Newform data - 49.10.c.a

Formats: - HTML - YAML - JSON - 2025-09-19T05:02:36.944335

• 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': 4900, 'analytic_conductor': 25.236755972029783, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [49, 3, [3], [2]], 'cm_discs': [-7], 'conrey_index': 18, 'dim': 2, 'field_disc': -3, 'field_disc_factorization': [[-1, 1], [3, 1]], 'field_poly': [1, -1, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 6, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [25, -5, 1]], [3, [0, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 137606725681, 'hecke_ring_generator_nbound': 4, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 2, -1, 2, -7], [1, 1, 7, 3, 1, 3, 0], [1, 1, 7, 4, -1, 6, 0]], 'is_cm': True, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': True, 'is_twist_minimal': True, 'label': '49.10.c.a', 'level': 49, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [7], 'level_radical': 7, 'minimal_twist': '49.10.a.a', 'nf_label': '2.0.3.1', 'prim_orbit_index': 3, 'qexp_display': 'q+5\\zeta_{6}q^{2}+(487-487\\zeta_{6})q^{4}+4995q^{8}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '9.2.1.d3', 'self_twist_discs': [-7], 'self_twist_type': 1, 'space_label': '49.10.c', 'trace_display': [5, 0, 0, 0], 'trace_hash': 258309293207336630, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.914', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '17.192', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '211.512', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.506', 'prec': 17}, 'traces': [2, 5, 0, 487, 0, 0, 0, 9990, 19683, 0, 42908, 0, 0, 0, 0, -224369, 0, -98415, 0, 0, 0, 429080, -1396040, 0, 1953125, 0, 0, 0, 15142852, 0, 0, 3679285, 0, 0, 0, 19171242, -22743450, 0, 0, 0, 0, 0, 74203560, -20896196, 0, 6980200, 0, 0, 0, 19531250, 0, 0, 58133290, 0, 0, 0, 0, 37857130, 0, 0, 0, 0, 0, -192961006, 0, 0, -262469860, 0, 0, 0, -826135264, 98316585, 0, 113717250, 0, 0, 0, 0, 603893176, 0, -387420489, 0, 0, 0, 0, 185508900, 0, 214325460, 0, 0, 0, -1359742960, 0, 0, 0, 0, 0, 0, 1689116328, -951171875, 0, 0, 0, 0, 0, 581332900, -1862391820, 0, -209637234, 0, 0, 0, 5198919940, 0, 0, 3687284462, 0, 0, 0, 0, 516851227, 0, 0, 0, 0, 0, 8580596000, -2366196435, 0, 0, 0, 0, 0, -2624698600, 0, 0, -6089507510, 0, 0, 0, 0, -2065338160, 0, 4416255027, 0, 0, 0, -22152120300, 7538658314, 0, -4766148648, 0, 0, 0, 0, 0, 0, -3019465880, 0, 0, 0, -3874204890, 17486436980, 0, 0, 0, 0, 0, -21208998746, 0, 0, 18068566860, 0, 0, 0, -19254450104, 0, 0, -26806410724, 0, 0, 0, 0, -6973219800, 0, 0, 0, 0, 0, 0, -17600930888, 0, -2290735890, 0, 0, 0, 79789923980, 4222790820, 0, 9755859375, 0, 0, 0, 0, 0, 0, 27478255320, 0, 0, 0, 73369141416, -28310912230, 0, 9311959100, 0, 0, 0, -2096372340, 0, 0, 0, 0, 0, 0, 76886718750, 12997299850, 0, 0, 0, 0, 0, 75638545740, -73670275030, 0, 0, 0, 0, 0, -198408779488, 0, 0, -2584256135, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -119802568640, 21451490000, 0, -37567035361, 0, 0, 0, 0, 149028377958, 0, -14859963680, 0, 0, 0, 0, 127822821820, 0, 0, 0, 0, 0, -60895075100, -83804687500, 0, 75480859690, 0, 0, 0, -414323704756, 0, 0, -201163936784, 0, 0, 0, 144838733310, 118587876497, 0, 0, 0, 0, 0, 0, -113603532750, 0, -37693291570, 0, 0, 0, -47661486480, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 588191953424, -327479448830, 0, 324874746808, 0, 0, 0, 0, 188673778143, 0, -87432184900, 0, 0, 0, 0, -111156785028, 0, 447659326350, 0, 0, 0, 690837530940, -53022496865, 0, 0, 0, 0, 0, 370646782200, 0, 0, -444996652900, 0, 0, 0, 0, -157870760780, 0, 0, 0, 0, 0, -268064107240, -592645690184, 0, 322687697779, 0, 0, 0, 0, 0, 0, -313228098760, 0, 0, 0, 0, 551473419530, 0, 0, 0, 0, 0, -508307032152, 0, 0, 88004654440, 0, 0, 0, -22907358900, 730274335740, 0, -692557443706, 0, 0, 0, 0, 199474809950, 0, 411299825868, 0, 0, 0, -876441406250, 305042218402, 0, 0, 0, 0, 0, -1951751905200, 0, 0, 0, 0, 0, 0, 274782553200, 0, 0, 0, 0, 0, 0, 276952218764, 183422853540, 0, 290375783550, 0, 0, 0, -1813969632680, 0, 0, -1429713987872, 0, 0, 0, 0, 102093332958, 0, 0, 0, 0, 0, 0, -1568179479820, 0, 0, 0, 0, 0, 1420044960772, 192216796875, 0, 1265937005390, 0, 0, 0, 0, 1779596750790, 0, 0, 0, 0, 0, 3823741004080, -1698793280194, 0, 368351375150, 0, 0, 0, 0, 0, 0, 1591963176240, 0, 0, 0, 2288475094140, -496021948720, 0, 0, 0, 0, 0, 503413095098, 0, 0, -2222419596840, 0, 0, 0, 2440812956824, 0, 0, 0, 0, 0, 0, 0, -2318376780036, 0, 0, 0, 0, 0, 0, -299506421600, 0, 2089375126000, 0, 0, 0, -2798655503050, 0, 0, 0, 0, 0, 0, 0, 0, 0, -745141889790, 0, 0, 0, -148599636800, 0, 0, -147775020137, 0, 0, 0, 0, 0, 0, -1311036950700, 0, 0, 0, 0, 3539370997762, 0, 0, 0, 0, 0, -8372659931240, 2965590157370, 0, 419023437500, 0, 0, 0, 754808596900, 0, 0, 2034824014130, 0, 0, 0, 0, -1035809261890, 0, 0, 0, 0, 0, -4126545643680, 4608266198954, 0, -3478383589732, 0, 0, 0, -5453281250000, -1899025740549, 0, -592939382485, 0, 0, 0, 0, -2494383207320, 0, 0, 0, 0, 0, 0, 0, 0, -5102925133050, 0, 0, 0, 7342653197836, 0, 0, -813708059936, 0, 0, 0, -10332388508760, 2321114391576, 0, 0, 0, 0, 0, 0, 0, 0, 6990743755910, 0, 0, 0, 13970341537100, 0, 0, 0, 0, 0, 0, 0, -3814697265625, 0, 0, 0, 0, 0, 3546287265056, 3016446414120, 0, 1637397244150, 0, 0, 0, 3248747468080, -8130410200656, 0, 6314968266962, 0, 0, 0, 0, 0, 0, -1935165342555, 0, 0, 0, 17031789618520, 2803265373550, 0, 0, 0, 0, 0, 3085991388568, 0, 0, 555783925140, 0, 0, 0, 4476593263500, -10570013553040, 0, 0, 0, 0, 0, -14265991057860, 1727093827350, 0, -5164391194651, 0, 0, 0, 0, 0, 0, 6956674584340, 0, 0, 0, 0, -8324489276820, 0, 0, 0, 0, 0, -4449966529000, 0, 0, 0, 0, 0, 0, 8528598859204, 0, 0, -4139785422724, 0, 0, 0, 0, 11439447454566, 0, -11886429383208, 0, 0, 0, 0, 13054722022588, 0, 2963228450920, 0, 0, 0, 3226876977790, 0, 0, 14787941406250, 0, 0, 0, -15251194969974, 0, 0, 0, 0, 0, 0, -10272858062800, 11262056752880, 0, -14420632296044, 0, 0, 0, -30065778368720, 0, 0, -2757367097650, 0, 0, 0, 0, -3095989391952, 0, 0, 0, 0, 0, 6148566301140, -1270767580380, 0, 0, 0, 0, 0, -17143306684912, 0, 0, 0, 0, 0, 0, 0, 1115588378430, 0, -3651371678700, 0, 0, 0, -6925574437060, 0, 0, -17723905953856, 0, 0, 0, 0, 0, 0, 19428846489130, 0, 0, 0, 8437136058360, 0, 0, 0, 0, 0, 0, 0, -7186103515625, 0, -1525211092010, 0, 0, 0, 0, 0, 0, 7213209468134, 0, 0, 0, 0, -4879379763000, 0, 0, 0, 0, 0, 0, 10248604043018, 0, 21539160705760, 0, 0, 0, 53800926054040, -13381910340840, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 85638691395214, 692380546910, 0, 17865385934796, 0, 0, 0, -26086616288020, 0, 0, -31750765938000, 0, 0, 0, 0, -9302647140900, 0, 0, 0, 0, 0, -14297139878720, -30707372208200, 0, 0, 0, 0, 0, 51823696791616, 0, 0, -1047137983830, 0, 0, 0, 0, -12973427138450, 0, 0, 0, 0, 0, -69846968767320, 0, 0, 7840897399100, 0, 0, 0, 0, 16623438342012, 0, 0, 0, 0, 0, 0, 3550112401930, 0, 18721916015625, 0, 0, 0, 25968605100300, 0, 0, -28642021848540, 0, 0, 0, 55284949219616, 0, 0, -8897983753950, 0, 0, 0, 0, 40349321897904, 0, 0, 0, 0, 0, -88841601562500, 9559352510200, 0, 27857434110410, 0, 0, 0, -71754847879220, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 15919631762400, 8028056926580, 0, 0, 0, 0, 0, -101851020947980, 5721187735350, 0, -48312537805328, 0, 0, 0, 0, 26439622160671, 0, 36657458193060, 0, 0, 0, -471647783120, 2581671878865, 0, 0, 0, 0, 0, -22224195968400, 0, 0, -52194492718510, 0, 0, 0, -8252579353644, 6102032392060, 0, 0, 0, 0, 0, 0, -51795568951200, 0, -22421191163688, 0, 0, 0, 0, 0, 0, 11591883900180, 0, 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

  
