe7qVFX9u+f+zu+c8zuY/3k7RmvohhK/beG7Gt+xcB0bz3Hx3ATfrVD2I3wnRtuCyzc5hFHK+jUVhho+cZxivf2X34jrljl6+HGeefyTTM9ZfOUxRRAKKh64jipsAZbZTeBmlU3f1XhuiueYxammZD4IaFgC8qXUpKigFGnKwMKjtHBvorcs0pHeTvU+0GUWxS0v4Y6vunz4pgoLHRucvuaNKCon/aplcUa0yMP71mxn8SDsQ4PiI2IJoAt3yz4pSoaDPPwswNYy6z7Ug0UgYWTERCqkTk2/Sqyoeik/8eY2Dz/lcvv9CkpxRkOyFyEFcSrpZs9fFECuhVFVDP8WZhC5X2rsURZZjOLZe5hTl34yqXtSO8K4l4vMKcu8ltRYBEaaTiB7QdXgTuHaCte2cR2DvYqf0I0Svvy44PCxiB996ytYseVcFhZbWFFi4Qibuabk1odSphcEVSVYMWpT8ZUp+tgy24ggso1kZhNwvk/SzSO3LOxoLPSkGGCbV1Rskc2Vk0GK0r8XmWqihC7IhEvB3U80B6K4NAUdacU8c9DiL26ssveMbTrFRIF7F6N3YeB5AORnoycD1GRwH/3Sk3vgyIPhksIOS3h3v8uw4F+4VCMvgL2XfKYpqTTjbSKnKkIbqhJpNgzF/Oxbmhw8abHnmEBbBYIlQGMTa0lXg0iXRPIcoRnI++DP++ANZZEyA3J+L8j4eL9nvPfmZAY+xfkLJaFraexA43ZTs3rdNjg0q9iz+wzwtZJkZEjzmssWOHQsYmJEU/IVaIkVJAorUXRiizR2GPU9pkYVwzVJyRO4Nj13KEsNemo7PT/tNOtA073dKkma+3sMykECPWCQXgS46qko6RJ5cJB3F8EtexJgkXebm+PGnFwQ/OEHq3ziSyW0XaAmIo/eYln07vd967MoJwxcXpd1DRbFlIEM6qwBewDsA7Qlv+WFngEenvem9JUULYsFIPO+mmieJZ8iJU5SbJnyxus6LASSX3uP5NS8ADcLs6mJQDq1iRF0ZQHk6MKL6n+sszqFTvtFIbLkU6b99yIfNs77xYs1gNz3Mt/1BOZ/YGXuwHa+gsbKd5/2b7YlKHmK+abNyvE6FvNmx6mtie0USwiFbbsntVa3XXjOyPUrGwsMVROUpdFpto6CwVZVa2ATgomaQkCaGq+KbmATRhYx2QsfiHz9FXNnLexktGQ5TTlb5M7BnW3gLSSYthUTkvKZe8vc8WCp32siM1lwgHv3twYX/QbP2kxV4N85Fy8Ce1nALtLvpUexF6XIwckj9yAPL3YaykxNycv3SSoQIgN5dpmX+RxnqkmFRAhFHKe4KuXVl3Z4/ctc/v5WizDO3oQCVdHaIkpNDwnFSK4Ho3ev6inJorx5LO9z6RU+9fIrX/664wSCWNCOBJ1YGpMpjGOZrcBV2Ra8wvxtX9SAWKdYSlL1Uy7aNoFl2be5nncyCLpY52/bwM2f+ZeDCO99O86pXj93+lmeOeGxfrLL+RtipFAIVCHJMkATwkRJK+uv1kCc2DTbFWbmK8ZDLtcVnouWFIC+HNz9ldE9cIt+QillMsjBM61bZopJLFI+dafPuz5c5eiZAu8W+bSOQgp6VhBWb1yukAcUk+QB75MlV6UCBx/IO87GT5YAfSnuDTVZyr0LLbTZXKTuRW4TWKTU/WQzSzIToRFCmfvU6uU/UZiyajjm1358gYWu5JN3l4mS7MwucHItFWEGclEs6Rcois6WVJFp6L0Ldja7Z6qa/d754ltRfM3dSHCiCQtBQJLE2XlmJqosYW55x6IAhEyRpCgZc+6GgLWTmoPHU2J7ilan/b4vfPG2g6//jh8wsfZgogAATqBJREFUO3pGKwv4XsCTzwTc9EWPE7MVKhXF6hUtlIh5w1VN1oxGJJktr+OkPHnA5kuPuoSph22ZJh7P0rx8e8q6cdOAlebOSr0IfhbOPVDcKUiCOQdfErl7PFulvUSyH7lNUce2Ew6ckXz45jK797lQziO2yrJEQ00safq97Z4VxKDe/ZwT80X1JE/GCpFpGW3pRfI++TwbsE3UTpcUfJYkm/Q/z8v3UmRutEIgsl6VJDVbiFNhOknMQHA2ICEs4kCzdX3Mj76xyYNPOBw8XciYc2ce6IHcNH9nNIY8YmfDEXkkz590OqiLGxtM3cd94T3pe4NrLt+2yNXnzeNZiVHnbU2Uwp07PZ7c72Lb5qeTFFaPRbzhqg4Syfpxh4pXYs9RzVyc8szhlCQxGbAFMDJ6Lp7n0zgpuWTTNJat+ee7Kjy0u0xCyleeDPCdiDTrX1RKcKppc2LGQQpFyRL4FlTclNnTmtdc5lLxxcAUe18KHAR3vyi0HNwyj9Yiuy2RB2WhFVbKBCnMFWW2Kfizv69y56OZ5XHOuWVfFuxH7z49kfSVElUA8TJZkLN1E/ZD91mTy+dmKAPT9QPJZ1FCzClLanhvj6YIU7qX2cxY3qosRKamiBSRSYiJkIBCiJREpNBOue7CgJ/7gUX+54fqzHUKPEv2n09KFsnJXnimngipl9OVAsiLIXsA5PmfyF3CHMHYkOT6K12u2F6l5JkxQseJUDLkdRe3mWu1UMoYgMaJhWtZrBw1Q9cHjnv8yxfr2CLluus2sGXr+b1txxZAqtaybsPE7e//p7vf+ewh99dE3KFma85dAUmqmG2XOD4rCRMj4wghcC1YW9f4tqZka8oe1EuKsuNwcsZCDCeUvUxW6kXv5w/uPi0p9IMXqYnIek5EP3IrFdOVmr+6ucIHb6rQTLLdgWJ5YmmJfP12duIVwJqXP5ZWL0107i/PohD0yCK0EIX/6vNA+tLpepOUF8wwl+jkAw1YBcqS943LpYloRl/S1NAVIXQWxTUkmood8VNvbnJqRvLev6/RyU/UJfJhiiLQBrhCZmX9/ETIcrXnC/JiM5alBCVPMNawaDYb7NpfoV4NKfsxvhPhOqaKuWYsNtXRVBDGFostjz2HHOJEkuiYS7a2qPiKyerhd27Z9L236+BEH+A7zpnkb/7qf7S3jcsDk47FkeM2ExWFADphwqmZhJlmQjfOGs2kobSurXFtKDmCsi+olS1G6sbDL82TyywiDlYl8whdBHfx8XTJx3lCWeDfWYLZu6kY7JRdexz+6fYSi5FV4N3FnpNCYpkVdvLOxmXceyBCn/0xljyeA3sw53w+SF8SsYvJZg/cuk9RWMLTC0qKyGyOZU8TN3sy833yiTBbXoXQxJGm4kZ836vb3Ha/y85nJWmRquRAl+ZkCfMKZU5ZslnLJDsxRXYCLAV5rwCEmc/M/Q7ziJ4kmjPzAoRNO1BUSzG+a+O5Ca5tBA0lTQQPIouZeZfjZ1w6WR9Ksx0SJh7PHgsPfOG+P2z/+q/9dh/gANe94gZKJY/P3XYPydHHuGCzol6NeOpAwokZjWdnwVCYe8cyxR7fEZQ8Scm3qJYU1bLE98xaPiv3KClM3ogC1y5WM4tRXckCPck5d5Gi9Er0GfcWMZad8vg+m7e9s8ETe1y0rfqcW/aBLjJw24WkcukKwLNJg2erXg6sJxE9Nj6A6edDV/KovRzwYmBOkV6pXmeVwr5Zp8g08dxjPU84RVbKFxpEIYpLoUhSjRAphCnnbox4/6/N81NvF8YP3RmM4AaoFkkqCfIekzTzHu9F7+w193qls+ee9s8VnV0dBMaMKFFmwKEbJCy2Y4S0iGNFNzDyX8lLcJ00A7mhukkiQCQcmW7x1D6bWtli3WTEpRdvZ/3ma4mjLssAXqsN4Xol1q7wke02jaEmlmrx4B6f0/M+9ZLZP2krgWdjKpmuoOQqfE9R9hWVkmm4KnkJnpPiZtM/tpX0fE16HYZZ8tkHex7N015UVz3VRPdoieHamVqS6d2WndDU8JefKLNzl0uSy4HFgo4cpCaWYHlZfkA5YZnv4Nms2AboSy+aF+L3v4Lw4kDIAA3POPfy5qsiH+/TFFlQWfIkU+S2xkJm9CR/TCIzhQWMRi7QqERz4TkB//mNLX79T2yasTDo6EmE9CSSREvTtyKzaflcTs6A228jz6I6ff07JatYZgUsU5rP521NeT5JLMLYWEAEkaTkpniuxLUTHMvgZ2yowyXbF7h/d4n2gstcE9ZvqXPF2Cjtdqf3vvYA7rk2juPtXTmh9h07HG/40GchjobxlMOmlZoTMymO1HgOlF2B7ykTuT2Lki8p+8Z0pVpKKPsxZT/Gc2IcO8mSzELLpRm3XgLsIlVJ+zSlEMmlKlQqRX8qvp3Ahz9R4cY7ygSyAG45WLEckAWLkuBzRe5lEXtQJekrJX05tP9pT/1/HjG8APLckWDpEDJZkNRL+fgSypLmRjz9QWWRyt77LLSxHyaXENMsfU00joh4yyvbPH3I4sM3V2hFmGgwwMfN34sRhKmxdBDZoITUJqInA6NcBZu4vLSfRfQ4ybem6b4UmsbEiSaKFWGsCCNBFButXPuYGocds+dgBc/1eNsbAzphk88/PEQr8fY5trO3I6PeX1f5B+9457t5ww2X7xPSH9u5K7hWRRFbV5e5fJtmfLzDl59QNFyo+JJKSVEpWVTKilpZUitr6uWUetlYTlTLEZVSRMkL8dwIx0p6SkouzufSUJGi9MfRBqflcxmw2GtiSePp3YrhQ58p8/YP1jk16xj+lDtTFTRvIcxed1dk42h5Bp91DubbIvr+4wVPxBz4mfFM34Wr4KybGZD2t8LlNtLLHyua+vdzlH7vS6/nRfb/7kCL7kChbImyk11B+lZohZ+BfjcnBQk3PzM11KspF2+PWGxLntqXFYEGkpAsDRfmpOon48sLYP3T23xvos1gepAIurEkTARxmnuhZ/7gWpuJ+vxk1QKNNFdfpSm5CaONJjfdLXlij0+z6dFuu2zbtIqp1ev//MDhQx+4/OKLlkdwEzR8Eu1/bs2kfEPJTS7Ytvo0tUqHD95qkyQOtiXwXUnZV1TLimpZUPVTquWUih9TKUWUvYiSH1D2QlwnwnNiklTQDc1uGR1bJEl/hoSBf1pfTREDHDwDuuhP5kiVIL2ET95S5o8+WOXknG16XXtJZSG5zKiJI/LV22fn3c/NtZcnm/9qr8nXoCZnC92DRpz0JcN8ooBBpWXAJDMrjeccXGiN0DJTV8wwQ5oat7JUy17ZXKRmxDCnK0JYRKFmshHzWz+xwMyi5B8+VwEPesOWveTTIkURabAyc06zgCp7XmJ5TpGm0E0Ei5GgE5nn7dqSkg11V1OLjQd9lN3HsbGK0NpCALZSVH2FbWnO2XCG//3ZiIPTim1rJbGtdm4/v/S5drs78GdV8ZMPfujvuPplo4chuOzBZ+KLpsan+ewDii/cX2OqJhmpSxpVi3rVol6RNCopjWpMoxpRrwbUKwHD9RajjUUcZwHPW+TRvTGO02WokhLHDmFkk6aqZxCzVEUZaKrqNVIN9ppYKsZyE/Yes3nHR2o8+rSXDQ4Xhod79wrVi9y6t6VByQzsom9HV/QgLwJfFaJ333lLDEZyAVLKjLuLXjT/WhF8wJNRFk6yYgQvRPr+fcGEv3e/vEW5t8qxQKH6UTz/PjHwdbSmVkvwPc19j9nMzmUDmL1fkJ/hRodHDF7pin30IjMrFcJE48VQMhuETDRm2bZmgYPTMUGqmetYRKkZbS5G896ZLaQx8snWtp+3PsR22pyYT7n2QodTTe+zz+zd++c//cM/OgDwgQgOUK5uQgrJ5pV7uPGLVY6cqLBxzKJe0jQqinrVolEVDFUTGpWYWjmkVg6oVroM11qktPjSTs3Nd5c4NjfMyTmH4UrCm65u8bpLFN3QNtU3aVhlb195T1EZrFr2izz96G05CfuOW/zuX9T50sM+eP2xs15BRxjUyp5qkieWhf2WLGmFLVxil3kQQuF5Fq7WA//0Fxa480B9tsf6fFwvkw7zyG50b7N1QwiRaeA6492m2CN1kiWf+WOiH8XRRlnKY12WOyRoRBdeeVHAH/zsPL/zFw32n8C8iXmVM5NFtBZEqdlhamnd27OTX5lzy7s8oFR0zJtfMc2br25Tr6RMz81xah4+fleVe3YOsb/rM1KWjEQpYayJk4QkMfxcChtbKYTwaXZsrtq6yFRjkSOna5y7eQNap8vey2UAv/zKb8eyrPCpA/9MGrb5zisltcocD+9qUKtYDNUEI7WEoVrEUDWgVgkYqjZRqsnDeyL++rMVvvp0nblmGUdZ1FwNbc0X7q+zakgyUss7EROE3XdOKlKUXBLsWz/0B4ZtO+HgtOL3/qrGjbeXCGU2FS+sQZAvKehYy2hJob+b4uTO0o0NvWC1rPye3w8M7RSi4dmS06WqyEBzVXHEZ+kgRF7i7/2c7lMYjEbepyi5Nq4zTTvn3DKTCkVPcRGpATSCXhk+E7ZxLc33vKpDogW/8+d1Dp3O3kxN1jpobimSSAuc4kmYJZ9SmIYpJxsmXjcpeM35dcaqFTw3ZnJdgOt0uHrHAg8+s8hffbbBw3uHaIUu47HOQJ6SatOfYlk2ti248/GQmlvlgs0WF+0Y4eIrXhGmafy1AT40NEKlXP3Vay7ZuO2cyYPXHT8zy+N7HRzbYrQhGR9KGK0HjDS6DFdbVCuLLHTa/N6HStz+8DjtboWKp1hT19S9lKqvqZclkyM+p2YUloyoliLyCXmtRO9SacDV59+qUMhRynQIHjot+fX31bnpjjKhsjM3qqUTOoZ35xPyva3EcklDVRHoz8W5lyRMS4FfVANFL/6K5aFZfI3oXhyEyGXCHjHvF3WWFYSgp4MvVVZ6kTv/PM1BXjxJs2ibgbvXWIcmisFWMW+9vo2l4Dfe2+DQ6Rw1hVNc2iSpIBICp2D/nF8BLQmuDVUfxus2+46UCIKYRi2k4kdUywHVUodXXdTmqnNn+MKj8/zeh8Y4NF9jIbDoRpooSUnTCCkE9Yrk3A0xO/e0+fxDw3zvd57z5RWTK3+13VlY9raqpQ/80dv/iGuvuyLUqKsefXLvhXc9YsuSXWb9SotV4wmrxztMjTYZqc8TJPN8+r6Ud/7zCF96dAJHlZisCCYrmuGKZqgiGKpIhmsWI3Wbcgk8GzP5U1in3Tevzxxgew1VceZxYjahnZyX/Maf17jx9gqhWsq5B0fQpDTgdrNmqlwa7JnYF4cb8o8Lt7zxvmfbJsXZ+bfItspJUfie51ZRehvl5CD/Lt4P8PCz8u/BE23pVadfa8hi98AVSPQ4eLEprA/XQvKffWyRsm1TzPhwyn2POTQ7YllyoIXsXTF7t8zc1lEa1xb4rrlJpdA629wcq0wStAkjB9tyOHdtzCVbFlGyzb5TilNNmyAUJEnWjqYlIzWX8zZoyhUnOWfz5tuPHNnz8Q0bzv3aEZwsIiTR4tu2bWhcVrJaF5Y9WDvZZnKkibKaLAYdvrJL84Fbh3jyUB0Ll5V1qLspFVdT8gQlV1L2M8WlZFEpmdK+kDrTYAe1bzFQ1EkGqYkVk9opH/h0jRs/XwS3dXZwZ5E7n5DPW2EH/MaXRO8BesLSSqboReDn6vvO468pifPijqKasvRLAwpKv2xPXuAhj+Z5qV4PqC15NEeD0LKvSRePHk1ZemnRKGK+5/o2uw8o3vnhBnHvjcgs4YQkThWhMFQlRWceL716JqkWRJGm1U6wlEWSWgShpBsq2oFNq+PQ7LhUfI/z1rW5aGOLH3jVET54a5VH9tQ53naZaSvOLGpmFxTlUhm/NvT4zHzzbaNDlbO+b2cF+PWv+g4euvfvkpHqRt1aeITVEwuEaZMH98fcvwse2dPg8LEyceIxVYEhL6XsQskF35XmTPUUJVdR8iWVkikEeY7GyVb7qQLA+y2xBbUkr1KqCGkn3HKfz8duKxOofHChoHMvAbcts8gtCt7eOaAZ7BQ8Kx35Glw759NL5cOB736BMmFxqmdpgUcXv49sCII+0Ad/Jh9xK5bw6fPu1FQREf3EMx3siHpOpdMRhq48+LTN5+8rGxrVs4MzPehBKnAk2KnZGp5oQZJCnGqiRNMNU6xOknU4KqJI0o0EpUDS8RTtrqLVsWl2XKqlEpun2vzRj7bZe+IED+91uf+pMsemXZ4+7rJ5hc+28zfqQyd08vrXve75AxxgYvVrSOL2x+bP7Nry8LPT5fue9Hhkb4kgsohjyXAppe6nVBwTsX1X4Dlm2j6fuPddScmDkpdS9nWvhO9YSWG1djLgI9j3EDR7c5Sd8Jl7fX71vQ12HfAK2xfOHrltAW4vcrNM8+7vl9d9Kasgq8mzRvDlQF+mmTxHEvp88f3cXxT9qmYvER18zAA55+Km406rfBxMZEtWjRiYZiV3kUozgCMhOwMyrVsNPCedvRqNgFiwY13Eu39hnl+Rgs9+pWxeqZW9+FQSYxEkZgzQSszV05bGTDMI82JaiibOBotVb6Fr25MGM66F79ksthzmmx7VUoU1IyGTdXj1+ZrH9oXc/YQgTcdbN7z6yo9VSj4/+xxvn3qu9/Xd7/5f/PgPXv1wKus/8dBjJ+o2LiO+T8NL8VTCSAWGK9CoSuoVKyv8WFTLFpWSolqSVEuaSsmU8CteQsmLjbeFm+BmZXwz9hZjqxjbjrN1fhG2HWE7CZ+6x+c3/rzBUwc8cOysSlm8LQG31D3jTCvj3aoA9L4Fc5/39ulLBv6BSmOBM+dcOwtcvcVT+WMiW6VIf9vz1+LgRSly6b7QIt8eXKS7nIsPVjqLOnjh5FtCuQx0l1xtejy9eJ+fwebkGB+OuXBryOETit0HrP5UCAKEQmP+H6oQKCg0puUNY4k2e1fjBOJYEEYi60GRhJEiiBRhbBFFFt3Q4uh0mf1HG5ye97FIOf/8i08cPTnzQ1defmn0XDh+zggOsGHrNubmFimVdzJeCxk/r8ttD3WZXvAZrUmqZUnJU6YRxpGZb0rWRuuk+E6K6xhLCc9JcN0Y145xHXNv2zGWHWHn67RVZG52hLJjPnWPx2++v8GT+/1+5JYFWpKrJbIfue0MrHmSs7Ri2SuGFKM0S+6LTGNJIrZEPFl2CCiA58Ud+iyfDM5E9CXF/ohbf34z1WQNUCwZfZOZv3ZqUk0pSdLeIGX/D0jd/1tZj7nS2avOtO8dayPe/rZ5NJrP3FMx35xN6Mc4tBJV8DzsPXFSndGV2NhCBLag6xhnBtcxqypdW2bNfBYVX9EtKzasDJlemOe2+xuM1