  {'an': [[1, 0], [0, 5], [0, 0], [487, -487], [0, 0], [0, 0], [0, 0], [4995, 0], [0, 19683], [0, 0], [42908, -42908], [0, 0], [0, 0], [0, 0], [0, 0], [0, -224369], [0, 0], [-98415, 98415], [0, 0], [0, 0], [0, 0], [214540, 0], [0, -1396040], [0, 0], [1953125, -1953125], [0, 0], [0, 0], [0, 0], [7571426, 0], [0, 0], [0, 0], [3679285, -3679285], [0, 0], [0, 0], [0, 0], [9585621, 0], [0, -22743450], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [37101780, 0], [0, -20896196], [0, 0], [6980200, -6980200], [0, 0], [0, 0], [0, 0], [9765625, 0], [0, 0], [0, 0], [58133290, -58133290], [0, 0], [0, 0], [0, 0], [0, 0], [0, 37857130], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [-96480503, 0], [0, 0], [0, 0], [-262469860, 262469860], [0, 0], [0, 0], [0, 0], [-413067632, 0], [0, 98316585], [0, 0], [113717250, -113717250], [0, 0], [0, 0], [0, 0], [0, 0], [0, 603893176], [0, 0], [-387420489, 387420489], [0, 0], [0, 0], [0, 0], [0, 0], [0, 185508900], [0, 0], [214325460, -214325460], [0, 0], [0, 0], [0, 0], [-679871480, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [844558164, 0], [0, -951171875]], 'ap': [[0, 5], [0, 0], [0, 0], [0, 0], [42908, -42908], [0, 0], [0, 0], [0, 0], [0, -1396040], [7571426, 0], [0, 0], [0, -22743450], [0, 0], [37101780, 0], [0, 0], [58133290, -58133290], [0, 0], [0, 0], [-262469860, 262469860], [-413067632, 0], [0, 0], [0, 603893176], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, -1862391820], [-209637234, 209637234], [2599459970, 0], [4290298000, 0], [0, 0], [-6089507510, 6089507510], [0, 0], [0, 7538658314], [-4766148648, 4766148648], [0, 0], [0, 17486436980], [0, 0], [0, 0], [-26806410724, 26806410724], [0, 0], [0, -17600930888], [-2290735890, 2290735890], [39894961990, 0], [0, 0], [36684570708, 0], [0, 0], [0, 0], [0, 0], [0, -73670275030], [-99204389744, 0], [0, 0], [0, 0], [0, 0], [-14859963680, 14859963680], [0, 0], [0, 0], [75480859690, -75480859690], [-207161852378, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, -327479448830], [0, -111156785028], [345418765470, 0], [-444996652900, 444996652900], [0, 0], [0, 0], [0, -592645690184], [0, 0], [0, 551473419530], [-254153516076, 0], [0, 0], [-692557443706, 692557443706], [0, 0], [0, 305042218402], [0, 0], [0, 0], [138476109382, 0], [-1429713987872, 1429713987872], [0, 0], [0, 0], [0, -1568179479820], [710022480386, 0], [0, 1779596750790], [0, 0], [1911870502040, 0], [0, 0], [0, 0], [-2222419596840, 2222419596840], [1220406478412, 0], [0, -2318376780036], [0, 0], [0, 0], [0, 0], [0, 0], [0, 3539370997762], [-4186329965620, 0], [2034824014130, -2034824014130], [0, 0], [0, 4608266198954], [-3478383589732, 3478383589732], [0, 0], [0, 0], [0, 0], [-813708059936, 813708059936], [0, 0], [0, 0], [6990743755910, -6990743755910], [6985170768550, 0], [0, 0], [1773143632528, 0], [6314968266962, -6314968266962], [0, 0], [0, 0], [0, 2803265373550], [1542995694284, 0], [0, 0], [-7132995528930, 0], [0, 0], [6956674584340, -6956674584340], [0, 0], [4264299429602, 0], [0, 11439447454566], [0, 0], [0, 0], [0, 0], [-14420632296044, 14420632296044], [-15032889184360, 0], [0, -3095989391952], [3074283150570, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [7213209468134, -7213209468134], [0, 0], [0, 10248604043018], [21539160705760, -21539160705760], [26900463027020, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, -30707372208200], [0, -12973427138450], [0, 0], [-34923484383660, 0], [0, 0], [-28642021848540, 28642021848540], [27642474609808, 0], [0, 40349321897904], [0, 0], [0, 0], [0, 0], [0, 8028056926580], [-50925510473990, 0], [-235823891560, 0], [0, 0], [-52194492718510, 52194492718510], [0, 0], [-22421191163688, 22421191163688], [0, 0]], 'char_orbit_index': 3, 'field_poly': [1, -1, 1], 'hecke_orbit_code': 137606725681, 'hecke_ring_character_values': [[3, [0, -1]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '49.10.c.a', 'level': 49, 'maxp': 997, 'weight': 10}
• 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': 4900, 'analytic_conductor': 25.236755972029783, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [49, 3, [3], [2]], 'conrey_index': 18, 'cusp_dim': 76, 'dim': 56, 'eis_dim': 16, 'eis_new_dim': 8, 'hecke_cutter_primes': [2, 3], 'hecke_orbit_code': 137606725681, 'hecke_orbit_dims': [2, 4, 4, 6, 6, 8, 10, 16], 'label': '49.10.c', 'level': 49, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [7], 'level_radical': 7, 'mf_dim': 92, 'mf_new_dim': 64, 'num_forms': 8, 'prim_orbit_index': 3, 'relative_dim': 28, 'sturm_bound': 46, 'trace_bound': 3, 'trace_display': [35, -161, -1533, 0], 'traces': [56, 35, -161, -6825, -1533, 8708, 0, -68250, -142261, -4298, -59731, -135604, 319676, 0, -181118, -2079973, -324681, 1711801, 16121, 350616, 0, 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• 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: 40726
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '49.10.c.a', 'source_level': 49, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '49.10.a.a', 'target_level': 49, 'twist_class_label': '49.10.a.a', 'twist_class_level': 49, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 10}
  • id: 40727
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '49.10.c.a', 'source_level': 49, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '49.10.a.a', 'target_level': 49, 'twist_class_label': '49.10.a.a', 'twist_class_level': 49, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 10}
  • id: 40728
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '49.10.c.a', 'source_level': 49, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '49.10.c.a', 'target_level': 49, 'twist_class_label': '49.10.a.a', 'twist_class_level': 49, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
  • id: 40729
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': -7, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '49.10.c.a', 'source_level': 49, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '49.10.c.a', 'target_level': 49, 'twist_class_label': '49.10.a.a', 'twist_class_level': 49, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 10}
  • id: 40730
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '49.10.c.a', 'source_level': 49, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '49.10.c.a', 'target_level': 49, 'twist_class_label': '49.10.a.a', 'twist_class_level': 49, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 10}
  • id: 40731
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '49.10.c.a', 'source_level': 49, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '49.10.c.a', 'target_level': 49, 'twist_class_label': '49.10.a.a', 'twist_class_level': 49, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 165225
    {'charpoly_factorization': [[[25, -5, 1], 1]], 'hecke_orbit_code': 137606725681, 'p': 2}
  • id: 165226
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137606725681, 'p': 3}
  • id: 165227
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137606725681, 'p': 5}
  • id: 165228
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137606725681, 'p': 7}
  • id: 165229
    {'charpoly_factorization': [[[1841096464, -42908, 1], 1]], 'hecke_orbit_code': 137606725681, 'p': 11}
  • id: 165230
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137606725681, 'p': 13}
  • id: 165231
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137606725681, 'p': 17}
  • id: 165232
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137606725681, 'p': 19}
  • id: 165233
    {'charpoly_factorization': [[[1948927681600, 1396040, 1], 1]], 'hecke_orbit_code': 137606725681, 'p': 23}
  • id: 165234
    {'charpoly_factorization': [[[-7571426, 1], 2]], 'hecke_orbit_code': 137606725681, 'p': 29}
  • id: 165235
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137606725681, 'p': 31}
  • id: 165236
    {'charpoly_factorization': [[[517264517902500, 22743450, 1], 1]], 'hecke_orbit_code': 137606725681, 'p': 37}
  • id: 165237
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137606725681, 'p': 41}
  • id: 165238
    {'charpoly_factorization': [[[-37101780, 1], 2]], 'hecke_orbit_code': 137606725681, 'p': 43}
  • id: 165239
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137606725681, 'p': 47}
  • id: 165240
    {'charpoly_factorization': [[[3379479406224100, -58133290, 1], 1]], 'hecke_orbit_code': 137606725681, 'p': 53}
  • id: 165241
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137606725681, 'p': 59}
  • id: 165242
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137606725681, 'p': 61}
  • id: 165243
    {'charpoly_factorization': [[[68890427408419600, 262469860, 1], 1]], 'hecke_orbit_code': 137606725681, 'p': 67}
  • id: 165244
    {'charpoly_factorization': [[[413067632, 1], 2]], 'hecke_orbit_code': 137606725681, 'p': 71}
  • id: 165245
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137606725681, 'p': 73}
  • id: 165246
    {'charpoly_factorization': [[[364686968019366976, -603893176, 1], 1]], 'hecke_orbit_code': 137606725681, 'p': 79}
  • id: 165247
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137606725681, 'p': 83}
  • id: 165248
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137606725681, 'p': 89}
  • id: 165249
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137606725681, 'p': 97}
• mf_newform_portraits •

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

  
  {'char_orbit_index': 3, 'hecke_orbit': 1, 'label': '49.10.c.a', 'level': 49, 'portrait': 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAAB3RJTUUH5AsHEichIggvuQAAABBjYU52AAAA1wAAANcAAAAQAAAADnCbpecAAIAASURBVHja7P13nCXXdd2Lf885lW7q3NOTZzCYgMEMco4kSIJBFEWKQbRysML72XJ679mS05PsZ1uyLP1sy7ZsicoiRTGIUQQTQIDIaRBmMDnHns7dN1c65/1xqu6t2wPStkwbku37YfHeOwOgq6tWrbP23mvvI/jfr+/Y69NffAIpxdSBY+eGTWrM+nEXz5XsO93k/uvHxJ3XVhcefyll/fji+C27L5pXj20g8CRT422qlVRouWMFzMz4+vsA1gHLQEcI8Ub/an9pX84bfQJ/WV4nzlwGuErrdMogdLsT8aef+Sw71l9i67pFAuVx6sJn4iVz8y92Wkvf7QgTX7zsMTUmiNtdmiuJd/Hi/O+cvygQafevnh9qRdMz86wbh3PdiKFq6naTM3/2639w5BcPXfic+Df/5Cf/5czF058Kklf3tVaOKoMPQkgl3RngdKm6/o2+JH8pXv+bGr7F69DxOYwIRlx9+v7O8qsoKeOLSyN/p9mVD0phiOKEl156hWppme3r6yw3FednS6BDkjhhtGY4et5jz1Up03OS0aGEWsXn5LRDqmMmqoJLCzF7t2mOn5eMDWk8zyMIHE7PSZZbsHNNwo7No+zafT0GF0dBO3K+fuR091+nOnUfuG8P27dufBzCZSHWvNGX7C/k638DPHudubgI8A5Xxlc368v6F3/9T/QPv2voqmZ36ufbzVNUA4/T5y/TaCwQxQ5LbUlqPALXUPMNs42E49Nd1o8FDJcUSsRMDHns2KRod0HIkItzDt0ILi0IFB6dMObqTYap0RYSSaUcsXayydGzYywul6gEKb4T0+5q6i1FlCSMjE5Qqa5HOSF7d1zFK0fnf/me3ZdOb9jx43JivCrLZXUSw1eFM/VGX9K/EK//5QH+1FPPIAT36zR8+xP7Fz84XF7ctX2N4Pc+d5Q7r1tmYc7j3FybDROKsg8Tw5qLSz5KGqTQrBtJOTcbUCkb9p0MaYeCwIOFFbhqwqFc8pmaSLh/b4NDp4fYd0Rw+FzCXXtS1o9rKhXBpqll5pcVgQ+d0PDy0XGqJcmpWY+1o12kAE+lXF5UDFUSJCnr18TML1TpmJS33FTh/PK13Lq3y9Z1I0ePXtjw6cD3vmaMefzOu+55oy/xG/r6Xw7gnfYynuuPrqzM/4uHvvqI12oeSN90o3fz/uNjt3z0oVnKlXN83/0lvvHiCJ10hQdvcXjy1YBtGzu0Oi7TS4owFvhOwu6NKWtGQxabkldPDREngh3ru8w2Fddt63D8jEuj6xCFcNvuFsculKmVIo5cdLhjpySKQxpdh1fPSm7cklJvuly9ISKKJQdOCxaaAWtHYNemJp4jiWK4vOTSDBO2r3P55quGt97SotsZ5ivPt3n/Wxa4eu0Wnj2ynoPnu/tu3N54ae+OnerGW94ZjU9M/IMwDJcmxobf6FvwP/T1P32QeerMORzHEU89/QwjQ4nat+/J35gYineeOHn+3sefnVGzjSZDpSWqzjxXr62x/+woqVzm5l2Gr75Q5cWTbbasNUzPOaybNLQvGWJjCGOXC/OSNWMhQhh2bAg5fNrB9zpsW+sxM+8yUhPcsTtm/wnNgVM12nGTzVMR17tDXFqAV4+X2Lk5YdM4nJoVlPwYhOL4RQdDjDQRGycM1RIoEeEql3oHNk4qzk4LbtnVZLhc4fnXBNVazLa1o7x8RPDoC6cYn2zcsmeTe0vYcPn4Jz+bjk1t2X311tKxP/vqZ/9aRYXp9TfeS5omZs3U1jf6Fv13ff1PCfDzF2bxXEdeml8O/s9f+NnwX/6jf/N/J2n6w0ePHYy3r7t8zbDRwcJsFV8Ipqcdntiv+NG3t9mzbYhLCyUefrHD++9d4YZtY3zjFY+rN7aZGq5ydjrhtl0RRy94DFdiQHLwbJl1o5rFZYenD6U8fQKu22zYvVGy1BQ8eVjywJ6Y4YpiuVnlwmWHlYZBuRE/8s5lzs3UWGkKbtrZ5bqr53EZYWZhggvzsHuLphNJzsz4jJQdjlyU7NwIzaZk5+YFtq4L+MaLHmcXO3zgfs3C8ghHzsJKV/OePQljlTLPvtbl5cPH1Jmlk2/audW94/bd1dv27tzuRlH3j/7Nr/3NX12aO+4LNdk1OtajE5Nv9K37jr/+p5Io3dDge8jzM/Xh+Zkzd4ax/sj580eSg6+dHDt/caF2Zj7ktr2X+K5bDWG4iVePlXn1WMzxmQ5vv6vOPddU2H9smMcPRAyPtfjeuyWvHa3y5MEO12xL2DBaAtNBOAJXOpy87DBZS6mHhmoQcm4u5dCFlKoa4cFbWyyvVHn+sGHPVsH2TSlpIjg/75Kmmu0bBNdeFfP8IcFSq83bbpGUKtMcO1vl7OURyr6g2XYZH0o4ddnDc0KUVBjtsHFqiWs3K554ZYR9p2Pee3+dNZVhnng54JUzbe64YZl33+px4twErxzV7D+VUDcrvPv2Je66ZpzLC0Mof6IxtW7b4s7t1ziJVj+1ffvmZ4UcXQH0/0x59/9pGPzIyUVOnZvfItJTG1IdfPqLjzw8NOleqMRRyGTF43QMRJKPPrSOkneZ771rmU1TLvWmQ6Pj8+lvVBirNrhuh0M3qvDUQcPnnm7zgXvrBEGVl0+4rBtrMVbzuDDr0OiktNsdKmtcYu0wWlGsG5Hct6fDKycSHCnwvQS/nLDvtKJSddkwHhEmsH4Mbtw5T73tECYjxNrhtbOS/cc346sA30txhkM6IQzVOmwFGi2PC3MpY8NtJoaqfO15j9fOR7zvTS02DNd4en/AgTNddm9b5vvfnHL87AinLgouzidMN1Lec3+Ln3iXx7GzFXTq8vSLizXBdG1o+CXecs/4p1L9XfVW99gHb7xu20VjFs8KMfZG39LvyEu90Sfw3/oKY8Mv/OIv7jx66Jm9jUb9Ey+99ur/tXTuz4Yef3HeWz/Z4MZtAfW2T5oqUq1JUsHTRzy2rqtz4zbohCVA0ekoltoJQra4dqtiqBRwbtrlxHTImtEu29e7nL9cYrGV4DiGoYpm21rJworD0oqi3jJ0o4h212G0FnNu1iFOutx3nUSnPjftWGHN5BKPvJrS6RoCx+ObL5fZNNVmrCo5P68YrbqMjaasH0uolQXGKI6dL5PqCNdJmRwVDJd8Xj0pcP0G998QM+QO8/T+gEPnOly7fYlbd0ASreG1Ex6nLsbsP6u59bpFfvZ7QuYWJjk7XeHcZcnCUsKx85KhoUXG/EXvd//0YG37xujH0MF3v/TSi4//4A9878xHP/aZN/r2/je//tIy+NLyCp7rbH/51UPXX55v/q3Tp0/eXzWH+MxjLXZeFbF3R8TkaIf1k4KFusvkqEcndAmjmPZ0iS89X+HOPYvcuFMBIxjj8urJEX7/WIsPPNDgzmtixocr7Dsywtef77J2vMuuzYLJIYdT0y7tbkyrDfWWwHEM68dTUBIpIzptyeXlAHSJyaGIq9e3efqAT0jC994Tk0ZlTl6UTIw4rB8TaJ0wv+zQ6IZ0Yo9my2PjeMhYrYtSEscRxLHDqYswMdLmjusS1o04HD83xFNHYXqpyS3XNfkrb0q5MD3FK8d8jp1LeOV0SiybvPu2Lt3OGBdmK1xeUMwvxay0NJeWBWtamsMXIm7YGVGffUH9x8fP73zrHeWP1nzzCxdOv+INjV61T6fJiZHx8Tf6lv+5Xn8pGfzF/edZrHtbVhb2//+X5l79haeefmbL48+fZGK4TqcZ8PgBl7lWl61rW9y+KyGKfeLEQRuFMQIHzbkZj7MLmi1rG0yNQNkPCFwHhcOrpxQzK11qtYhrt2p2bvBptgIuzgs8JyY2iulll+l5TSMSOI7DmuGE2WXN2cseI1WJwGFyNGapadi7pYuUZS4vltmx3uf4OZ8LC4bdW0JmlyRx4tKJFDs3xghhaLYla4YTJkZDJkcjXAn1tsL3YccGwfJylW+8VOLEdJfR0TpvvrnDHTt9Tp2f5NVjHodOJ5yej6gO1/mJd7TYs3mIs5dHOH/ZZXo+ZXYx5vwCnF3S3LVngXfd3uDWHSXOXx7l8tIya2srUycueB8+PRN/UDl689VXTzz7i//or6/8k//337zRt/6/+vWXisFPnDmDVNWJuHPsb5079czeg0fj9znmJW7cNkq3VePwKYdO1zAaKA6dnKTecVg3tsjtO5aIYkmqy2ijepH1SwdG2X/S4wP3Nnj3bSGjQ2OM1HwmLiqOnHc5fanLxsmQu/Z2eNudkvMzFS7Mlmg0Nb6KKY3ASDVlYihkru7Q7risH49IU4er13UI/Jjnj/gcv1hiYqTLtqkS56cl9U7M9vWGaqA5eMbH8xRjVbi4qBivgB6KOTGjWGkHjNZipISRSoxpODzzmsv5+ZDNU13ecXPChgkH0hH2Hy1z6qLh8LmYc4sh77h7mfffG1JSI5y7PMKZaYfpuZSZxZiLi3B62XD/zfP80FtDtkyOcO7yMCVfccNVQ5y+6PDE/jq14W/imvn3Pf/i89x9x22vNesX/22z1Z5fu27HGw2F/+LXXxoGf/jhPyPpLtcOHT32H7/0zef/j4o4sru5HDK9VGbNqIPveISRQ5KCIzWugDMzAftOCnZsaLB7iwZcQCGlg6MkvjLMLbgcvajo6g67NjfYtl4zMeIwNeLhCZ/Fus+FGcGZy4IDZ+Hs5Yj55ZB6M6UbuwSex0TVsH4yRoiUTuiwZSrGVYZYC+LUY7Eh6YQuniMQRjMxrBkfSllq+DQ6gm7istwWTA1pFuua87OKwPWYGoUNExFrxrpMjoVMjYVsWGPYNKW4ZqNLSVU4c77Gcwc9Xj6ecOBcTKqafNc9dd53l6Gkxjh+bpgz0w6X5lJmFmLOzxtOLBhu3TPPL/zQCpsmhjg/M8rcUonlpsf8ksvpSylJGrN7s+LYiSYX5i9ds3Vi+t7Z2e6W8xc7X/uRH/5Q9NGP/skbDYn/otdf6HxQfaWJoxz5+S9/Xly7Y+1/OHnkkb0nzqo7vvT0Bef6XS2+586AxZUhhBA0Wg6XFyTzyylL9ZjFesrMiuD0IkyOr/BPfmSRW7aXuTA7yvRchekFh9lFw8xCwsX5lLlmwvBol7v3trh9F3iyhK98ZpcCLi84zCwJ2iEkiSbwNJUgZWQoQQPnZhIaLdi8xqVSCjFGgPBodTSbpkIWVxwwVoqstCBMwGBYqkesn3RpdhRCGYQOqQUum9Z2WWkLzk07pNphrCapBgLfhSQRtEPJzJLk8qJhdjnB97vgJtyxu8Vd1womaiUWl2tcmPWZXoDZhYTZpYRLS3Bq0XDz7gX+yQ8vsXZ4iAuzo8wslphf9lhYEcwvp8wtxjQ7KUIIZluad92zwJ6NPofPbk1mW+KZH/jge/X6tVc/U2+kf3/zBp9yufxGQ+Vbvv7CMvgLz/4h27bfxt/9v//Pf/7qwUP/4WvffOL+2ZXZbbvXR3JppcIrJ1N2bG5w605DFCtSLTFGYZCAQGJQUuNLuLRY4vkTkr3blti1sUs5ANeReK7C8xwqJUnZlbRbLsfOBjzysse5uZBGEnPsQsiasSXeffcye69ucvOuOmcXEhbagrLf5fS0od6osOcqyUo35chZRbXscOgcbF9n6EYp3dTDcWJGqnD0go9yUlyZ4LjQCSW37mrTaUv2Xp3S6KScm66ydUpRKUeshIbJ4TbLrQaffAxePZNy4EyXzesWuW5ng5HRiHfe0eT99xm2TVVJ42HOXBri1EWXCzOai3MxF+dSTs0Jzq/EXL9jnn/6I02mhkY4PzPKzGKZhRWPhRXJUl2z0kiotzQrLThySbJr+wrvvwdOn5/kkRc7ctO66S3RyomtSnRv27J1e2l4qPaNP/zkH/PZT/3pGw2Z1339hdTgf/alL9Lu3qc++/mP/D+PfeN3/97h1y6rF4902b0rYte2BlEyxkoUImSL8WFDo63QWqC1wBgHIRRCgJQCpRI8R3NheYi/95sed167xPfdt8DWdV1Gh2qMD5eYX/KYGnPZWFcs1h2Wm5r6UsA3Lhva3YTDJzxePKQBge8aLs65COljumWuXmdYN9lmdjlkbrHK3XsM5dIyzdYoC42UKCoxNqJpdVw2TXRZbAVMjEIYKiaHJXHaYXapxLm5LnPLFW7YkXB5qcVXnvdYP1bjqrWwacpBbfDYMAmeqxECNq+xwWyz49Nqj3DmgstSQ7G0Aot1zVI9ZaGeMlOHxW7KpvUt/vr9C9y5yyFwxzh1qcbCcmDTnA3BUj1lpRmz0kyptzVLbclcEwQhF+cMj7wcc+xyyAN3dNkwusTzzz3nf/P5cz/32S98JLlm3b3/9Ktf/mz6jnd97xsNnStef6EkyoVzx6hVyqV9+89uWl547UOPvjj9z3xOcP1VIzz1qsu+0zHX7FgioMvCSpt33h3yA2/1uDw3xvxyheVGwHLDY6nusNSAlaZmpZmw0kxYahhm64LplgHR4n331HnnrZqr1gZEUZnlesBKy6PeVCy3BM22oBsaosSQpqCkwXeh5BuGa4bJ0RjH7XLqcsRrJ310UuHtt0U47govHRliy1r4ygsJ9+zxmat3CBxFksaMjkASuzhuwuJimbtvbPCVZ6tsXQv7ToS4lHnwVk0iOrx2KuXMxQBHeqwZcRipCEq+wPMESkCiIYoN3QiabcNKS9Nsa1bamsWWoZOmbN7Q5p2313nfXRHoKosrQ8wtlVisuyw1HJbrsNJM7XVqpaw0NYstwXRTMbsY8WPvuMDb725xaXEIF8n1W0Z45cgoj++P2bVtnjv2bGKmcfU/uvvWGz6l3c3nddLpXLd32xsNpd7rLwyDP7vvMJdXRr1LMyd+eHb29G8cOXxQmKjDS+c9rt3WYPO6Uc7PCp54YYzZekI3DpmuL7Fz/Qo3bV9GYFCyfziOg+dKPNcl8CSBl1AJNKMtmGtW+dPHyjzycpu33tzkjl2LbF6j2Dzs0mgG7HQloIgSaVcGA+0uIDQj1S4nLhnqYcTDT1cI20Ncvd7jzr1tYr3C4y8Pc8N2hxMzLdaP1pgca3PgTIk1o4Yj5xz++nsbHDmrWDPqcPhMyvRsjc1rG5y8MMqbrjM88VqDP3u6zB27h7hvb5dbr2nx9ZdCWongwCGHWtnBEdDuSLQRpNoQJ4DUOJ6m3jJUqjE7doTcdU2bt96UMFYJmF0aY3GlxHLDY7npsNwQ1Fuw0kxotBLqrZSVlmGxLZltChaaMXfvneOH3tngjt2SbhgzuzDKkTM1Tl8Gx69z556UgyfmSU38T0+cKv2Tq7fpv7Z3767fby0diSqj17zRkAL+gjB4koTSpO13nzz02aufepVfOXXiaVeJCo8fwKbUNoc4ukS9DosNmG9L5ruCxXrEnbvn+eWfWuDGbR4rjSEWVqqsNANWmh4rLYd6U1FvQ7NlaLQTGq2UVkdTbxvmW4L5FsRpyHXbO0yNprTahnfcHrJlSpOkEkcaohge3x9wfi5g7UjCwVMB6DK7Nihu3KnxgzYvnWgzv1Dh2i0VasPLPHvA5ZbtAYvtFZaXa0xNGV44oviBN7d48YjDhkmXhVad5aVRbrymzbMHU0ZLw1x7dYu5ep0XDg9TcircvNOwY1MXZIv9ZwSTozGz8zFP7HfpxgopIdWGLWsj3np7RLOlWDeiuXE7RFGZpXqZpbrPSsul0VbUW5JGCxrtlEYrpdFOM9aHxbZguiGod0Pu3DHP//uTS9y6w2N+pUajVWa5UWJhJWCpGSNUnZ0bFI1WmW+86CHVEg/ce3+870Tp7/3kD73r5MhQ+Uuu4+s3GltvOIO3Wm2azfCHH3/qxX999vRro55usX1jyvhQShKXODcD07MOjtJ4jqEaAELjK4EvPV44McXP/7bLe+9a4q+8eYkt6yJmFmsEXomS71H2XSolh2ZJUu24DFUc2t2UVidlTajphIZm12dpPuDiBUOUaC7NJPi+AQSeMjhS0O4oBC5J2+H6LYJt6wyb1rcJ0yZffVFx9OQIb7vJ58ZrlvnDrxo8UWbL+jYHnlWsH1aM19oEqkQUu8w1oRI4bFgjePVoxI07Stx3wwJ/8FAHz63yltsMrt/m0RcivvJ8hcNnSly1rsyWtSkTIxFbx2P2bElRSuMoAxjKvs/EsE8UuzTbHgdPuLS6Du2OotWVtDrQ6hpabfu7NzsprY6h0dGsdATzLcXsiqZcq/Oz75zje+6IuG5rmemFGo1WQKvj0+y4GAOTww6OGuXoWY+z04KXT8aMjNS49MVX3Gt3eP966fLkUsW/8+90O50/CEql/3UB3mq3EUL81aOH9/3S1x95bHTf0UXuvklzz7UhkyMOm9aWQXgMVxLaXUEYazyVSRBpcJUhcCQHTk7wyokyJ6bneO9dLe7a3WW4WmOpXqbSCKh1PFpth2Z2sztdh3bo0A0N3UgTxYY4NiSpPaLEw2iQSuA6gsATDFcFI1WYGtdsWNNmfKTO116CJ19xkXqIt93kcv2uJk8fjom6Ne68XlDvdJhbrHDHDs34cJuS49NNFPONGKUF1+9wKFdDXj4WcO+NQ9x+XZOXjykwQ9y02+MnvmuJb7wa8ciLFY6cD9g0oZgaLTFSLTNUhZIPrmNQErSBI2cEaSqIE0GUQBhbh2U3TOmEmm6oaXc17VDT6kAjhIWWYrYJoe7wwA2LvPuuBt//Fk0S15hdLNNoB7Q6Hq2OQ7vr0A0l3UjS6gqW6oaLsxELKyn4Ebu2drhhc8IzT35zdP0l51/df+8dTrfb/p0geOPSiG8YwNutBp4jfuJPvvjkLy1Pf33y6rURSyujfHNfl5MXU37mu7usm4jphB5KeXjtlE43peukOI7BcQyeMnhKU3YEC50yn3hsA4++0uSePSv84AMr7NnaYmy4zOJKmWbHp91xM2Are0SCMJbEiSBJ7FJvjD0/q+Mh8KBc0oxWY9ZPtkloceJSzCefCDh9ocKwX+KW3Q537G3wwvE6Dz9X47btAZvWtvnjxwRK+NSqMSutEG1ACZiotWk0PXRS4t33zPGJr5TZNhvwztvaRPEiT7w2RpwG3Lp7knfe0mD7xjqPvtzmwIUy+894bBiVjNYEZV/gufYhlAKEMGgDWhviJHtYY0MY2we5G0EngmZXsBwKlpognC437FzhB9+6wj3XpoxVA1YaZVaaZdodj1bXzcCt7BEKOl1Bo21YrifMLGqqtYgffccim8drHDszybOvNRg7/6XJbRvbvzQy9TYzv9D83Ynx6v8aAH/ky5/kpXMeH/vMIz+CWf6Vk8dPjEvmuf96D21quKpMJxG0OyElV1MrG1ItEcLBUQLHEThOiqM0rgLXNfiuoeQKlrsOiysjfOqbFZ4/2OLO61b4wbescMO2OmNpiSTxaXcDWh2XTugQxYo4kSSpJNUCbQQCgxQG39OUgwTfi/DckEuLIQ/tk5y86HHm4ghK+2xb63HNVsVNuxoof57XTlVZP1zm2qtgamKZpUaNPesliTZ87UWfsC0ZriQ8eGuXLz0Rc36mys6rXS6vdDl02mXjmhGu2zrP0weaPHtIEEYeu7aOsmujz64NTU5dXuLkJXjxaJkTpyuUHYHvSCq+IXBBShtUGWMf1iSFKIEoFbRCQaMraMQQ6QRtuty8vcEPvrXBPXtS1o56dMMai/USzXZGBl3HypyuohMK2l1JJ4R2V2dSJyFMNJWSIu5McuhEmQMnDScup9w23uKRRx6f3HnNxV8ZGx5NLp/+xB9+8VH4qZ/48P+8AP+3v/nHvOUdLeTXzfc/9MyFX3/u4LHhH39Hk5u2xbiOR5x4lAOfOCmjU48QKPnW4goCRyocxzKW62g8R+O5Gt81BK6h7KUMB4Jm6LLcGOEzT9Z4bH+XNSNtPnR/nV0bu3Q7La7datg4pQhjN7PRSkwObqlxnZRzs4YzM4KVjuaLT5e5tDCCiVxGAsW6MYfNUw5XrYdrtzXQcoGPfKnC0tIQt+1yuHZbnUf3C0TiMjkiqZQT2rGHNBKMRDke9a5gdkmw25S5/6Ymz7xcYt24x23XjvLj37XA73+lyYvHKrS6LosrVbauK7FzbZtbdzT53nubTC8t8cWnfRbbPucuu1y65OEqgZQSgUAbQ6oh1oY00YyMxezd3SYMY3ZtDPnA/SGTQ4rRqk8cB1yeD2h3PNqhXeU6XUUnlHRCRacr6ISCTgidMKUbprS6mm5kycUximdfVURJyqWFlDNzkotP+9ywdYZ1a86PL83t/vVn9++If/ofdD7+6nMf5YY7fuh/GOb+h2VRvvH1T/PA2+4Qv/W7j31wevbC77frF8vHzyuE12C41uSdt0bs3VxldqlGu+sCoI0gjBTtrrRHKOmGtvO8G2nCMCWMtP0cGbqxoRsZwhjakaAdCZqRoBmDJgGdIJKEm/a22ToVkST2Z1hZIpBCIJXAcSXHznscORlQCRyqnmS8LJgYkkyOOqybUGxem7Jz8wqpWOTffa7GufPD3LbD5fY9hvHxGf79Zzw8PcxbblHsunqBj3xZEjdG+P63pSxFS/zBQ2X2bijz1ts10r3Mv/tMlalKjduvdbh1d5NTM4v8h8+XEXGFnesdNq5xWDchmRpPmRzpMlLrUgra1MptDpyBYxckrmtQyiCEBoz9n4EkgS1TKXfuSUhjlzjxMcajG7l0utZG3AkdupHqybdOJOiGgm5kWTuMrJbvRrqn6TuhlT/aAEbQiuBSHa7ZvsI7b2syFlQQZoSjZyL2XLOhvWbNth/7F5944NM/+tZnzA9+/4f+h+DufwiDf+xPPsYzR6oK85X3bR6b+cNX908HzdBn86Tg+PkqLx4u8/iBBr/2M4vcuC1iYaVKp+sSxg5KGIRQyF5gKXEdgecqQlcSRho/SgljQynWhLEmigy1BMJYEyYQJYJuLAlTnzgNOHqywv6jkBqDrU9abexK8JT1fFR9uHYt1EowVJGMVBVjww6To7BpKmTtxAqxWeLffW6IU6eHuPEqxVUbJNs2LPPNQwmzi0PctFUyUtMEXgdf+hglSFKJMIYkjVhuBcwuuty4q8T1O5o8/XLAmhFBOahy4w7Nz75vkV//vObQpSorLc1KUzG/7DA+XGGkVmKkNkStHDNRidl8Y4TvJrhOglIpUthgwiDQWhLHirl5hzhRxIkiihVhnL1HkjCWhJENIMNI2AA1EoSRIYx0dqSWQCJNJ7IFpjCGbmzJZKYJ1+9a5F/8+CIlNc6RM+McOeuxbiLl1JnL5eeOVP7w/fc8or//3ZOf2/Don6RvfuCv/OUH+O/94WcQlNWYv/iBA0em/2DHupeD9943yakLZeaXJWlqkDLmwIUhPvpoh9uuWWJi2FB3SnS6Po5yUMqgpMJRBsc1WQFHELqC0FNEsQV6HBuiJLVZkaRwpJCkhjTVpBqrtzU9cAsBSoIjwXXBdwSBLyj7kkpZMVSWjAwJJkcTNk+1qVZW+NwzEU+8NsrKQo29mxSb17ps39glFSt87cUyFddhYkRRLXd57RQcPu2wZ6OhHSqu2x6zd5th5nLK/LJHp1vm7bc0eepAhxOXFJWSxPdq7LlK809/ZJHHD3X40uPjLDYMmydTlusOwzXFUMWlWnaplAyBr/E9je+kOMpKLSntPTCGnpUh0ZIkFSSJIE4kUSKIY0kY28xLFAui2BBFEMYpUZyBO7bZpuJK2Y0EndiukvMdiTJ1fviBJXw5zsFTE5y+5DO3pDlypsSpmYiuOBTs2rrro0+/4P7oSGnkT5997DPpnW9+/19ugCOWZZLOf3isPPOfnj40Gzy2b5J33tnguu2aC7NDlEs2eFxpJTx3YJiDZ+e565qGzTgog1IujtI4ysFzFJ6jCF2D7wpCTxLFwt6cWBEnEMXSZhCSftovSTVparMLqckyJVm2RAiBlKCkDWA9R+B7ksCXVEqCWtkwXNWsGQ2ZGGmSmBU+/ZTk978yxmQQsHeTYNNaly3rNJvXLvO55wxLSwG7phQjNaiWY2bPSuaWfbytEMZW6gwPw4kzhuWGZmYhYPuWgDff1OShJwPGquB7HkoOs2eb4KfeOYcr5/izp0c4fClgTSNmcjhhqKKolhTlkqTkO/ge+C42y6QMUoAUBZBjH+xUQ5oKkpQM6BCnhiiBOE4tKcSaKDFEsc4O2x4YxViAx4JODM1IshRJVlox9+1Z5q49kgvTQxw753J+JmZ6PuH8kmbntgbvulVy5vyF4JE58dt33hQ61bLzJ1ie+csJ8H/865/l1GL6I6J56NdGSsdqd97gs/+LHr/7ZYdf+ZlZbt0dM1QZYs2IS6nUZf6ZFqVSgl9JKIcOUhqUTHEcG/h5rmOlSawycKuMcYRlooyVkgR781KbSdDaBlxaG0yeB8QytxACpQSOEriOBUjgQznQVEsJw9WEieEO4yMrPHM04qMPlzh2ZpgtQy7bpmDDlMeGNbBzU4N20uCFIzVKymViRDFcheFqyMhQguc5CGEfrk7osdSIWWkb6q2EuWWPTVNVbt81x8Mvtjl2qUbZj3GVhxBDbFuv+KG3LHDzzjk++nCVFw4Os9hymKwlDJcTyoGkFCh8V+C7EtcVOEqiFFn60KLcAMYYu3plQE9Sna1ulhTiRJOkFtxxDHFiMqAbK/diYcGdCJqxoB5LGnFK2mkTdWO6acSjr8Gx4wnz9ZTj04KpqSY/+e4luu1hPnU8ZmzkSO2aze1/d/uezV7j8u//fm3tj/3lA/jZiw2UlH/1Tz772V965vjCWJLUqFQjLiwLFupVPvpYhx95yzzXba8jhccDd9bZvq3DpTm4NJ+wYaxBo5HiqBTXSfBcD8918D1nQD/GsSROJHFqwR0nlpnSVJJoMuaWaEMf3LZImTE3OMoWTDzXEHiaUpBQDRJGaiFrxxvM1tv8xhddvrZvlKXlCldPCDZNCtZPemyYFGxd18XxVvjEEw6nL1TYsUYyUpUMVVKkDLk0b/AdiRRgjCCKHTZPNniRlEZbsdwwzC6V2LEh4Hvvr/Onj3qcnfVxnRghXLSpECeSm7Yus/mvNPjay23++GujvHS2wvoRwXglpRKkBJ7AdwWea+MUR2EDZyl62QSDfcjyfHmqLeB7IE+tpLPyrs/sUSIIE7sCtRNBM7HBexjH6FaHTZMN1q+J+NWPSx56OiY1EkelbFrX4AfeUufqtbCw0uHd9wgqXoWwOT128tzmX7nlrvcrY973O0KM/OUBuNGLIPjxE4cf+aUJ98jkNRs9FpYczsx4TAQaV8OXnlrDKyca3LqzScVtoZTh3EyZVw56XLUl5Pvf1uZdtzcZG4podwM6YYzvukSxSxQ7RIkijhVx4hCn0i61qSRJJGkqSLXoa20t6KkSY5lbilwCGVyVpRu9lJKfUC2FjA+36MQdHn3N8MlvDvHCwWFGPJc96w1rRyVrxjzWTUg2rIm4av0yB852+OJTEwwph4khQa0iqJVj6u2UrzwXUPUMQlhgdUKHd98Z8uXnrSem3tLMLTtsmKzy3rtavHC0yZETHhU/QUlhQa7LdCOr9X/ozXV2rJ3jE483ePbwMOeXS0zVBEOBoexpAkfjueAogZL2QbZMDnniTGdSTev+Cpfo/qqXpBCngijNqqKJoJsKWomglVh9noYhlXKb9z64zPe/rcG2rQn7Dnrs2nieVDqUXMFN2zWbJkrML9Wot3ymaj6npz1mFiJeOXly8ujcM7/09vvv0xdnV35vw5rv/Fi57yjAp+dWWDvWwqTODx86+Myv/sGnvzG2e+M8d+8d5dTFgJGqx+xizPxKwvSSZHp6hI+eGyJOYtApcSpIY83RmZgXDnb50+tafOCBDg/eUWd0yCWMfMLYI4pdC+zEZgWSRJGkWcEm7QNcm4y5dT8bKoTJgkrr43Acjeem+F5MyY+oljqkdPjGy5KPPzbMwTNDiNhny4hh7bBhfFgxMeoxNS5ZNxGzaarBhfkmv/mlCklYYsMGwXDVoVaBWjlGuBGNToXhqkEIm5KME8mor0h0QjP2aLZTlhuKS/Mldl9V5ae/e4Vf+ROfc/MVHBVnD4ZDkgR0I8nUmM9NVzfYe1WLQ+cu8clvlnj4pWGm6yUqvqLqQcU1eI7BVeBIW84XYjAvrAGj7UOXakFqIEmFzZ+ngiiFMBV0UkE3hU5iSJIYHUeMBR3e/pZlPvRAk3v2xoyUFdp4bL5HkqQxaWrohgHdsMbcUo3L8yVmljxmFuHiXMzpacPQ6CW2X/qzyWeeVr96x223Jy/tn/6jG3YHKHf0LybA250OlxYq7zl4YN9/+NTnHqt945WQ8VH4+Q/Pc83WUXyvgu95OAogwVGGckuyEpXoJiAMxL7Ndsx1y/zZ8xWeONjh1oeb/I33t9i9qcnEsKJWcYgijyhxSXKQpyoDtyTVEm0kxlhJYHoBJUihUcrYwNVJ8L0EV0U0OjHzjZh/+7mAM3MjvHxkGKM9xkqCyXHD+JBgrKYYG3ZZMyaZGktYP9FmbHiZr72ieenwMHs3CEaqkmpZUitrKqUI4Yb4voOj7M83xsqnTujQ6cYkWtDsaJotw1LDZWaxxh07W9y+e4VPPBJQWlI4MraANA5J6hHFtsdzfDjg5m0tbr66xYv3TXNuXvLRh4eZWylzcdHHU5KKK/ByGSZt4Nkj8lyqYJk8MYJYQ6IFYQrdBCJtIE0giZEqZP1Ihz1bWvyN721yyzUpQyVFmlZothzi1LVyMFVEsUu767PUKDG3FHBp3uPinGF6Lub0TEow3OGvf3CJUb/L8QtfG7t8Xv6HG2+4cbnbaX/xO4nJ7xjAX3r1GNs2Tal//dsfu1q3TtY2jze5Z6fPS6cd/uiROX7pr16m5E9S8qto49IJNWGcAlByUzqxXQ5DLeimDl1XEac+C2GZh1+q8czhLhU/5EffUWfjWMLmdR3uuLaJI2yLGMICXGuVaW5heyOzl8AgpEEJmzM3JCATDp2R7Dvq8NALVQ6drxIlZaqOYqJkGK0YRsrG5sFrDqNDDmPDgqnRhHUTHdZOLPPEwZCPPDTJ2mGHiRrUKopaRVAtJ5T8kGeOK7qRg1uxoDJGECWSwFHcsKPD868NW+NTJ2Wl4bKw4jO7MMJPv3OWiwuLPP/qBK4ERIwGksQhil3CSNLqOIxUA4ZrFW7f0ea+vW3+ypvmOXpB8+UXAl44WuL46QqJcAhDRTtWKCERQqwKPLOagNEk2mC0xhUpQ15EQMztN7bYurbLhvGYH3wwpORJqiWHKC7RaNnVNEmdjGRsbBQlLp2uQ6Plsdx0mZ43nL4YcXpGc7EV8csfmmfIHWXfkREOHO9wYf5rtTQ6fvVNd/60Wpo7no5Ofmc6978jAO8u78cfrnknjz77Y67u/trFhTO89WbYtqFCKhTPnRrh889d4u5rZtm1tcP88jAnzkkcBSXXIBC40hBriFJDkgoibZfHrusSpi5tXaLZTPjVT4xgkpg1E112b+oyNpTwgTd32DQZEcdZ2xoSCsxNpj+l1Agp+MzjJQ6cqiAch3PTZS7NlglKiiFfMFwx1AJNLYBqSTBUVtSqipGqw9gwjA8nrBnrsn6yQWpW+MxTNTqtCts3GGplRbUsqZY01SDBdSO+9nxA2Ja4kyAzMMWJpFJSvP3WDk++ommFklYnpdF2WGk6zCyWuWZrlQ/c0+DlQ2XOLVVRUgNxppdd4lQRxrmzz6He8qiWylRKIdds6HLbzi4X5uqcvbyC46bsP+3wp98sI5Sy4BZy8CYaDWiM1iSxZvOahA+9ucP4UMrOTYY1Y5AmLlFUJU4dlhsOSQHYViLalTRObGGpGyniVOIow3Ir5vClCBWEvPeeJfZuUrx0uMRXn9NcXIoZGb9Es3v1rz3+zEvtenrV73/tySPR2+/9b2+a+I4A/MXXLuL5izsW5s79xskj++ShCz7NsEXJq3NqqcJSw+eff2wD125p8LabQy5caLFYr+C4Atc1CGFwlA1ygtRG7okWJNrYtqxUEGlJqD0i7RFrmG9V+eYBjUHzhRfsyAaMzo5+KjDLBWZ9mhKpFEnsILWD60iqPmydMFRcTdnXlH0o+4JKSVItKWplh6GqZKQGY0MJEyMh6yaapCzzbz8b8PRrk2wbg5Fyxt5lSbWUUC5FVModSqUyvpIomWlwrByIY5duR9AJU5qhotXVNDvatsxVPC7ODnH37pCf/eAs//pPHc6v+AihMSZGp4Y4cYliSTd0aXUU1Y5DJfAolwLKfpnAj6mWIm7aHuG5MbdsT/jBB9o4KsmKQBohzKAozySd1hIhJL6rAI9u6LC47FjfTnZYg5oiSSSJttIwj4GSNMtsJRIDTIzEXL+rSXWkxYO3NLl2sySKXDauXWDvLpdbPMG1GwIeffw1uXV76Te2bl5+qtPpHvxOYPO/GeCf/eInCRNROnb62PsunDstRmtltk4YDh/zubycIARcNZKSaIf5uXE+9pBhsmoYr5ps5wKBI8BVhiSL5vMjT/NZoIven8VGEGtFYlRmKPJJjc0MFG9Whm2UAEcIW6lUEJQMgWMIVIrvgu9A4BlKvqDkScolSTlwLMArguGqZrSWMDYcMjnaYt3kIh95SPPHD69h47BivKqpVRTVsqJShnIppVqKubyoOXXZJ/Cs/RZyp5+gGzlsndJMjXdpdD06XZOxuGSl6VAtBVTLw/zgA3OcvjzDb39xPY50MGhSnZJoQ5w4hJGiE1ljVDuQlLsOJd+l5KfUmzbG8NwU10lx3RRH2kYJKW05X2SHta5YU5sFuaCuM5elzuIa3Y9x+u+iB3Ab3NtKaZoKUiPACLTWXLfV4U3XByRpwMVZhyQVTAwlvOcOwcxihZMXApqNhLMnXhRlZ/v7Nm/edurrX/t458G3f/8bC/DppcA7fWnh5xdmLvz8upFZuXt3wOEzZSZGFAsrkmbbGnSSxJDoxP5QKXpFCEQeyYsM2GbgvVd506Yf7Wef7SF6gZIxgoIqsR6TLLBypMaR4CibWXCVwHVsRdRzBIEvCTxJyVeUAkW1JKmWDUOVlOFqwmgtZHykzaY1i7xwPOQTj69jJPBZU9XUysKCuySpBJpKkFAth7xwDPYfLXP1hMl0b79s3gkVt+w0bN/U4cWDw7RDQ6eb0uo4GchdykGJUjDM9927xP7jczx/ZAqMQuvU2mETQxKbnp+kEzqUu4ZSoAg8je+5+F6K72gcJ8V1NI7SKKXtdZHWGowwFK9cPzgX2fUVvVK/BXohDZtZjVMtegDvpWezGChOBdGCYn4pAGEzNXEs6USSRksxv6y5NJdy9ELK9s1NefXWi/+PL8veVRuq/xyI3jCAG9OQ7Xb3F//9b37877x2eNY7FBg2r1/g1t0hR0ojXJr3WG5o2p2UMNbEiS2Z9xBo+kGOLgBYrwK3Lvy9zipxebHCZIap/knl+V56peq8oKNkVrFUZJZb2zDguxLfUwS+ouQLyiVBtWSolVOGKgnD1ZCxoQ7rJpZ5/liHX/yDNZy/OMxV45rhMtRKikpJUQmgEqSUghjP7VLvWg+NqwxS9rVAqkW2jHvUSjHtRNPOXJLtbkqzLamXFOWmT+BX