C1WTVZYvW4rnl//V9/LfxXg5cpQsNhc/M/nbV37L9MnHyt/dXfEqVmPqRHFxIhNraIouRLX0Th2pm/bugdw1zZtjo6d4DgJTj6obMc4GagNuKMeuG0rwrJiPnefx6//+RBPHSzaG9ugbPI22KLOnS+KysGtCm2w/Y/1YG8Jg6B+LnmwiO6loD1bQime4+N/FcgsmezJgIvQA3r5IF5M0qhFoU9cFPl7n6unvWGFftJJaqqvaV4+zAj4QHFJ9k/pnmc5AgID8nf+l3nSFD53X3WgzyFG0MTQoATjABCnECaaMBYECpxI41r0MNOzh7AEtmU8eMqepN1RuHaJsXrApedO88gzVTb457XiRPxntzoWvGiAnzhJWq9ve2Dt5tLCX964p0yUsnLEYeWYxeiQpF5Oce1oYF+8bWkD6PzWm75PemX3/pbhYuSOse0QacXc8lWXX/mzIXYd9I2AWqQkGbjzZLLYHagKYC6Ce1ApOctlPWeaYingRT+KLwF6EbzLkrLnG7qXIFzkj4kiiAvf2usJT89qzplH6tycPs3GzHQWyY1vvej9HiBTTWTBBllksMz7zSVk1VCZCrTKwJ5dNbatjfh/f24ejeC2+yskhbM1wqGpJWEq6CbgKYETZ4UfqXGymRTXwlg9ZN47KqN/SoFrSaplxWLbYtXECOesbLF9TcK2i69ZqA1teCAKm2fTg54fwP3KGL5vn26347e85fpLvnTkwCP26gnJSD2iXgnx3QhLpcSxRZSY0ShbpThOn4o4VtxLIHMbx4FBBhVjyQjLMiY9X3zE4b/96RDPHMrB7YByegUcWYjaxQpl0c9kKbj7fodni9hLFyQ9B3jPkmgOIvNr4vf54jzHR+Hrot9wlX/O4BByT2IsNmGJ/gmQamPl0EtIU2mqO5ndg5TGNMj4DMqsV0ijZZrRFInOjE60No7EIKAr2Lo65D2/MMd//WP40sMZyLU5exJt00ktAilYTMxEj9LGRdaR4CmN74CvNJ6tsZX5f0QJBClYMqHsJNSnJYdPKkbrLq96xSWRFLxleKh+2nSCvUiANyoOx44e5pzNm4+uHOnsm1l3z1ZHzaOBAycjbt9pc96GmMs2W3QDHyk1vhvhuwGOHdDsJoRxgtRmmme0bsrEcSLJhxtyKVDYCbc/4PGL7xli92EfXAekawAujbWxJUzTlC0HLdZUAbxyKbgF/WHiJRRkKeCLn8Pg9w+gP0f1i1RNzgrygiRY3HKWo9pgOHs8B3P+bXlQ1n0AF/3G0fQsTfKtETIbOuj9mRSElOjMNEhntQqzolsi0xQpjQdLPjrWd72FTatC3vfLc/zCe+ALD5RJVAo6BhmDUKSY/TqKhPFGgmUM4mnHFifmHHxlUXEkFcdIyM045ZJti+xYH/LwLounj5WIj2nWjvt8++s37BsZ3XD00KHDrF275sUDHEApxf7dnztou0M/lTrb77z/iTu57dEaR07WmJ21eWZvykQtYPV4TLXUQllt9p9IODQt+cRXfJ464CKlpuZH/PQN81y5vcvKkby1M8VyErTQfOFBl1/8kyF2H/HRPXC7CGUhhcCV4Mr+qFk+Bb80YTTS3/Lye9El9qx2ECyRAM9CS4qqBJwlkr8QmOvn8e16yfcVgV04GXrmQAKK+vjZZjzTbAo+HyvLHalSsoAuIBFmXQvo3hpumYFcSI1WSW+YIj+7dFewaWXAn/ziHD//HrjjqyVSkYKdkE1JsHqsy5XbOvzkDV0qnlGknjpocfM9JQ6f8tl9vMpi5DHiCdaPCX7gWptta1NefV7M/ukmn/6K4PILLsN14p+67c4vH7z0gku+5tv8NQE+MTlFELRwnNLxnY+6dz2x79DLjx8JGavYXHCeZGrUIgzbVEsn6MSL/MPnHT5+1yhPHqzgKhspJFpDEMZ85ZEaP3bDCd7z87O4Nghbc+iM5N6dPr//1w12H/TRXgZu5SKkhSMFnuoXboqReZA2DIK9z7vPMkS8lJ4sAW6vTF0EfgFYyxLN5w/rF3ycvduw2A+u+ydBro+LQsVzCcB7UVnTc4ZIsyFiiSnMmPWQ+ZtbNGySiNREbyllRo0EOkNRBGxZHfBnvzTP7/1Nyv07fQ6dtkGBYyf8xg/O8uOvTQmCKp3AQ2vYOJnwpqu7PHOkycfvXuDvbh9hrlNnq5Q8/NQQJ6Ylq8Zj1jSafMcVZbZfuOOuqy6/6nir3aVS9r9+gAO4bpl77vvqnnJp+M82bznv5QsL97FuwmNsWLJpVYe1K87wxcdCbn10iE/cOYKjHdYPQ8XReJbJAeZDRTtW1MqZOOCl7D5s864PVvnUV0pML7ho1wJhOLeQFp4SlJXu9ZMstXhYeuSRN//6WTczUAA3zx3Bi5H8bCj+ZoL6bCBfJh0WnkBPBixwbpMgFsCeubfmxlRa96vyEiAbdUPowtBw8fX2t+Klqak6p6lE67j4TcggZcuqgPf+P3N86t6Ad32wxrOHLKSdsNAS7D1WotMep9XxEELj2DG+G7FqpMsvv6nFhokz3PJQxGPPDBMlEZvmJcfPKCaGUi6+ZBtTo9U/2/30/Xu2brvyeb13zwvgAI3R1fil2gPnbW/eXJJnvksGhzlnQ5d2OMsn7k/4wGdHmJ0vs7IqGfJT4yvuCfysulktp1xz2TzXnNfBL2v2HLH5g7+s8fHbS3RTC9xs1EzZCGnjKkFFaXylcZRZK9IbCi7+Y+nvawQKUXxpA1JxJEwv4+MsieBLD/Ecj7/o42v8rmWgphCNe09G98FMIZKTKS309fHcn6cY1c3vFD1LwXy2Ml8NWFRL8r/Yc/yVEq17mkmvtyiWCSJOmBiK+MHXtXFt+O/vr7L3sMu7/2mcu3davPLcOhXfxndNdbvsx8wtlqiVy9xwRZOX7VjkA5+LeXh3lYf2ltg8GbFixVZWTG2/ed2GVQ+k4eLzfpufN8B3bFpBZ/HowfVXX/kLxw/tUrHY/4ZbH+1yx2NVjh+38aXD6ilMccc2VhKVkqJWUgzVJKsnIi7e6DJas9l7MOL3/7rKx2/3zeoMJ0NeNiBsywzclsbLAG6pbFA4e6fzjbhJmjmsFhO+JYnkwKR8AV9nvWX0pMjDlyorL8lxNh18KT/vUZPsC6KvvAidO2MtieR5uyy5xEiP6/e2Keu+S7AQGisxvUNpAfw9ZSxRpoAUCFxH85ZXtSHV/P5fD7Hv1BCPPOtRFppVY5pGTVErK2oli7KfMN90mJ4tMVzr8NOvW+TAJXPc8XDM4kKd4aHGpxqTV//C088eO7Rty9rn/bY9b4AD+NWVfP7L9x2aXHvhE3fdNf2GZ/btYf8hi40jNusnFI4tCMMEpQSVkqJRVQxVYXw4ZuV4B9+NOHRK83sfGubGL5QIdYKlNEnuTioUUio8ZWQjX5mme9ci81jJBkkw4I4T86brVPf/AQzy8bPx7n75uA+QpRXL4n3vG/p3z43Cr/M0GJAil36t9+sHo3UGU8OHM5oiRL/pCkx3nyQLBEsauUSBn/cqp9kcZ5RI4kSSJtmQcWZrbGWJZg56JS2UTEiVqV8Kaf4/ntJ876u6kM7zOx8oM9/xOTydkCYp7a5Fq2rTrSqqocBSFkEIru2zfqXH1pWnOHpMM37hCq562QVPtGfuObRtyzUv6P18QQAHqDfGkf6qd77m6mc2HDl54q3nTHS5eLPNlrUpzXbA/U9YjFUUw3WLsSHNWCNicqTN+PAsuw43+chtI3z87lFCFfHay0/yI9+xwF9+osqdjzmkQqCkwJcazwLPNveObaJ4PhOJNjopQJyt2CjMBvSAMWDHJs5CTZbcegA7iy7e6+B/PocefB7PCeYlaszz++2ZJl5UUrKn1gOryE08RQ59U5rPPQ3pt9vmdZ/e6xf9kyXVgjg2PSFRLLOxMVAqxbHMLiCy2VqlUuxMP0dovvioy199ssKPvq7Dt12ouOFKmzCY5UO3aQ4dHyZNIUpiwliTpjZCmGGaR56NaLYkJ2Z8umGdiTGHhWTzx1as2f5OHR5/oXB94QC/4oINTB/8xPzoNVM/fsfdoyu3rzxzzZbVTcqVeW6+y6UdNKiUJKMNzeRwyNRYk9GhWT5xb8S7PjaJoMKaIcWODSG//H0pV5wnQLd4ek+ZE5HAEUb8d5WJ3F5mD+fYwjhCZBwjCDOvDA1RZpxe9BRcXn7Xy6nI0ijO88fwUjy/mK+96CMHd1Eqz9tke+KHAVq/GzAn70X7N3qSInkAkHmXZUqSSOJU0upYBJHs2fbZVkpsG4pCNkdrKUVimw6wMx34i080uOkL4xw8EbH4lpQda11ecUGLb7t0hnd8LOTmuyYIEkWSxgjAdRzWTyWsmZrjprsVR2dKnJqtceG2kbsXvHU//t4P393++R9/7Qt+q14wwAHG1r6Rk0cebf/4D74ufPjBv2Pv4Vlu+WSDNHTYNGUxNiRYMRKyfmqB4cYZbrxb865/HseXPmuGNBMNuGhTFaklp6bP8G2XnOHSC7rc8oBJJt2Mmni2MRryHIFnm5UVlmU686I4pROnzM0bnw1LZFbIqo+B4iDDsiHipVG8B/Q+wr+Wxt3jwbofCZd+/QWdLz29vZDVLQX1kh/QhWhefKzgNpGRGNF7Rin0rNZEsWIkMBujMz5tWwkziw6n523CyHRIOpaZzkkS84JF5hdvx2b5rATu3+lw60N1ykNlkgAeeNwmjQQTwz5TYza/+pYZdHqSm+4cJ4os0DG2LTh4wmbHmiqbv2+Rz9w7x0K8ik3nvj4UQrSvu/qFg/tFAxxgfOU60jT96mz8spfd99hXfDuNWDHusG5KsXZFyLoV88TM8M93a/7045PULJe1w5rxhmRyxKZSljTbCe2Ox4ohSb0CUkhcZXaS58aevpOPOhk1xnUVniNpVBLWr57nyD0Jh05WqHuSipW1wmb/1R645fKq5XNgto+zFyl268Lt+RzPhyIt+7ruJ5CwhD0tO6tEj44IMs+UPNtOIZ+8z2VVJRNcO6ZS6nBwWvOlnR6dFtTLwgQaT+O7ZqOEzmRDS2kcKyFOFKmWzC8qoqbNyJig4aU0W5oDxyzC2CeKJVNjFr/0XbNY4iR3PTbEvtM+mhglBbZVYmoUXnMJrN96UWdq/YavDjj2vsDjRQNciAbNZue3rr/u2/Se/Qd+6bHH9noXbXXYtn6BqbEFnj7S4t03lXjmYIMx32JFQzNSk4zUHUYbinrZNGNJqWl1BItdC6EUvtS9Bhwv9z/0pJkQ8hUVX1Irw9SYZtu6LiPDs7z9nxJmWkO4UuDq/uBCr99bLAF2ATjPiTqWf2/x53O+m1NiXUC27mt5LwjlS8+7s/2GwryDeT4FzftsP2ACdDbChonkeSk/M6jKNrblyWJKyQtY6LT5y0/X+fKDDjumAlYMKypli3KsSBJAy15LhK1SHNv0bcexRcmL8Etp1j0IC+2E0/MSqSzS1COKJePDNr/0plm+/YqTvOdfhnnkYJXpxYhmR9KodBidWNc997zr/8Rx3d92XPdFA1y96J8E3v72P9Tp2BV3ea6rLtsSvWyueVJ1oia7jy7ygVtq7No7zPohxZpRGK1bDNdshuuKkYZmpB4xVAsYH17kyf0hH/7MMJ2oxIivqXqasgtlT2bOtYpy5l7bqMBw3Uz2T412WDW2wFd2KvZPVyg5oqebOxbYmbSo1CA1WdYNWJQRpSh8XBw+EMt+Jm/izzsP+wmtyOzW+oPHvWEI0bd/E6Iw2JyvSRm49S2d+0MOywcZilempflH77n2NO1+y2terZRopNJZ8hhTq3TYfTTmPTeO0mqVqXlpL0GHbDK/MLihsiVlpl06oV7tct8zFkdOVam5Gs/KfOKF2TARxsYfB1w2TyVsWrVANw2oVQXVcotQbAhfccX4O8erz/4Pu3pZ/LVw+K8dLzqC58evvqUdjq+rv+PWzw2FX3xw9g8mh4Q8PCfYd6jOhaslk8OSesVE37InqFegUU2olSMqpS6u0+GRvRan5spUXYz2nbnXurbojb+VfTMhVCsn1MsRFT/EtkLiTjrgM62k2RRoSZ3dm8fzSJv2omwujS1v+fjXVI1e+6rOuHLhF+Q6cjF4F9eRUAyyS64oRc19QCJcCtalT6bI/TPqMkBpCglpv0Eqe7+k7gkyKtFZZdKk6lKYnafdBBa7Jtm3VE5ljGutkgJLSRxb4YQW3dCmGzqM1i0u3tjmgadD5gKHWsdYIFsqIk01na5koWkx3yyz0LTZvGaaa84NOHxUsH1dOT3eHfuD996y7d0150z49eLz6wb4xIYf4jOf+3xHWBff/D2vG/3vM6du4/ROl20rbLaushgdNlp4vqeoVjbgrpYDhmptOlHALfePEQvHlPZt0yXrFcDte5Kyp6n4mkrmXlvyQzw3QLQTUmFhSZElmdnNMlHcUibS5OCOE01cBHh2YixF+DI9emlRhaxBqZBgGq5bAPzzfROX8O0iqKXQg8+DQVDrzLK4lyv2Int/0Vcu+yXaaNNmvaP53akyv0xJiaUUcSpJEoXQEqVDulHKYiAo2Wm2UU9gyRilLCxLYlsSO1C4dkrgWHQDm7Ln8brLW/zdF5qcaQ5TcySurbFVgtYwt2j+J/WKYr7povUY3c4CO/dKdpxzjX7dRatuXmh1O1dc9d1fLzx58ey9cOzYuobXXXvBsyvXbXzbgrw21XGNa8+32L5Bcum2NuduOkWcBkihKXsxtXLASL2FlAv82U0e9+9uULElZSfFc7SJ3o4Zg/McRckVlDxNOSvrlkshZT/Adbrc+oDLzsNlKp7ZE+Rm/L13ktiGy7tOtgNW5BVQems/dDoouS0F2bK+j8J92hs60P2vZ+XxwfD9HNgu6PT535IDAO0XqIqJZW9MrdATntcte+6zMu1RjzxaR5GgG0g6gaITKrqh0bmD0CKMFVFk0eo4bF4puP6yRTpxyHxX0OwK2l1Nu5vQDhI63ZROV9MNRM/6oRsqOoFNJ/C5eJPFL7zpNIlocaIpmO9AOzCrVJSV8OThNg/vCdi1P+TLD1vYusLP//Cl6cbNa97mli95tlRZ/Y2A5tfHwfPjT/70fVz6uh9Lzmw//9HJ2WfmVgwtvHa+ucDaFQmHTs/wxYfh+KkyK0YlE5k2XvJnef8nJe//5ARpWmakBDVPU3Gh7EsqvqRcsszHJU21lFItx9QqIbVyl7GhJodPd/jTmxrsOT7EWFlSc1JKbtZA72ZZv2NWQNuW6aDrBpoggijJlfEC35ZmJV7RiDMv3RePYhFRFFDa59q5IVCfh5/NfDP/G0Ujonz5rcq4bR7FiydbfsEpZqe9oeX8Z2W+vNcs7pVCkyTGkqHVVQSRNNE841P9AWzDx+vlmJLX5cFdNifmSniOxJYaS5pinFKglOx9bGUOerZlTijfS7n8nDZCdrlnV4kktqm6xt/yonMk2zbMEeqAUzMuJb9DMx2nUp76b6+9/jv+cqj2ZDwxdd63DsAB/vFD7+Uv/tvP6C1bto2dXnBvWJg96mp9go/e6tJpNThnjc3aFTHrVixSKZ/mbz4ned/NKwiTKiMlYxpU9TQVX1DxFOWSGTitlKBaTqlm1KZWDmlU23juAjd/xeIfvzSOpzxG/ZSKpzNvFpFZWchs+4RF2VdYSnBsNuV0SxKnuY7bB5yV/+MywOUT8blK1Wto6gXS/qpy4/0nesmmcbnKQc1ZAV70Ilei8LnKHlMFn3K5nE/rwpnWU45kXko3SZ9rGweDkhcRxHDgmM/coiSMzDZqrfsnSRHkljKFukPTIQ/u80lx8PLcJnuvZAZyS4kM3GR2IOYN8l3JZVs7pGmX+3b7JLFFxdV4ts2562wuOWeex/clrBof5/u++5WLl1x63QfmF2afrta3fKNg+Y0DOMBv/dZvYxHt3rRh/ZFOIq+77d6jfhoqLt/msn19xMZVi9RqZ/j7OyR/9ekVWJSo2Eb5KLtQ8YxyYgz2FZWSpFomA3dMtRxSr3YYaSxy9xMxv/GBcVqdOmNlaPSUFwNus31CUfGNpcVIXXLOupiJ8dPcu8ei1bV7Nm6WNOb4Zj20AZilRC+q5hEz5/FpEeeZmsAA1ejbJ/eAvgTgA/ZxhejdO8FykEs98DzMZLpYtiq9dxXKGtNyRcNzI6rlLimL/NOXJE/v8zKKJnoJJYXXkY/3CQHVUsrl21o8vh+eOlzGtVRmQa2zZN4kmeZmch7H1mZtjZ0SJxZJUubCDTFB3OWrz3oEoSKJE1pdh7Jrs2W9w2WXv2pm3fprfn5mtvMvoyMeb3/7O79hmPy6k8ziUa8PAbDn0PxHN2651rr8EvXO5sk7xyx5ilJ5kXq1zT99SfK3n51gTdVhvK450004NWdCpK1MtdJwb4nvZqZBXkLZj6iUAmrlNtPzHf7lzgrHZxusaEjqbkLJ0T3vO2M4pAzAS4pqSTNST1i3IuA1L1vgwb0Bn7t/ClcJHAvSbINjDtAe0DPJME1BJzpL0vqtIEKCQvcoTJ7MDjQz9ZqXsjdJDCaLSyW+4iIuS+nebiOE6e7TCNJEZMlillNkYUpKsHptw0b1cJ2YRqXFrQ8FfPiWSbZNJJAag/kksUi1NG1YApRQ2d+2sa2UuWaZFSMh33ftAs8eLDHTGsa3ZDZIrrOd8AmOI/BCs1MnikX2ehMOn7RYaNYYbdT4ietn0PoMH/viCJNxzMmFkN3HJvnJH3jZ9OpNV/4adD86Pj7xjYTjNx7g+bFpTZ1Ws/nht77xGnnfPYf/6MbPnBoLIoe7n4i5+c4GK2sOm6Ykm1dLVq46xXv+T5mk5WBZGifrH/c9UQB3TNkPqJU7lPwmH7zF5h/vGKdRsWk4pvfcd8F3yZQX2V+M5WPWq1RiXDdCIml4AToN6SQetSwc5xHQRG8z3W0pU8xIUpMcdRMIY5NQCkBlCoSwckti07XXq/nkeuHSPLMg+Z2tZ11K3dOWrSxRlNmJhlZ0UwgjA3IhjC0xpEgJdhbVzXC3NqZKVsBiIEi1TTeChVaKpeKM01sIzGIqkw9kf1ulKOUys1Dle18xw+6jp3nfjT5nrBKuktkUfIrjJLi2pOtIuqEgis3w+fRCyPtudlg34rB5tcem1RY/dv00tdIcp6fLbFgF9YmN08OT1/3G4kLy4Vq98c2A4jcH4ADlSoX3fvimD2pdS1ZNrf3jR5/dO7z78