2TIV809/rM4v/KHkuSNrMCi00aSpJkkTokQTZZq340tKoSLwJL5n8D2F72hc1+b7HWUswJUFuMpkihDmCmtp7rTURmB0DvSMVDKGHgS7TTXaz32AF+9Nqm3VuRtBqwPLDTtO7siFhJHRFm+9PYFowTt5es3fu+3+97qX59v/aO1E+c9dzv9zA7zZbNFs6n/+ykuP/62rxo4EjavKvHTC5w++bPiRdzTYvkkhZY2Sr2i0JO3QutCSRPeqZ4asbGwMJmNmo8kunP271OQldtFjbbPqyK5d77kRGX3LTJ7kXhOlbLrMUbmnXOJ7dgBQ4NuRDCXfUAk01XJKrRwzVI0YrXVYN7HC80fb/MLvj3Ps/CibR22GpVqSVMrSsnfJUA5SykFMnEZ87JEqUilcaVCinybURmRBmcsPvW2Zr78U0Yx82hnAWx1Fs6Wo+w6B5+O7NXZuTPhnP7HIP/59wbMH16CNzMZBW+KI48z1F1i7q+8LAlfge7ay6TmmV7F1lEYqmxuXwgJdFNOHhQuqcxLSfbDrgnlLF81rOgc9vWkEukdQWX49sZ6WdtfQbCUs1RNOzhhGx9v8yIMpFTXKvhMuRy+dDYz/xN9+8C1vEY1G8+/Xan++jqA/N8APHj2K0eb2bz79TOk9d84QuOsp+QEHzg5xbiZm100tmm0PKX0LoI6kE4oshWTQqc7MT6BT02Nm+276bFEAtzFmEOCvc145wHMPRl7JU0rgZIYqC3CJ60rr3/AEgW9nnpT9lErJgrtWiRiudZgYrvPC0Ta/+HujHDo3zoYRwVilIE0Ch0pg/SulIKHkR7huyKXFEVwlUFJnabl+kJmmkiRRrB2xxZNGHFife6jpdFOaXUmprQg8F88NcJ0hdm1I+Gc/Ps8/+F14/vBkpnc1cWqIkzRjck3oa4JI0vVUT4K5LriOlWjWp2JwJJlMAZG9FzGe49z0ZEvBmZjJmHylze9XWgR3mhNUVhnNPC3dMKXdTam3UhbrmtmG4NpdEh0P8fQRjwOnY47NdLjvwjdLywvrbherMz7/vQH+0gtfYdOULv/HP/6Sd/vO8wzXuly9eYGRWo1b9wjWT9rS99hwBwMo6eEqhesIupE1R9lABNI0c/hp0+tC0RmTa2N6JWWTAXwA3EXazl55STp3CUopetJESVnoCBJ4LgQu+J6mFBhKvtXP5VJMrRwxXOkwPlLnpRNd/vHvjPDauQnWDSsmKpqhkqAaSMqBolwSlAL7cNhSf8TzRwStrkegyB4yq8HzJoRUC+LEoRIo7ri2yQuHarRjK1M6YUq7o2j6Ct9TeK6X6edhrtmo+eWfnOPnfguePTJJrCWx1lmzdL8HM/Qkvqcza7Hs/c6Oyg8ymdKXcTKr8rLqsubX2tCXLX0/S555GZSUA/FTZuSKEusp74TZgKKWZqEl6aaSx1+pcPYcdMOIy01NIzR86vE2vvc5b+O2D5U/+4Uvt7/3e9713x/gL756Ebeyfvi1o5/8zbTbufePvlLjcrPMm25c4ZbtLTqhJEojJkswpukFLABCKlSmf+NEEKfWttmTIwPA7rv/TE+r51bX3MxfuBHCGoqEzMCdmYxUD+CWxV3HMpnn2jFogZcZrPyUUiYvqqWQoWqHkWqDV0+G/OPfGWH/2Ummhh0mypqhElQCQaWkKJcU5R57pwR+QrXc5Yn9Hiv1gJGRfpk8P2edBWRxqpgcUzxwfYsn9mnbRRPpAsglgSsJXAfX8XCcElJqrtlo+KWfnOPnfsvw7LFJYu0Q5w7A1PSY3I9lz13oORLHyUxYUqCc/NrQO7/8IcylishdafRjJSjGP/T9LL0Ht+9v0dr0TFxxoomSvLPf+m/mm5LpJrSiiNHhCG84QXdT3n9Lm/uuk8wsDNPtmHvryyd+98Mf/ODPJJ1zK05p839nBk8ukLZmf+7s2RMfTjoLpGGZ9rLhjx6q8BthQjuMuWFnh1u3t3jg+ibXbDJZAcA+5QLVc/A5ieh5k7UZ1G05mPW3ZG57tfOKXC5NhMwddH3d3ft5CuvPcIxtVvbspNjASykFCeUgphKEVMtdRofqvHw85Od/a5xXT69hcthlspwyVDYZuDP2DiQl37J/4CeU/YhEhzQjH6Ekbs7gPQ0uMoazxrA4dql4XWsXiAJGcpB3U9qeZXDfk7iOg+vkG9Aa9mwx/MrPzPJ3/5Pm2aNriLVDmAqiNGtMiAVBbPtVPVfgOTpbvaRdzbIVzV6frCs/fy8Ys4qMXrz+AyDXZkBC5r57nfZBHmfe8m5o9fdyRzDTMlxz9QoP3rjMzVcn3LgdWp0yrXaF5UaVplPi1LkVUnXmw4cPv3IqjuJ/8N+VwU18DpwNm//sCx/ZW1+Zw/PKrJ1wCPyEtU1Nve1Q77pcvFhh/+Exnnh1mX/4gy22TMaZ3dWWg602tqyapv0gJR1ghKLuEwMXtseFOWsXbkpvuc06dFQWTDmOnaPiZiak3D0YuGmmm2NKQchIrc1QpcnzRxL+/kfGeeX0GiaGHCZKKUOBoZqBuxTYdGIO7pKfEngJtUrEkbOGx1+u4EmJq2xnTXHnsnwJj1NFoh3uvynm6qtanDpfYqJM1i2Ta9WMhR2F47i90XRCGK7dDL/8Uwv8g9/SPHVogm5cIkwlUWIoZz5u38WC3MlXL51JFIlUaW+FU1IUAC56gXrvrEV/yewzed6PaQaIKY+jilbcJPeVZ0c7kuzeVucXf3iRXRvsaLmT532abY96y85NXKwLtPE5f36ax596Ye93fc9Pb3754MVzN+3Z8J0H+PLiDIahLQdefeHfXLxcf0+92WFqvEy17FArK4YrdlpSu5OyIdK0Q8G5hVFeOOQxfrsDxgY4nqMRSJS0BRydChJd0HO9AIbs4g0uj/1XxtyrwS0MUuVpwWxIkMpY27E/33U1vqvxvYTASwj8iHIQMjrUZrnZ5smD8Msfn+LAyXHGM3APlwzVkqASiF6u3GZetGVvzwK85IdEaUq3ExAo+5BJIQacfHkhxQaajtXyTkgYGTqxKABc43m20cN1JY5SKOn2AI6A67YKfvlnlvnVP0l49ugY0/Ua3YpkODVUEzttwM8OtyfRTJYupADwPoP3zlcMMnif6cBk8ymMYSBO6qdxC/WMLNaKU/tnAJXAcOdORc1bwwuHqrSz8RStjqTeFtSbhpVGSis0VKshabLynstnn0+3bb/5b587P39286aJ7yzAj5w4SxCUbzt45Mj7jp09zC07YOOYYGHFsFixT1yzbUvOYWRIEs229ZKRksf8ku0TFMIO0xFC26xGKkgdg1soDGhtBtOARcZgMMLv3QSKwZLJ5InJXIOWuW1XUD5qIu2B2/cycI+2mF/u8EsfK/PF5yZYaI0wMSSZCDJwB1Z3l7PAsuRLyr7JGNxq78CPgIjHXvVYjj3GfAb82IiCbjVWh0exQ813ePONbZ4/FtGMfYbibEpApPFCG7B7jgW4owxKughpCzQY2LVR8q//RoMvP9/hn//eGi4ujNAZdhj2BNVEU07Aj8Fz7bAkx7GFLqcH8DwYt+9FmSKEGGDxHpEX7k3eSNKPmwZrF2nar1BrA64rWBNAY3mYx16yExTiOMuNdzXNtq3CLjUMc02YmtSUgwNsmBp/38R46WPdTvvsd5TBW6025XJp+8OPPfs3X3zlAMcuCM7NpzxwwyJ37PQYqg5TXQpYadnpR2Fs2dhzoFaxHSFSpr3qmZJZYUCtyqn2mEAMau4CyHuMkl1sKXQWIFn2VjnAle3Cd7Lqndtre0vx3ITAi/G9mGqpg+O0eWJ/yu9+pcZDT08S6RqTNcF4YGWJTQHmeXKVHSJj7iJ7xzhOyDOHh2lHDmvL+fmsZvA8LyyJE0XgKm6/pkOiLcA7saCbZ0MiG5i5Tp7iVBkQbfXRAk4wPiz48JtaVP1pfu8rHZ48PMZMXKIdSGqJoeIYC3Ini0OUyeISk4Hc9LJOeYFMSBAMnrsQgxksQ4HJ6bO40YUc+EAgaq+Hq6De1Jw4l+K6ltiixFZzG23NfN2w0Em5afcKb7kxJVCKy5cOsPfaa/7m7j13vxJ22yf8/4KRcP9ZgL925Byf//I3CEpD65pLx+8b9lqM+0Ocn0n4rc976Pcs8OBNGlcNUw482qHtctfGspeXyQHX0ShpL0m/MjZYOLgC3D2ADzYs9Nm7n9qSWTFFSvtz7GBK3WNuV1kvhu/GeF5M4EaUy108r83HH3b4l380yan5UVw/YKoqGPVTar6h4kMl67Av+bbaGWQFIetfSbOVwMqThUZKK/LwlMKTphdg5r9CnmqzzGYLPlHiUnK7TA13WGlX6cQiG7dmYwXXTbM0n8rSnapfnOkFrtb5+J57Wtyye55f/miXP/7aBEtJhbbvUnElNcd6cHwHPEWvGcLJiz4ytzaIQheQuQLg+esKJs++F4FdrF3o7KGQ2q7F9ZZNGSopsnFz0IkMK224sGJ4y+0r/My7DMv1MS7MBLx2MmFi3ZH7PKe7bmmlcaLbPEtQ3fLfyuApt91655bZS4c/0po+yK4tLiM1lw0LDscv+OikQaXcYSxxcd2UbmjbyXTWRSOFlQq5sYeMcXL/Sa8cnAO8UFToX8XCS7w+uPOyswV4kbnzpuUEz7GSxPdCfLfD2dmE3/5yhc8/Ncbp2RFqZZfRAEb8lKpvstJ7Dm6ZgVv2ikJBpr19zz44tUrI555xOHGuRKCErRjmQKGP8n6xxOrwOHHYtRm+65Ymv/vVMVplh1psxzP4URY3KI3jSJv9UBRA7hYQZ1eFTeOSv/8DbfZuvchvPTTK6ZkhlpISbdehogTlDOieNPbBybJMuW9HFiqvPTbPovmBamdhRTKFQUP6W7wXV+E4tQOa8vktNuiGTiRY6QgWQ3BEiZPnqhw/5zGzmHJxXvD1J46xa8euj1x/8/XvaK40/rNS5dsC3Jgu4DN78ZkNJ1de3nb0wnlu3aW4cbJCp1vmtmth01oXR3UZqTUJ/JgwcokiZR1mWg4mq3tPe77dSL8iVsyWFLMmA9jOK23C9NglLzVLaXomItuOlhuMEtu54yT4fojnhDTTiN/4tMfvfXmKS4vDaFVidEgx6hmGPE05Y+5yr3wvM59KJk2y3HkP3J6tXoZxxImLPq3IZ8TPsjh50SkHSR44m4InJXaoVRy2bohQfpdmVKXjCUrZHBIvk1duJlGcPOuRbdVyZfCqmBhq89PvafO++2f4vS83+O3PjLHQqdBxAgJHUXYEJWXwE2PZXJqeHndkIWAvpDgFZjCzUsQKXBE39cHdTxz07utAXQBiLegmdjpWM7aNL0/tr3D5IrTDkFacMjLcZqg8w9MvHtg2uxJseMu9t5xtdiKqJe/PB/DlpXmCoDoRJaVPnz15xL04M8WXX+zwoQcWeeD6JcJIYkTE7HLI+FDKxIgiin2SxKUbuZbJU0lqZN+dpnPWFoOyhEGQr2ZvC+58WTar2FujslY0pVILcMd25HtuTOBFeG5EvRvxzAHJxx+u8ZmnxuimVTzPY8wTDHuaimco+4ay1wd34Et8X+Jn0sQWhrLMRAZwz7WVzzOXDU++VCaKXfyKuSLAzF99b4a1okaxwnUdHrilySe+0eLYxQqdwM57CV2Dl4Aba9xIo5S0eWspkEL2h/vQB1KqrUe77DusGe7wd7+vzTWbQv744Sr7jgwx36nQVR6u6xA4gpIEXxlcaSybF6XKKhYX9GXilSAXV4C8yOIDktRYz1GsbUNzKzaE2pAmMUOliE2jGu0oLrQUUax5803LfN/9KYePj/PcS8fcG26499OLy43rG83W/J+bwRvdMXnq7PHbDu5/YujJ/ZpXT4XMNjz+/Wen+J2HOoRxgtYuUOadt7e545ouQ0GbW68xjI86JImdexcnDjq1rJ4zdz7w0mR6vP/Uv/64RFHUg8LO35NZGlAKa+C3VtAUpdKeHHGcmHor5umDgj/4ao2HXx5iqV5FlgKqJcWwa6h5mrJrKHuGkkfG2pa5S74k8BSBJwg8MoeezsCt8V2rv5UTcvwiXKoHtrCS6dvBwkmPwLM+SAvyREuiyGFNTbB9Y4fXzie0Yzcb0wBeZP3yrkoziZIXakCu8mkUg/Y0lcSp9Yd/6IEOD966zKOvNPnDr9XYd6TGYrNMXXq0PAdPCTwp8CW2h1PYID03q+WMbgEuEN8CM0U9XjTI5bn/xAgSIwi13U6xGxnQIZMjbR64tsFIEHPHNRFvuy3CGEWqFVHkEjg+niMpe8toAftfenxozdD9t121fcdX+TbDg74twD3O+rVS9z9duHS+snezj9RlFusJK23DYssjTARRYghTw0cfNvzulxJGKh3eeusK3313gwdu7DI25NLt2p0H4tSx/ZI6Y3UtCgWdvj7t5bjzS1ZYInvsnTN31p2iZIqSKV6ezZAx882EJ15y+MrTVb745BBzjQoiCHCrLjUHhlzbyVNyyWQHlDyRHTKznGa62xP4OXvnAHcSPC8h8CKMiXnsZZ9zl0uMjwpcqTM9K/qNvgUUGF2wmqaKTuiyeY3ggRvbfP65iFbs0okFgWvwEsviYZxbXVOrwXsFGTkgU+whe40KtmrqUPJDPvSmDm+9ZZEvPNXky0+XeeJAlbl6mY7w6HgOjqtwhMCVAldKXGFNWYoio5t+RFFMHRYesoEVxWTA1hBqQahtGjmNQ9YNNXnrDXXedXeXt96qqQUunW5AN6rZho7URcc+lxZ9lpseC8uKI6c1kxOnK0vNu/9TeOLSNUDnvxrgi02DTjrf37386eHtaxcJoxqVsuLSnGR2MWGpkdBsQzuCboyd6Z141Ls+n3u6xldfavHOGxd4/30N3n57k7LjE8Veb1yxzm5A74ZAVj1YTd2mtyzKjLlt87BGZADvSZEgphOmHLsEZ6cVn3xkiK/uqzG3XAE3wKm5lJWk6hqqjqbkGkouBK4Fd+DamYTWZioLh8j+3mQg1z2Qe65tTzs1rXntjA+umy3zplCiFwPph+LynWbdL0lqxznv2Rqye0OLo5fKdAJBORH4sSFUZKk9nbF3nk3J03h9rdLLs/caFFQ2fcBKx1Ip5EfeHvLuO1b4+kstPvWNMmenA45eKhOt+CS+Q9dxkEracj7250nAybW5sD2mg6Mo8nx45prMZEhisIeGRKeYNKak2rzrviU+dF+LN18PgVum3i6zsOATxnbwqp0s7NBouSzUFTMLgsvzCcstwYnLHYamXqVa/fapwm8J8GajIeI4/tmHHj877OmYdePz3LzJYWxohOOui6MEJT/NuuOznG0M7UCwFEjmWkN86jGP54+47N1+mV2bUmQnJUnd3kXvs02W0R1wTxXTgRmws7EPUljG9n07STVNEy4vwiPfdDl5scQTL5S4tFzi1HQZfB9VdgkcRcUxVBxtswiuwXfs4HjfJQNxfsjsUBnAyTR3Bm43xXcte3tOTBBEnJmHI2fLuHIwPTioXVcFX3kmRWcNu4nL7s0dtk+2OXg6oZ24VGNB6ICX2OurCgCXUiCkHGDynEF7uedcBhWbglOX0PWolSJ+6G1d7tlb59Jyg8de9Dh9wefrL5eZXgxIOy5aOsSeAqmyyqbsSRRZkCrFoUK9B5himlCDSSGNIAzZumWFf/VTS2yYDJhfHObicoVm26cTunQjRRjZLqV2aPsJLs1rTlzocmouZsvaDhvXCkr66Pj73vJTf/PDK9O/Uhle97qBwbcE+MXjXyBJU+L6As8dq5IQMjGesmtdg0pphGrZxXUl5Sgfzmitmp3ITlfyleC89Dk3N8SvfLzFP/ury0yNGGSSkmpll1CTdb8XwV2UJbkkKehspVJcPyVODacvCF47rXjkhTIHz/gcPlOiEfqEkQ+uh6o5+EpSVlB2NKVCHth3cp9Gbpu1vnA/kyWep/A8mT0Apq+93dRWFl2r8wMvxuiI2SVJaHwcR+JJY5lO9vX3FaYlkzd29Hsco8RF4DAxGiFVl1bs0naEzXTEfcOYo/RABVKKQhSbDztCYLTsM3mhKdhNVW/8RDv0mBqJ2LQm5qarQjpRhx89U+fgWZdHni/x2pmA0+d94sTB+AojVVYBKkTPxZ9fNNnmU05zcJsEkcZsmGzzc9+/woZxxdxCjYXlIZbqJRptl3ZYHOcsshHO0OrCxvVt7r+9y/oxRRKV2H8qrnzioX0flkr9yn8Vg3/t0a+y0KqrmfOvijBMWTscsFD3mJ/RODGsHbUdLIEvek4x21ViR+1WAo0xhpmmpCEVn/16hbff2uLDb+/iidTOLjEyA7ZYJU0MQoLjaCtPpCGOrANNCDh7UfInD/u0Y8WrhwNOXvBZaHmEiWdnHysXVXPwpKCkoCwNgQO+o/FVZjxSlrU9V9iiRxHcrsTLZInvge+RZU1sydx1NJ6bZBXRmFIQMbec8sizVepNn5EhgSN1zzKQg3z1y2T3vdjrGIaK8THFg3d0+fq+DufrFTqutDLFATcxuHGes85y7DK16UKKs05k72do4xR+hu2hTFJF6igSVxGnDnHs2lSqG1PxYu7ZE3P7NRHvvS/k+AXJ/iMunUjxx4+UOTPjgpC0Ow5pR+U+W4yiP8p2QLGY3kgKTIqMUu6/sc37HuyQRFW09lhulJheKNFoK7phNkw1hTgbg51qw1BZsm5yiLXDFbpth4UViatiFuaOi9uu36aee+YLyR13fc9/GcC1Bscb+g1Hda7bvFazblzQCT26kX1Cfc+684zOUlIp2RIIaWI9FOvXdKlNLvPsS110I6UVSboOSJPYVo8r9HbuGYd6G/YfcFhsSEqB5IUjLl96KqAbK7qx4vKMhxYOsXHRwgXHQfgOjpR4ShBIQ6AMgcyYWhnrAXeynK/TZ24v78vsgVtlPZqix96eq/G83KCV9tjb82KUivjmK4rPP1dFeQ6+NFlOmVWejisZPM+FWx0uiVNFt+vy7js7fPGZBn/82BCtJKCS6XA31+ExBduD7kmHnEmzEltB64uBtGSSShLHMrnrKBLHwUlSC3SV4ihbOxgtJdy5M+GOnTFGhHzgTW26sR3E+WdP+7x4xKPkCxYaiv0HPRptWRi3csU8CjAalWoqfooJDM1uyLNHUk5f8Ehju+tdf9x19p4Ztxxlu8HOXlKEcUonTOjGKaNji9eNDu/9DQE//V/E4I1GnWq1VvvU5z678/DpWG1cs8Jd168wvzRCo+0SJ8U8duEG6UIpVkiuWp/wk1MLHD7bIEwMB067/PQ/Hl2VQ10F8qxJYaUl2feaR6OukEoRGkmoFUYoEA62Jd8BqZBS4kqJJ7GFC6nxpAWCp7A7sWUz+izI+2OSXcc2AuSNx0VwW4Y3vT2A/FyWuH0/i+/EGBNxacEjCgP8IZltc5j1guYFnjznsLrYlWWQcgmRajvybKSq2Dge4YkuncSnkwhKjh2CmXtIrA1YZ80KuftP9n6W/Rkyu0+6MATf7nmUFKRRkqRZ3UBls9gTVJISxTbl6sgUqRI2TOTjJlKu2dwhMh2ko6k3BPtec1hpWZdonl4xV9xmG5yevezw135xlHYU8OrJITYPGbZPdXskYFOKxra86WKbYkycQqMDs42Y23d3uWqdUkkS77zrnvfXWu1Wo1KufHuAC32JTlP9ytbR/W/qbuowu1yhUrrE2vEOy/UKzY5vJxZlAy/7gy6tjlbSUPITxoYjxmuK73lzysJyzG99rsLT+0oYVdBsq9+zz0ZIdI4SlAW0I0EohJQIKVFC4AlboPCELTt7GcO5Ms8bF96drJNekW29Rw/ctq1L4WXg9hx6FlPL4BmLOxovq466bozvx1xY0Hz06xVwPFwp+gFmT56IKxi86N/Ih4RasOWjz1x+8MEOX3iiw+HZKq3UpZzYTWmtC9D0O3FUXhMo5Kfz69kjTlkweOWH7nlhHEfhprYwlgNdSd0rmtn31A4MEhnIpbZSLNZMlDTvuksjZJKBKNPe2XtepEMYjANP7vP59U9WmVkYoTRSoSo0Z4wm8ESvcKV1H+hxNum2HQkaXZhva2rVlEpQ4cmXI04unnnT6LrzvxIn6f/vP8vgs2c+h1LSe+nweYxe5qrNLqfmDcK0qAVdtk4pdBpYoIfZPLqseCOwUb7vxVTLXXwvIkk0n3ikxL6DJZKSnSFoD9kHd/4ZWfhuA5l8jp4UAiWsb8LNAJ1X3lxpc7WuzJtqC58dCnNQctbud9X3AS57ssX3TK+lzfN0YXBOgpuxt+fESBlxbkYw3wgQjoMvGZAnclX8VajU98cxFIGX6eMocRmrhWye6nB0JqSTOnRT8FOBmxrcJNPhCb0AvG9jUAOWy54ByshCY3dhjkmqcVJNqgSOI3HSDNyO7g0J6tca+uDOJ2PlWS0Rmd53+zvrXpKgnwWz//5t10Z831s6/KfPVgnjlMttl0RD2c2kFzYDk2hBnAo6kaAeGiITc9W6NuvWhWAkxy77TA2HlMVpPvLHX/HE69R7rgD45x5tI4XgyMkqZy75LLShEY3RCTVT420+8KZl7r12mV0bJBDQjdxeVRJsIcJzYiqZDfVTj7r82sdHaAkflGslRg/kOQIK+rEH6HwiFbgClDA4wvTA7Ih+rjn/s5zonaxj3HaRW9+zpxhoOLbglvbdy4GeB58ZuPPuH0f3JIrr2I2ePC8mIebLz5SYnS/hDim8XJpkAWZPf68WYwUNPjhUxxZ9uqGdYPvOu1o8c6BLIwloOw6lRBNlK1TfGFWoMgpNv3MoDzTFYKlcq4y9IXXsz3S1sABPDY5jbc1OqkmUygpoBlkAusxMbf13XQBxH9TFyVlC5OxvfUH/1/c3mK87fOpRxeJKlVbXJXCyxouMABJj08+SkJ2bG9yzp8UH70uZGrF7nba6kqWVYWaWBM3o/OsG8wMAf+6ZxxmqlO7+2Bcev6XRqbN1TcBUaGh1NSstw8Ulj3/18Sqf3rDEu25e4nvvW2FqVGBQPYALYZAq5shFw1ef9/jNzw9zYaECrpcBXPbALfKt+7KigRIUgG0yENvvSpj+e8EvkX/O29OcXv+lKKTV8mE/xa76AsDzgDPX3U4uS0ymtwe95J4b47kRM3XNyydL4Hg4mTzJy/M9BmeQxS2+he0zzZm8x6qylxOPY5cbrw4ZG+5QXy7TThRlBW5ifxeVGnvERYDbZpK+5JWrHJoi65+UmSdE9ySLo6TV36nojZe27C2z5pF8GlbaN7gJg8iBnoNbDgJb9mwVGYMLB60T1o9F/LOfXGHTZMJXn69xcqaCUS5JHqUaOwh029oOH7yvzgM3x1w1VWOpPsHpixXqTYdGR9HqwHClydZ13i1jG9559yOPvPXpt771za8P8I2T8yjlvuvBW5ZvODbcphsN0Y0E7a6h0TJMzCW8eNrlpeMTvHS0xMMvNVg3GmJSYxP5mTnecQLOznq8erpMNwnsbAbh9IoSSvRB62RVMYe8YQFUD+xZ80L+z2fgyfWnyrwSOXPb5uK8UyX73Ote6QM7b7617J1pboee3s5Tgpax++B2e+7EGEHMQ0/5PHOwivRtWtKV/fMtttH1q32rq5mrR6PZQDPVik7X5Y5rO3zXPU1++6EqUerTSiVBavfK6T3UoiBTpOwVxPo/6lsxud3aJVXGrh7KypRUSVT22TYlZ8DOg1ohe+7N/s/tg1pmHiHRq0Dn3/vsbyfSuqwbjfiHP9zlvfdGnJtbQjm5PLXLm0lhasRw805IkirnZ0Y4cHyYczMOjZa2RcZIs9SSDI3LG+6WC++K4+Tp12XwqH0Ot1R78OBLX/qBlw/PgEi5YXudKHJpdy1Dh0mblVRzarmGdGo8c7SMSXUhz5lLP4s24UhkIHGk3Z/GyWWGKAC4wNpSWP1VZMDcm5zr2nwaUx/k+RaAmU9a2c8DLJ51w7hqENx2nMIq5s56Nr2svc118oaDpHDERMR86rEaqfFRveplMcAs9DXST9/1NHjO4r1WPWlHn6V5sOkgcPnQm9t87MshKzqmkwZ0UoGb0GNxKQ0yET25YNOFq7WoLKQmCwYobVsG7TyaLPDUBpXFA0pplJZWmqSmx+Yyz/MPSJVVPqEc4Nnf9xg9kzSx1ESxh6NSrt+WcvOOtB+c9gaA2t072h0HKSVHLkR85qmEpKsxRtOO7K4Tu68KGQouk6TtH3jn2x58/NCJ6a9fu33dIMDbnQRfh1c3W8k2V2i2bYrYvW0aYQRJ4tKJDI+8IlgMRwmkYTgASgptVP+C0TfaiByo9IHr5P5iBpfV3j8nbfZWytUgt2zfA/gqcPfmeyjR1+KZ425g2E0GbEeJfiallw60Hfe2MdlkzN0PMJ0Ce/tuxMsnJSemA4xyUVLiSY0j+ueZN+8WkkMDGpwBDd5vgMiLPmmqiBOXbetidl/V4rnjJWLl0UkEgQQ3NTiJyKSbbQOTSaaDkQj0qky0KLC4KEijbECPkwWdmTxJlUFlcqUH7IzFpZC9PHyv0iz7MqUPaPrMLouyRRcsGIZm2/QLsb3+gMFNDKqlmKFKg/JQwuMnqnRCSZzah8gJXDa0U7ZcFW3DhFcLk3z9CgY/P12nFMQcPBXxzGF4/oTPJx6foKPtfIt2KNh/MiAJAzbWNL5j3XK5qaZ3o3KQF4De4xHRB35/+TYD33PwCzkoU4rgtp/FIMizThenCPYeuOUAwIvDfyyg6QG7V63sMXeK59jCju0KijHE/OljZRYXSwjfsXn3goS6woOSX4CBPHg+ZmHQx93LTWtFHDuMj0o++ECTl0/WCNOAtvIopVaLO6KwuiWmlyYU6CwnnhtzM6mySo8PjMgzkMp8GpVE6cwuq/OVySBTkzUnm1UyJX+XV3j1hVh1MNh2WAy6+x1e/YYYg12duqHH9nWSv//hDt99e5d2V6JTSZy4IAPiULBpokHUWUTHfXNhD+AnXvsMSknSdostE2VmlhSXZlMW6oZ2ZL28YwqCIbuMF6c12ZkmmZYzhbFdhTYlu4+D6QVdq01IRVAUQV18V6LY/X0le/e+9wLMfMiNzGSKxHOyAUA5uN0+uN1eKV5nn9OBw1G2c+fwOfj0w1VC6aGkyqqXgzNZVlcwVwf4xWbq1SOKdcbgSergpw4ffFuXP/hqmwOnS8TKpS0lXqptP6UUyDQHVMaYUmQg0pkG19nPGty3qN8Pa++VI+1K4mgL7FSCo/u++35jsqHvxR8Eeo+w5CCTrwZ47j/SWZ4+nzLQG8+cXY98WrBSGq8V4LsJuzdotBG0u3bLlwuzitmFlJOXT/ONFxcLD3UG8E5zmqCytvyv/u2/3Xru/DTrJ2P2jPmM1TzOX4Z2mI097kmGwpy9HOA6G2CfbUGXFCZWWcYqtA/nQKbvFhxk9b7m7oNc9EBtwZ4BfQDY9Jx2PXA72eesyLMa3EXWdpW2M0N6LWJ5T2eSHTHKjThxyaEZeaCsPcAt6u9ieZ4CyF+3VF+QDbpvb+0zudXiFVewc32XAyciUu3T0R5Baj3bTqbBlbC+DZtmNavCWQo3XfQrnAPnYQpTDkBpe61TLXvg7jO3ZfG0B2wGmDy/n73Of8GA7bkX9NKfLpBkW0EmhUH6qe73CfTbE+1vkWpBq6M4OwPTC02U22X3tpDtW6e2Pviuv1n+23/1R9tXb1tvAT47O0O1Un/bzq0bfm7fS6d4+ZjLhok2V62RjA351FLdG+ZSfPXn0RnSbC5enGC3hM42Fc1L+L2G0xzg9M1og+xdYPSsWaBYGRwEup2zJ2Uf2D2AZ1q7r8WzLnJnUJZYEJvCZ13ogcyOzJvhexFLTc2//2yVxU6A8K3328vz8IVzLIL8W716nS9aZDuvFDV4vkWIQ63s8Ne+t8mjL9dYDD0i6dCREk+KfntZsQs+Wy3tddY9G61BZ+DWGGTh4bJs7uR7Zkr7Wakc6LkWN71