BDrR1ymRiTrphzO3RhQqrSReAil8WxRsHzTlP2Ush9T8UOqpS71yiL3PJnwT3dM4NklRj1NLaMmpSxy5+DObePM7zBXAM+OETLl3A0h8u6EpDjVktEVW5mE1HOMBGZZhusGUcJiJyGIUwSZc6rWYIlsltG0/Ob74/PwrZckqD2ML5Ekey0F+eVfGpA5uQuvSpECurZmvqWYa5rmJ9sSJKkpSyqRkmTJtCnImN8XRJon9jlEGjoRtAKN282dfEFJCyllRp9UgS6Z5+A5Vd563SI7nz7NF59cgW/ZuJbGUYaOOHaC25WUuoJuaNprNZpjMynNhRhL2mhdot2d4NUXzPHUvi5uaePMyy+1f3X62Cc+sn7r932zYPiNkQmf6/i5H3sTN7zq4r//rje+aXrFyu1sXAGVkmbVuMOayZR1U/N86THJzKxF1SPb1iaplISxe/NjKn5EuRQwVGvx6J6Q3/mbUZ49PsRoBRpef3KolPna+a7Cc1VmAKrxvRTfS/CcBMc2FhaHT0nSuMBdRd+Hw7YEji1xHZOc1isWK0YtXnZegFftcGhOMt+VdCJBGEOUaLMpLO0vvy3SEXgBfSk9ec+Ay1bGY8Z3Td1gcnSBxe4M9z4ZcOJ0zHwzpdkhk+oEUUZdkrRf0NHa8OK14xEiTenGgm4k6ASaTpDSDVI63YROoGl3Be2upNVVtDqWMcFsu5yZr7B2osQf/NQcl245w0wrZb4raQYY6bCT0OokNDvQ7CiabZuxmuLlF7XZdyrlyKmQwyc1zU7K0/stNqzbtFgbmvy5Bx+P/vabCW74Jkbw/Fi1en0cx/FPbFq7av1is/k3VXHS27ymQ70Cylpk30mXsmUxXJHUKzb1iqRWNusIK6WYSimgUWlhWYv8w5crPHVolPGaZNhPTEnfG1RMeu62rsbP7OM8J/dCNAZDx0476DjvpcgTzYx7W8Y6zMuqp7Wy4e/b13eYCRe4f+8IUavEWMlEcpmpCrnp+zJH2OcDbPoRXYq+RGhZKY6d4rsx9UobaS1w9zMl7nlKc/6qgKGaRZJYCK2QUvROziSRPZCnWmBJycrRGJEmtBOHbgRBBN3QJKNKiWyTtCpImqrQz2Okvy2rYt76ylke2lPiZLuGZ8nMLTg1/jaWwHUUM2WXkXqJdePzRHSZafpExwKkSrj+5RNdaa//ybi75uN1NZ++gLfpWxPgjhT6l/7gA/fcePfwfe/+6eHOkBf83RNPnfIqJXj/pxX3Pl5hfUMwOmQx2lCMNlIa1YRqKaLsh1TLXWyryXtudLn5znHqZYvRUkLNzyVFs4y25KkevTFcXPc9EbPobdsxwo5wXBehVOZjqJdxb8fOXE59I1HWqyElX/Oqizp8/I4mz5zwKTsCx9I4CSRWNjbH2SnJ12y76oG7X9TJbaVtK8F1jBJy4EzA7Q+P0goUC+3cLUxkJ6bEsUySF8eCNJG9W5wogiAhjSM6iU8QC4LI1AOcKOfbuaypsl6T/nMRws1K9wnffdUcJ+dO8ic328x0fDzLqCqQ9AYifMeiXqlwzY4ms2+c4csPrqBeTWiysnu63fjBN3936+bWiaeSyoqf+2bD7xsrEz7Xcd8XP8mRO1+mL7pi39OHDm17puyr13/1qZP2P97hUrFctq60WTtpsWEqYeV4h1o5wrVTKn7IitEFbn0o5I//YZIgqTJVSxkuaWolQcUXlEsmmewvpoWSpym5Kb6fUvJiSm5EyQ+pljqcmg34yOdrnJirMeSZyf+SA74jM/1c4Xmmb6aS975UImrlLo1qi0cPaJ46UsFVEs8y/ee5xGiKHyIrZ5tIqKRAqiUy4dJGq1wWzCW+jNsaf0ezmtFz29z7VMpNdw9jCYeqm2KrXPExALcyVci2NI5jor/jxHhORBAHfOExl7l2mZIlsjYGnXVaDm5w1hQsIchvRlIslwQXbmlx8ETCY3uqlFyJEppOAIttTRynKKVwbIsVIxEXblrg6IxiaOQCtm9a92P/6a0P//O8tTb9ztf/zL8F9L75ETw/ait/kdtu+Zj+yM1f/pcbXnGZtWZK/8X3vnxP/cDRhIlhmw0rE4YbsyCbQIk4qeB7EXOtLh+/p8Z8VGV1TTOUg7tk+HrJs/B7vtLgZ5HbdVI8O8XNLvO2leC7MY8+Ktm120c5IqvMZc1ZFliWoSiOLXAcMsfTBNdOgJSx0YRrLupy+0PpQE+HHqwrFqqcYvAxg54Bv8G+4sIyXpMrO5aVEkQJX3nEZua0Ymocgji7RSlhlBJFmjjOebhJ9JLE9JUEkeK8LQkXb2pz5CsJXd8iigVhbBJQKyvnD7QlaJU5Y6leYcmMpmnGhyK+66oWX9zZYiGoMFoWxDImtiOm2zYcF1RLDk8f9Dg0PczE0KbTr7/htbNr1mw+8IY3vFGP1Jx/K9j92wEc4PrXvpX//dEP87pXeP84M7fR9mpr3u3a+0c2TCywanKWv/xUyP4jo7zqQp8rz0souRF3PqXYuWeIMV8yVk0ZKguqJbMapezn4BZm8qdHS4yzrXGyTbCs3OgzwrY1WprmrLzjMKcnVuZqalsZ/bCN1mtoQsz8PDy2y6YVChpeH4/FltlioUcIeC4TF533wEh6G33TfIFT75vy7zWTTedviyjdm9CJIIwFYQRRlC9OTU0vSWwaquI4SzgTSZIqRKJI4pQ0iQkSmzCBKBZElgG5mXVNs2l6s4A1ThRJIkgSKysM5UlryvnrY67avsjdj5bwXckV5/p822Vd9p6a569vGsWxUsZHx7ng/PVnnjxc+eXtW7b8bZBqobH/LSH3bwtwgB/5oR8DYH5u/m/f/AZl7d701Xc0pz87dnh6kSMnxrlyq8/UmKTkBrSCLp/4SpWg47FpNGWkKqiXJZWSZQo5vsz07wyMtjYR20l7ds5mi4SR2qI45YkDDjEWJdlf5W1K9P2qXLEiV4z+J2Y1Dz/h0I0kspRX/IrmQqKnxuT923KgZ3xpo1amvkh61cW0cMt9X5LU+GZffm7IZCPkxLQgTEQGbIzXdpwSxTKL4vTAnXcHoi12rI/47IMxYaKJUlO0imJDVWRkTqg0TYgT2ds0HMWKKDH6dpSYbWpSatZOBnznlW0eeaZLOyxxbBruf3yUS7YJRocXmQtXs3rjtdPXXnv1r18Vx3/7yz8NrhQvJPf+9wnw/Kg36gTd7od2nH+1WDg990ef+etg7ML1sGaqQ70iKfsBdz2peHxPjZV1weQQDNfMBgkDbJFxbeNF7li5IU2/+V4p3Vsma8mExXbKP9/h09YWjWLPuDKcudhTkVfqcutnS8X4boxyFVKaxqNcgZED5XVTAc1v+VaHYqo5UPbPgC0TTSIxETPNbzL73AwKJIEgDmLiNCVIDJCjhIG111EWvZOMqiRZkimF4i2v7PC+T8cEsSZOhdmwkBqQS3Q26Q4qMvw+cHRGgSRBYFaNhKFNkgg8u84FGyKuPq/FM3t85tsxB062ieMyr7m8hqxdO/3Ka6/6jVSnH6rVqy8VzF46gAO4nofWpz5YH39Z/PpX194zd/yOoS88cBxbljhwKuCfv1jBFy7rxgSTozajDYuyJ7AtA2pT5TTN9Erm+xkF+b773hRKrkyQZguXTGJUbKzKI7htiewEyfs5UrOJwoq4f5fi6KyLZ+W9K/Qaj3rJXuGmesUTMTjulgEbIAaMQZTpUcmjapz0KUacSMLQYqIhuHx7m3+5K6EbqyyKZwBPDMiTJP/ZTCpMZe8m0aCTgTaCvLcmSiHRGh0ZSiQFuI6mFKZmUVSQ0mwLmi1FEFkIUWHDypjve+UcH2m3aFSqbFgZsO/kBD98/Stmp9ae9yunF7v/e/Xk8EsJsZcW4ABCjBME6Ucvv7Qys2/X/o1dNr3Ljr5k79wfcub0KOvHJCtGLdatUGxc1cWxI46eKlPyUhrVkJF6QK3cJU4Fcws+ncDKfi/9jQTZpd4AXfYUjN6aadXXwI1UmEVvO8W2Yhw7xrVDHnjG4eicz3BZ4Ko069ozuyDNVgKRVT+NotEfV1v+urUe7EnvdzZqLGUoQhRLotjskgxCm7GG5LJzOnzsixGdWBkeHqeGkuQRPDYnSZyYq0Hcozuyd1ItdfzKT7gU6IQw3ZJEqWDE14xWNKlO8VLN4WMa30rYMKUACykarJsSbFnV4pFdite88hVRUhK/unnrpXuH6uXPSPVvItL9q8dLDnAA15Xprqf2fcpu/Khz/rkPtffuj9/faj0prt6ObHdhuK5Yv7LDriNznDjlsXYCxoZiJkdblLw57noiYdfBGledY1H1DUjSVBDHkkgZDmoM3w3SlBAFcIu+lqxEBm6NnSWYjpVQLYU8tlfz4NM+Qjj4llluamY/RQ/cRn0xqzcsZcCdL1xauv8yzZI5nTm7JiqbskGYq4IliWxpQB5ZZrtd4nDFOV0u2NRkz2GPrpdTFIjilDhJs+RQ9G5pIgatjrPXbmcWG5bqN4lJCWNDmte/4gxPHE65e2edIDE9QmNDFq/d2uL4mQ7P7m9kiT4cOllharSWXvDWHXrlqm3/9c1vvugjRw8fDUeGay81rIBvcqn+hRzbtm+g03k6dEojH10It2z/7tfs+N216+scPtNhqBbjOLN85h6bM3NlqqWUVRNNomSWP/g7i3f9wwS79w1x5KSHBkpeRJQIFts2na5NGCuSRGadcxR6p/vtsipr+cz5d95u6tgRnhtwZAaOTJfwlKJkadx8sNkypkSOLXFtU2wyg9IC3zUAMopJf/4xj5xJoumGCe1ONiETaDqRIIjMxrEgkoSxJIwVYWQTRS4rR2D9SIdumNKJBWEsMu7d5+FxQo/H5/QkP4SQ2FLgWuA7mopn8o5WaGTNlaMu21Y2+M3vjfndHzkObodDZwSLbc1oucQbroro6jazzZiJ4Wn8qstCct7vfvvL12/fuH7oo8ePPh2uWrP+pYZT7/iWiOD5cf655wF0Zg5+bPfQmg3vuONx39mxpfy2cmlf9eZ7LXe8XuGybZKt62Y5PjvLRz4vuOPhYbZPOqwbtyh7mDnPcJ6Hdq1gfMhmckRT8izixEIJZSJmcQmtkCaC9yJx2m8FtWJKfsRCO+LzX3U5Ml9itCzw7TRTWQRur3fFlPdNX4xZegswsyBYaBmfOcc2nNzJlLJWRzO/GAMa11Gkqaki9oZ5LU1oS0JHEUYWzY7LSN3i1Vc0+dKuDs2gQuCZDkejeGQgj3MVRfTlPbKpfCmxAc/SlD0YH1KMD8OXd7U403ZZ2dEcOFZmqDrO6y49husc40OfG+Ppo2VKnovnjvHaK2Z4an+F2tB5ybkXVP5w6wXf+Y5I35n8wa9820sNoWXHtxTA82N47Vv5n++9KRGq9oe2nP6jE91tn+h2z7zmyu0tKpU5PnNfwJHTFfaf0Az5ipXDkskRxdRYl1awwLs+VqEqFZdsFdQrluGxiURZklop6W17sAol+lxBMc5NaW8zXMkNmOtEHD5VR2k38zzPFihZYNv9HnbfE5RLmlrJtOfWK11ue0hx5JRipCazKieUfc1ILSZMOzz4jKRRgmpJmzZcYWEpZX5/LAhiRRilBKFFJ7ABjzVjbRpuh5ML5SyKa9P4FWeaeCKJ44LsmFlFLHTMjngr2x/vO4JG1eb8TQmXX9DkXR/THJtRjJ3RjJ3yGR8us2484AdeGXJsOmHXPo8Hd9V53dVjnSsv3nx41ebv//i61cO/d3xvmRUbf/ilhs1Zj29JgAP89s+9CSA8emIe4KHpk/vd6YP/R/7D7fplCzOh9f3XB7w2meVvP1umXvGZGNZMjS3wmQc1B4+WuXxjdqlODN9NEkmtJPjh13b4nQ9m5kC9Kma/uJPTE9dJ8JwIyw648z6bu5+uUytJynaauW71ObfrKANwV1PxUhqViPHhLuMj05xoljlyuo7vaEqeQikoe5rVkx3mwjPsnWmwKrLROptYV0m2Qk/ghpLQ1gS2JHAsgtBmftHj0i0dXn7BAv/w5RqtyCWIdY+HR0maAT1TYTJwxwl89HM+7ZZFvZ4lmtlgRydQbN/gcuX2RW6712fFTMz8os3+4x4fvm2ETrPB91wbcv5mO77l/sb9w2te/UQaPv1fLLukDx9rsmaq8nX9r7+Zx7cswPNj5WQd4Df/7G8+RZy+rPqyi5p/7YlD3zvb3StLtmTliGDluGTdihbtaJFP3jPEVN1M9FiWQCmdeXKY6Dg5FKBEihTK9HQXE0Q7798w3LviB5xZiPjUfXXaHeOrWLKz3Y7ZyjvHEjiWxHNMB2PZT6mVI0YaLQ6d7vLYnjpOCmFkZEwpzRXCUikXb+owNWFz4uQwvp2YK4dlnkcQKkLH8HEz9Z7SDWyaHY+pUY8bXtbhyzvbLLYdup5RU8I4q2xG2nD3bCjCDF6knJi1QVskiSaIBGlibDRaXcWpmSrffVWbO3e2OXiqwtSoxnI9OoFmalxyprs1vWDt6hvfcbX/04utE4trtv4Y8GMvNTy+5vEtD/D8+PmfegOLs/sXK1Xv5x7ftWHPl+8tnxuEp75ruHqYFaMB1UqbWx6ycbTHyjGF71pYCurlCN9rsdAG2y7T6Wh0mvZG02wr29LsmMVueXne9I8HfOFRxZ07GzR8Rc1N8B0zmOFYIhuOyLbzOuA5KSUvoeRH1ModHj+UcOCYy7bJvJ02M+WRxhN98yrBWLXLMwdgPBCUQ40fpYRxQpQBNMpWXHdDiW1Z2LbDfLPMy88LuOrcBT55b5VOpDKKQtYlmBKEJkGNYkmaCqRMcT2HeklRK6UsRJr5jmBFoml1JIdP+WyYGuI1ly5y+70eR06aFtjvvGYDqyeHbl69/soncFb+6aGF7uIF29e91HB43se/G4ADVIfWA5z+8iOHf+fiq79nbXN6DxNjT3/X3r1P8sS+M+x8usK5a1w2rgJLNekGZbQIuOWBlHarzvWXpnS7IZBiKQrOWZJS1seSl+ZdJ+LEbMzff6FMp1ti3aim6prpIdcmuzqYW05vTPdfgu9EQMBj+xTSyvco9OfUcgu0MLI4f2OXu56IaUfKADPSGcXoy31RLOiGqjfxYymf1RM+3/+qJvfv7tBuV7JyujaRvpvQcSWdQBJkEzZCaGzHZsOo4FWXpCxGi+x6toxjOxw53eXkjKTTrXLe2oDdB7psXDvM9u2XcPGFW27euHnNL6I7B4WcfKkh8IKPf1cAz4/rLlpN3J09qM7Z/iuPPWV/dGJy0y88+Nij166dPMhQeQGE5NF9TTZPeix0Uu55osSQW6bV6ZJoAxTXBs8VlH2zGKtWTih5iZmBlBpLxRw+prl3V52RqmLYT2iUBSXXgLpvxywyz2zdX13uxARRwifuKZOX6Ae6MAq2E2+8usNffy6iHVvGryWjGEmiCz0rIgOqUUak0JzxKlxxTovV4x2e2lcxGy9S6AQaKRIsy/g6dgJJGKmsXC8oO7B+wqJSgwNHUywluHjjKZ54ts7eo7DNG+MXfnQNo6MX36ns0p+6la2PHT4aHVyz6htjxPNvffy7BDiA5Q0B7NFa7wGeePLA4oqf/OEL/uqeh57ZtDj9qHr2mM95a2MqfpfxqstwWdKohtjzCa5tUbKh7CnqFcloI2FiuA1Au2sTRRIpUmKtAY/RcspwBUbqpvd8rpkQxilOtmVCqVwP1ziO6V0RImGxPeg+1bP97k3Ta2qlhBRNkGnaYayJkzSbs8z80u2UMBKcnreo+kbT9t2YaqmEJWK0zq3qBM1A0+yCJsZzJc22pB1YBIFLHMXMt1NOzVhEeHSCmHaQsGYMntpn8eprdyTV4XP3XLL1zM/4I1cfB3aLF7MR4Fvo+HcL8PzI/gG7dXJ6dxgl3z7b9lYOX37xjTPdu2rjo0fK9z2lODPnc82OgNPNJh+5rYoQNr4DtYpibChlw1SLwzNz3HJviS1TJS45J2WxI/jbW6t4ls1IWTNcU0yOmlnSh/ctsvegh6WMbbGSpoXUc5JsvXmCbQm2rAq5f5c2BaaCF2Jv7lKkPHvEJozNFudOKOhGhkunqelU9NyUseEWzx5p8eS+UdZM2AhhU/I8RodK/Mi3t/i9YwmerThnrWLz+nk++1XYd7yC68QM1x06XYskcfnhVzf5X9NtnjpY5Q2rBZduDZlf9HCrl7V+8sdfueDb3bdId93RU51zDq77dw7s/Ph3D/D8EGoUrdOD11w+fvjk6cUd3/9d8srRevg3zgNPx757aNgtHap+9LYyqxspnmiidZWROqyeaDE+PMeJxYDp+TqjFRNJIeXknM+QB42yYKhmMTks2ba2yaqp07x970qC0Iw6KGWibKUUUq+0sawYx3L4ye/o8NiemChxskl3c+TOrVES8TefqZGELqEN0x3wHKhnFEVgetxdp8sn74tpL8S4lsBzbKplh2a7xES9jSLGtiyGaoqRmkUQB5xY1FRPx4zUFZCy62DM9FyDH3pNxK33RSyGaxavu2btjFfZZk0Mq5/asmX9fULW5pNUp5b6lilwf93Hf5xXQt5IJdKK05rduG7FraVybctv/q9Pbfz5n3nTH27Zeu6TW1avfvTlF4x0L9+msFTC5EiXdjDHfU/a6MSi7mljPmQlHDmT0AlcxirGBXWoZjE6FDNUa/PR2zxmm+atk8I0W1XKMVK12Lm/zc5nXQ4dH+HSLRbXXLRIKxC9QYZ8SqfkxXxpp+SrzzTYNCK5ZGPIuZvnCDCT8nGis5NC06gk/KfXtJhuwZn5mNmFlNkFizPzPr5ts3KsSzeGOIZm28KRkqu2xTh+lyOnI7phxN6TFQ6cHO/67oZHr7v6gicvvfqtf3j8wE0ba7Xalkpt6taDh1uzQoj/UOCG/0ARvHhU6ivANMe1g+azKGW/Syr1rrGVO5RbKb//LZfObflC/eQ19cZB9cS+MiXboxJ2UFJQr0K9GvDZB21OT3tcul7QqFiM1DWjjZChWotm1zENW70GLSNHtqMu771phPHSEG9+RUqt0sKzzIBBcSRNCI1jxXRjgSsctkzCd19nMzQS8T8+2mG+Xcl6SnSmY5txvJlWwpkFRa2SUK/YnDjjc9FWj8t3BNzxlZT5liaMBBUnZKxeY+MawZFTHm51UzJWW33399yQ7u522m+745EosR2Pi1/+x/rCHevbL/X/65t5/IcEePFwK5uhr1vEJ07N/7SU7tAPrZ1++yOPfsY5uXgsuf4S++JH9w1f0qh1WTuxQBQv8PRBxboxSa0i8X1BuRRhqZB2GBHrMhJT6KmUJJ5jnK+iJKHhC8quoBMoWh2XTqdLnOre4ENuQq9UQqmkKbsS3xG0uhZ206NkRwShphtqmm1NFAm0VkgUZa9LrD3jZRIoZhdg39E621ae4JakzdMHEjavKfMdrxzh8b3lhy7ePPPw2jUb1BVX3xBOTY3+ZhwGs7Zbf6n/Jf+mx394gC89JsfrALPAzwIc3PNpbEtf69TVazwVv2XN+OzWY6dn2HN0H1dv9Tnd6tDqhrQ6bZ46YPHI/gY69hgfNlp4oxZzYg5qZcUDez1OnrFYs1lkfiGC89bHPLkvxXNsPEfQDY2ndrMjeGKfQ5IY5WShJdm+Ab7twoAHnpRMjMTMN83gwslZgSNL3HB5TKcb0QkiNAlSxBw4PsK3XdFiOriYMBxial35mamV/o1p3f18IPWdP/2fXvlSv+Uv6fF/HcCXHms33QBwZ9iZuRO4S8pwY+BOp5OjH0t3bF+9PpRDv26FB9m4ssuBQ/PsOzTDxhGYjyPiRFL2u9y/y2KiAUfPuISRRaMiWDWxQKubcvk2l89+FUbrkonRiH1HoeJbnFm0uO+JEiVfcPhMwtamRknjglv2BFvWxtzxsBmKePZgh1anQtUPcJwRVtSHWT0Ml18wwe797XekhPu/7zuvlQmTsuRZe4FbL7v0pZ2k+VY5/q8HeH44/jDArfnnTz57Csd1GsePnby3MydYNd6JVq0Z+aUdzeT6KLSYbsU89eijDNWO0ag41KsxG1a4nDju4NohX316kVNnypy7ySZOUoZrEY16i0OPSRyrwrb1MRXb5ZrLAk7NzjPfnGSxXeZMy0ZLG6QiAKTT4NJLXkGzWyFMUxZb1m2Lzbn3jNeFvWHrDi64fOJOCOeEmHqp38JvyeP/B/hzHDs2jwPMAZ8EaC8eBSGenuhEE3Es05WdiOlDezIPQxvf01S9KHr1ddf9/rrx9g17TqyJhsZcxlckvPIKiwu3CYaGm+yYsZislhkab3L1JQ6XbdVo5jl2Zspeu9H79O077/p9pLITbSNkgrRqrN9wEYn2ibSWUaROIti/ed2Kl/ot+ndx/MdQ879Fjhs/dQ8gJsrWqfruo01dcSy2r0+4f5fi4o2Caq3Flx5VDPslLtjS5YGnFDvWg+cscnxmQlx50ch8muqTY6uufalfyn+Y4/8DOWlASFeUDTkAAAAldEVYdGRhdGU6Y3JlYXRlADIwMjAtMTEtMDdUMTg6MDQ6MDQrMDA6MDB5SJPrAAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIwLTExLTA3VDE4OjA0OjA0KzAwOjAwCBUrVwAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi41LCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvSM8oowAAAABJRU5ErkJggg==', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 44643523
    {'hecke_orbit_code': 22518548060438640, 'n': 1, 'trace_an': 18}
  • id: 44643524
    {'hecke_orbit_code': 22518548060438640, 'n': 2, 'trace_an': 0}
  • id: 44643525
    {'hecke_orbit_code': 22518548060438640, 'n': 3, 'trace_an': 91}
  • id: 44643526
    {'hecke_orbit_code': 22518548060438640, 'n': 4, 'trace_an': 0}
  • id: 44643527
    {'hecke_orbit_code': 22518548060438640, 'n': 5, 'trace_an': 801}
  • id: 44643528
    {'hecke_orbit_code': 22518548060438640, 'n': 6, 'trace_an': 0}
  • id: 44643529
    {'hecke_orbit_code': 22518548060438640, 'n': 7, 'trace_an': 4820}
  • id: 44643530
    {'hecke_orbit_code': 22518548060438640, 'n': 8, 'trace_an': 0}
  • id: 44643531
    {'hecke_orbit_code': 22518548060438640, 'n': 9, 'trace_an': -55886}
  • id: 44643532
    {'hecke_orbit_code': 22518548060438640, 'n': 10, 'trace_an': 0}
  • id: 44643533
    {'hecke_orbit_code': 22518548060438640, 'n': 11, 'trace_an': 42719}
  • id: 44643534
    {'hecke_orbit_code': 22518548060438640, 'n': 12, 'trace_an': 0}
  • id: 44643535
    {'hecke_orbit_code': 22518548060438640, 'n': 13, 'trace_an': 301620}
  • id: 44643536
    {'hecke_orbit_code': 22518548060438640, 'n': 14, 'trace_an': 0}
  • id: 44643537
    {'hecke_orbit_code': 22518548060438640, 'n': 15, 'trace_an': -318842}
  • id: 44643538
    {'hecke_orbit_code': 22518548060438640, 'n': 16, 'trace_an': 0}
  • id: 44643539
    {'hecke_orbit_code': 22518548060438640, 'n': 17, 'trace_an': 11357}
  • id: 44643540
    {'hecke_orbit_code': 22518548060438640, 'n': 18, 'trace_an': 0}
  • id: 44643541
    {'hecke_orbit_code': 22518548060438640, 'n': 19, 'trace_an': 1237749}
  • id: 44643542
    {'hecke_orbit_code': 22518548060438640, 'n': 20, 'trace_an': 0}
  • id: 44643543
    {'hecke_orbit_code': 22518548060438640, 'n': 21, 'trace_an': -352965}
  • id: 44643544
    {'hecke_orbit_code': 22518548060438640, 'n': 22, 'trace_an': 0}
  • id: 44643545
    {'hecke_orbit_code': 22518548060438640, 'n': 23, 'trace_an': -95019}
  • id: 44643546
    {'hecke_orbit_code': 22518548060438640, 'n': 24, 'trace_an': 0}
  • id: 44643547
    {'hecke_orbit_code': 22518548060438640, 'n': 25, 'trace_an': -848460}
  • id: 44643548
    {'hecke_orbit_code': 22518548060438640, 'n': 26, 'trace_an': 0}
  • id: 44643549
    {'hecke_orbit_code': 22518548060438640, 'n': 27, 'trace_an': -983570}
  • id: 44643550
    {'hecke_orbit_code': 22518548060438640, 'n': 28, 'trace_an': 0}
  • id: 44643551
    {'hecke_orbit_code': 22518548060438640, 'n': 29, 'trace_an': 12010116}
  • id: 44643552
    {'hecke_orbit_code': 22518548060438640, 'n': 30, 'trace_an': 0}
  • id: 44643553
    {'hecke_orbit_code': 22518548060438640, 'n': 31, 'trace_an': 10454399}
  • id: 44643554
    {'hecke_orbit_code': 22518548060438640, 'n': 32, 'trace_an': 0}
  • id: 44643555
    {'hecke_orbit_code': 22518548060438640, 'n': 33, 'trace_an': -22110949}
  • id: 44643556
    {'hecke_orbit_code': 22518548060438640, 'n': 34, 'trace_an': 0}
  • id: 44643557
    {'hecke_orbit_code': 22518548060438640, 'n': 35, 'trace_an': 14069675}
  • id: 44643558
    {'hecke_orbit_code': 22518548060438640, 'n': 36, 'trace_an': 0}
  • id: 44643559
    {'hecke_orbit_code': 22518548060438640, 'n': 37, 'trace_an': 18487597}
  • id: 44643560
    {'hecke_orbit_code': 22518548060438640, 'n': 38, 'trace_an': 0}
  • id: 44643561
    {'hecke_orbit_code': 22518548060438640, 'n': 39, 'trace_an': -26537570}
  • id: 44643562
    {'hecke_orbit_code': 22518548060438640, 'n': 40, 'trace_an': 0}
  • id: 44643563
    {'hecke_orbit_code': 22518548060438640, 'n': 41, 'trace_an': -9446020}
  • id: 44643564
    {'hecke_orbit_code': 22518548060438640, 'n': 42, 'trace_an': 0}
  • id: 44643565
    {'hecke_orbit_code': 22518548060438640, 'n': 43, 'trace_an': -15588088}
  • id: 44643566
    {'hecke_orbit_code': 22518548060438640, 'n': 44, 'trace_an': 0}
  • id: 44643567
    {'hecke_orbit_code': 22518548060438640, 'n': 45, 'trace_an': 16445950}
  • id: 44643568
    {'hecke_orbit_code': 22518548060438640, 'n': 46, 'trace_an': 0}
  • id: 44643569
    {'hecke_orbit_code': 22518548060438640, 'n': 47, 'trace_an': -6482527}
  • id: 44643570
    {'hecke_orbit_code': 22518548060438640, 'n': 48, 'trace_an': 0}
  • id: 44643571
    {'hecke_orbit_code': 22518548060438640, 'n': 49, 'trace_an': -97119278}
  • id: 44643572
    {'hecke_orbit_code': 22518548060438640, 'n': 50, 'trace_an': 0}
  • id: 44643573
    {'hecke_orbit_code': 22518548060438640, 'n': 51, 'trace_an': 91171769}
  • id: 44643574
    {'hecke_orbit_code': 22518548060438640, 'n': 52, 'trace_an': 0}
  • id: 44643575
    {'hecke_orbit_code': 22518548060438640, 'n': 53, 'trace_an': 15314401}
  • id: 44643576
    {'hecke_orbit_code': 22518548060438640, 'n': 54, 'trace_an': 0}
  • id: 44643577
    {'hecke_orbit_code': 22518548060438640, 'n': 55, 'trace_an': 27790478}
  • id: 44643578
    {'hecke_orbit_code': 22518548060438640, 'n': 56, 'trace_an': 0}
  • id: 44643579
    {'hecke_orbit_code': 22518548060438640, 'n': 57, 'trace_an': -86196434}
  • id: 44643580
    {'hecke_orbit_code': 22518548060438640, 'n': 58, 'trace_an': 0}
  • id: 44643581
    {'hecke_orbit_code': 22518548060438640, 'n': 59, 'trace_an': 84965083}
  • id: 44643582
    {'hecke_orbit_code': 22518548060438640, 'n': 60, 'trace_an': 0}
  • id: 44643583
    {'hecke_orbit_code': 22518548060438640, 'n': 61, 'trace_an': 122850341}
  • id: 44643584
    {'hecke_orbit_code': 22518548060438640, 'n': 62, 'trace_an': 0}
  • id: 44643585
    {'hecke_orbit_code': 22518548060438640, 'n': 63, 'trace_an': -682061514}
  • id: 44643586
    {'hecke_orbit_code': 22518548060438640, 'n': 64, 'trace_an': 0}
  • id: 44643587
    {'hecke_orbit_code': 22518548060438640, 'n': 65, 'trace_an': 148004010}
  • id: 44643588
    {'hecke_orbit_code': 22518548060438640, 'n': 66, 'trace_an': 0}
  • id: 44643589
    {'hecke_orbit_code': 22518548060438640, 'n': 67, 'trace_an': 27388339}
  • id: 44643590
    {'hecke_orbit_code': 22518548060438640, 'n': 68, 'trace_an': 0}
  • id: 44643591
    {'hecke_orbit_code': 22518548060438640, 'n': 69, 'trace_an': -717062290}
  • id: 44643592
    {'hecke_orbit_code': 22518548060438640, 'n': 70, 'trace_an': 0}
  • id: 44643593
    {'hecke_orbit_code': 22518548060438640, 'n': 71, 'trace_an': 473284416}
  • id: 44643594
    {'hecke_orbit_code': 22518548060438640, 'n': 72, 'trace_an': 0}
  • id: 44643595
    {'hecke_orbit_code': 22518548060438640, 'n': 73, 'trace_an': 217201553}
  • id: 44643596
    {'hecke_orbit_code': 22518548060438640, 'n': 74, 'trace_an': 0}
  • id: 44643597
    {'hecke_orbit_code': 22518548060438640, 'n': 75, 'trace_an': -86436700}
  • id: 44643598
    {'hecke_orbit_code': 22518548060438640, 'n': 76, 'trace_an': 0}
  • id: 44643599
    {'hecke_orbit_code': 22518548060438640, 'n': 77, 'trace_an': 112464495}
  • id: 44643600
    {'hecke_orbit_code': 22518548060438640, 'n': 78, 'trace_an': 0}
  • id: 44643601
    {'hecke_orbit_code': 22518548060438640, 'n': 79, 'trace_an': 326283565}
  • id: 44643602
    {'hecke_orbit_code': 22518548060438640, 'n': 80, 'trace_an': 0}
  • id: 44643603
    {'hecke_orbit_code': 22518548060438640, 'n': 81, 'trace_an': -592248617}
  • id: 44643604
    {'hecke_orbit_code': 22518548060438640, 'n': 82, 'trace_an': 0}
  • id: 44643605
    {'hecke_orbit_code': 22518548060438640, 'n': 83, 'trace_an': -1411349592}
  • id: 44643606
    {'hecke_orbit_code': 22518548060438640, 'n': 84, 'trace_an': 0}
  • id: 44643607
    {'hecke_orbit_code': 22518548060438640, 'n': 85, 'trace_an': 1568978282}
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