Vou+F6bN1D+y9QHOwC6u4kvVlmbAj7BJJFEui3ma+/X1O+zvl2d8pt4nEiUCTcOf1IRtGFRdmPBK94ef2vXLs6TjufKHH4KdPH8B1PZLwLLfujrhdBizXx4hiyXCtAGbdz93mQ+vT7EgSQ5i5CVVkUIkgkibbafjKZtMemFdJlnx16A2EFH3G7oFcFlhbiozFCwDPg0opcTJJ0qtoOqY3wmwA2G5/doo1HA2yt6tiPC/ik4+5HDpVAukipcTPrbGrskK9PsxvMR3qyubc1XO3bV9lnDokicuebW3ec0+DP/hqgHZ8OtLDl6JX9FFSEPcaEVYxudBgcheUHmzuLk42UKCMXRW0ERbc+ZSwDOj5XHGtBVJaGZMHkXnKUkiD1H1ZYu+zWbWK2d8zyXaoDmNJN7SbaoWxII5Fbwub/vSs7Lzz2AWDoxTHTk3wQium022zpX6ObW1FGIV9iTK/4hAELqcvS548FHLD1Qlb1w/R7jp24msvrSSvjL61IUkgSrJZeipFCLs5VK67dZ7aLDB4X56IQQ3ekyYiW+7EtwB4H+SDAJd9gPcKPTnATTYnW2celT5r90Fe1NyWvV3HTq1armv+7JtVFuo+BFn2RJjCEv76EqU3bmGVanjdtF2eMtQ2iLLZFIeRmuK739Tmi890WWz5RMqhk8osPSmy7I3oF3xksf0gQ0Wh68emdeVA57uT31uVfc6CTi0t+NMM6FqKTJ7k6ckM7Pk5yEIGRVpwy95OErlNPG/EENm+n3ZsW7Mj6Ia2t8AqANObVDuwq4fuv7ciw+YNTW7e1aQyqplc45Ak2XY59cWjVGsjW04cffFnp88ssGF0mAz8TI7EdmFbxS75kPPeZlGJIIwlra69q3GSz7ywAOylN7lSm0pZZHDxOrpbDEiT/Hve0VKUJTLT3qoIbNXfi95xCuAekCd61VEs6iQ4ylYuz5wVHD8XoPER0mZPcruAKjyk/QGWhWkoxX0pKQTfvcyGGLi+uQ7X2gabGIddmyO2re2yeLSEST3L4qnoWReUNIUHzPSnUon8J1uQ91cP3UvJ9VYSmWlzDWmWlUpVQZOrPIsi+unJng4X/UkHos/sMl9NVkm2XH6kWhDH0GzDckPT6qbEsS4APB/HnCcz+rJXAKVA4MsyC0s+r51Z5ubbgp+98467X31x/8mzztnLhkojnTp0Nn3wtVOnedvtLuvHfaLEyR58MRDhptnuBGnhZiSp3Se+3ZEYLVmu95eWotZeXd3rv/dZvDj+eFCHi95nWQB0X3/LVXnwIntnW1oPgLsA8my/eleluD1HXWYVVakNLlXMl5+rcmKhBF5fnri97M5g5qT4e387DT4Y6OVAL+xulttoI4erxiPeeUebFw+XQbskaabF02yWScoVujef3di3etmKcz8vXpxNI9Ay+yxBZiyes7ZWII1BC4FUkObyUfZXXJnVmforcqFROatzDDQqC5PNrYR6SzO7GNPupnZ2fAHcxd330nzblFzaAfvPwcY1XW7dcYgdm256cLzanirJ7lknSeyaUW8qXj1W5sK85O4bG9x/XZsNY7ZRNYyzptU03xdR9WyyZBdIAEolCJXw0rEyUSytw7UYNIrV30VPkoiiBMmZfDWL91jb/nlPnqiCZBkAtymAfDW4Bxk7H/FmJ2JllUtltXepHPHcMcUXvlmh0/Wg7OBIgSsGpcnqADO/kd9yQutq/b0qZVjMi8eJw1DV4b33d/nqM21eOOZhKi6d1McVRc+OKDA4q8Ddg9XA7BmT63IjMMqyeSqtHs/lSb6Dg1T2z6Q2vfuSFjJe/d0ssr/XhQBY969T/hA60hCUEhwn5PGDCYfOuniyf6Y9v3w2HChK7b6psYZubJsi1k62edP1Ifft9ai4FYZKLhhsDDZSCfFdl12bEj78FpcjFz1+83Men3xMct/eBrfvbnPv9TFJ7CCMi6P6Wzen2mo6JTW+G7HveMJHvjpCc0UxNaTBtT6QQddbYZTCarYuAL7H1jmoM9bIZ4vLTJpIWSzuFByFjuk7C7O9aaxMyca6ZfKkN79QFfzQTorKMieeFxFHKV99tszh82VwXYRUeILe5lLF4FLIQRbPsb16+GavXI8ZYPBeRTObOqAL6cIocrhmU8Lb72qx/2yJMPFIpUtHK7x0tf0h0+MpWQl8EOS9bjKVnYvKHzaNVgKVj/OQWQAq7QMoM00ulUDqPCcueg+5Nn0g92KSQt3Ctg2Y7B5a9va9lA1rmvzEe5b4px8d4cUjwwRZb6vBjpwIU4hSjedEOCJBJgl33tjkzmu63Ls3Zrxa5UtPDfPyEckHqxJvKKXZ1Di/80dfxnEclht1Tk87rHQEsXY4cHaS106O8sePRawd7xLFCTdua/N99zfZtAY2TdqgU0hDs6N59FXFr31qlOMXamwatfvvmKyM1POaFIo0g9mS/lxqOfD3fWBb8Ge+8HzoTZG1JciCXVblDO5kFtsM3PlWehbcaY+xHaf/2TK31d6+F3HwnODrz5RpdzyouEghBlKD+bTX3gMMAwFm/7UqO50FW8XdLK4o+BQMWFHsUq1FvP2uLl98osv+0z44HqGWdDItrjSotChTQGTfEcJWdAog7wE9B3uerZCWzfNzkjKTKwWgSwUqy6boAbKyoNc6u5fZP29ykGdXQGVMrpRGG8mezfDPf/wSv/rpJk/ur9LqeCBsF9L6NV02TXX40Jta3HBVShi6rB2HsSFJGFVYWPHZc1WbDRMS0X6BQy+dQOsEx1cL6FSwbiRm51pDaiIefllw4JSDpxSaMgtzZVoJfHY65U++0eWWHSvcvL2N0VZjXVr0+NrzI+BWGK9KAkczUIksVBqLWZABGZLrtdcJLnvALkgVpeg5CXupLJm3c+WecJPJlBzc2btTmDybT6FVut+PqGx60HVjEpPy0NMlnjxYgsC2yXm5PBGDwWUhM3jFceWryN4FHa77zcipySt7faCHHZf7rm3zzrvbHDoXkCQuRii6wrFaPD+ntMDihcdKrJYrBshZ3BiMKjK2HVFhtL0fNntSeKgN6N4qW6hAywK7637dIn94VPbTrca2D3OcSJbqVa5ea/id/2uJr7+wwsySXdGNhhuvTrnhakmrW6HbLdGNPLpdxcUOuE7CoTMOj7w4RBQLNq1pMFprkaQGZ6HZJE4EE0Mhk6MdTs9IFhsl1tQUwyW7lGgDnQiW2pLLrSr7TpZ57pDNsAghcVyHUkky4hmGfU3gZkFdxrBOD4SF1N7qzEgvIBED8kTk8mQgg9IvquTWWJmDO5clqj8Av8fcBXC7BVC72U7ANmOSopwEpWI8N+bVs5JPP1YFPJAuQqheF5HKJ9quCpr7OyNkVbheI3ChENCTKatMV0ULbSrQKi9jq1753hiHD725wyPPdtl3yvrsY61op6IPcAEiNVkDhBmIBXIGtZrbDJxHzuTS9AGppUAZaZk4z6apjMULDK2kQPYkSkG6ZOxtK6WmYDoVqAzc3chBdQKMgXLg8uAtIb4bI6Qtobc7ZWaXqizVq6w0A7qhnWCslGGoEjE+1GR0rM6Jix6VqmHdFHQjcGp+Da8imFsq8fQrZVIDYwEMjQl818oBsKm/2SVNmGgirYh8hRK2NayksoE6rqHk2WlRnpv3QdKrKPaYd5W+Hoi2e38muCI1mEftquhFMa/D4GYA5D1Zogrg7o0kzgs7xZ7EBNdNiHXC4y+UeO1kyY6kkDa49LJmjCtGDEtxRSZFFBi7KE9M4cMVDRBFLZ5ZV7Xqa/Ewcrl2W5f7brMs3klzFvdwM5DLLIMi0zxdaCDts3hBifeH2CvRiw9kYWVREozUme7O5IrJ7mMOcpFp82IMpUFnmRVtBMr0tb79ybKw4tmHUGfbK3bCANexg52kMKSpotUJuDBT4fKCTxTbC+xICHyfoUrAA3ti7t0luLRYZXrOs1PPxmq2u6ZaMmyeVLRDRZxakLm5l1qB76QYWSd6MeHSoSFGAjuOwVd2W4z+IB16s0Y8R2QBXr5PZWFYTQ+0WYuaFIWgUwzocVWQOv0yvekHlrK/o0P/PWdyXWDwPrj7YNb9dKBKeofnxJy4LPjDr1YJYxfKuTyxwylVwcI7oHd7kqSoWb5FFmW1Bl41dbefUcllitXicexQ9iU//PY2Dz1Z4dgl+/BpregIhaszbZwaCyFhEGmeLqSgv0V2HsbGAgVdrnItnlURlRFIk92b7HMuUaXJ4qycvXNWFyC1vedaWrDrXioy/+Xz4pPT62qKE5V1TiW9tG0lSDh1ucNXnq9A4uK6prDnp0ApmzZttg21qqJctp4WZ9f171tz6vyJf/jya8+wY33IDVs86q0AY/qFkMBLWTvepVqd4/kzHmk6RMU1vUlRubfDK4xl6G88Sq/40s9di17QmQeT/b1hvg2we98HWTsHeL7h1GoGd4o629GD31WhqNMDeExkEj73WIVXT5TsEytclJAZexeddVd6aXpZk2+TA1+dKjQUtyq3WRSjdTaoNE8Z5u8OUdflxu0dvvfNLX794x4d7YB2iIWknWbXF3qZFEGx5eLKBw1j+itJxrIqOzdZeJfGZKC1gagwBVbXuewoFPCK2Rdl032OzB/ebEe24p73qSSOFZEr8Vwnm94bM1KNmVlq85V9IcO+w7oRO0/SdawUBljqGHZubrJpSnDrLQ/8w6uvvvannIuXLw4vLbXecfmyZtjz2LPRsHVdq5cLtrv+dllqdvjCc5InXhtmtGLsLG1X2yZdZTcWclUO7AJrD+Sp+9XHIlvnxZ78oqiBpa6YX80yFd8O3HIQ4I5jxxv0vveCyaIk6Rd1lIpxnZjj05JPPFrGzl9xQWbaeyDnXHjoMkCxSp4MuAmFKMiSgu6FntnKFPLgvVnqeVXTSHSqSFWmxVOH73ugzecfL3PkogsywghJKFzbW0leRaTv6hsAuelJpJzJc2ehkX0tngM9fzdZOlBluXBdSAoIXQg8c4BnqcJeNVRaK0CvaJOSxRdWj0eOxkskcZKSJNY+u9zU3HVtyLvvWeArL2peOFtmqKSo+tnoEGkYqkrWjZUYLkfEYesdly6dHXZu3N6gvqbJulJEpawYqrUZHWniuxGBH7PvmOThlzyOnK/x2slhHOkxVbHj2YJstl8P2D1JU3D1Zdq7V31cHVgO5L5XW2Tzd9PT3sWu9b7+XgVsWWDuHNxOPj9c9/LgykmzeeKWufP3VCV86ekKR070tbcQEreX+y6UxL+NRbaY+xaDpDlIomaVVNGDKcNU22BMF6byaq2IYodrrg55990tTn3CJ0rttIJUKLpC4gqB0rk8yYLO3vKy2lIrekyeK/WiVJHZ3pe9BIExGJHLE8vCUhcLPBSqmv00YypyGy6oVGR9oPlmsbYZxXGkHQWYWKehtV0LRmqGv/uhBm+/7TJHzjt8fV+Fl4+V8F2F5yoSR7HvqODlo4prFzUT4wnOy8cNZy5ovvBo204lkgIjKiCrSClZbrks1T1qrmQsgOGSpuIbgqwTPZ8zkreJ5Q0Gg06/fl5brnq6RQHMq/3gYgDMFBxr/Q1e7QAak+XATZ/NcylS/Kz6TsGcsV2ZMbe0QPfcmNOXFf/xczW60oIbUQguC8FtrwQ9oL9X72Pz+jqlKE3yrfh67WQwWPTJmgB0KklVX4snqYufJvwf72vx2cfLnJp2QCYgEmLh0hGilxO3acwie4tMlhS1iuitLrKw92WPxaVl9zxrkmttIegBXQiB0KawIosrgC6zNKaSkOTZtbyX1rHaOlR2Xk3oaMJYEcaKKFbUyj57Nna45eqQ77q1Tb3VRKosoBb2AQy7BkrbUF4VR0hNJZDsWDNMalyaHc1yC7rZkKJhCZPjVmsHngW270o8l16nes7YjpIDFUa1usxeLNW/DqgH3ISZI00VGNxKlXyjV9MHvTL9MRJZxkStArfqFXUKQaUcZHHXiWlEmt/+Yo1Lcz4oK0+ElL2Z30VDVS8Hvpq1xSCsv60UN/23XuPBQLd9n80HptHmIE8cNkyE/OR7mvzyH3rUYzvq2GhJKBybUUnzEXJFb8qgXMntp33mznS5EQMsrrIAUeegNhbMWufbJWbfhUFo0Qe9eB2Sk/Z57BXtFKhEZPULu9Oc6wi8SNJ1JZ3Qodn2CPygN0Kv4mkMEMWK5aZHo+3Qakes3exS81Kce/ca6iuGq4YNS004ckYxPZ8SRvbpzpnWTobKlxCRjWKQAxp7tVekyNCDeeJ+MJY3ISP7bLhamsgBJi/Ik8x039PevSBTD872yFjbauwikycoaQ9HxTh+zGce8vnIn9YItWvliVBIIbPSPL0xF9+qLC8ypuy5CcW3hviAs7BQ0byy46dgodV9iWJB7hI4CT/9gRbHz3n83pesFgdFKiQdIS2zpX0GF3lmpaDJ+w7DfvbE6u4+uPMceH4Pcut0L02oB4kqBzuYXpxVrBOIVXK16PO3NQ7Rn1TmyGwbdgfXcXsxlchsCJ1QcWnecORsysU5xbXXVRifHMY5PV2i3WqQ6BVaoeDiwjBV32WoXPBqy2KvY9+imrO1GshjMyA/rsgLF97Jl3gGgS9EMUNRmOAk+7KkJxNWA7ugv/PdH/KMSf5dZWPI+oGlrVouLcNnHy2zHObgtqlBV9CvXK5+EFcVd14Xz+JKZPdGZxcaH3SuffN9i4oNEAN63LK4ShVa2oBzyEt531vafP7pMotNBTIGI4m1S1fY3HjfQjtovGJVdsV2boneAygxfW+KMJlsEb17kzN6fk1y9s6DW3rSre8JF2R1A3KgD8pXIfqV7348l9c5VBaPmR7JOAo2Tq1wYamLarhsXZOwYSrGWaw7zM75vPzqMEq5jFYUQxWF6/QLMP2UXuFpKzDYlZU8Bm52sUdwtTVDUPj36Jv1r2BvQQ/Mq5tgcznSm7jakyjpKhZPB9m7F1jGuKWEhx4LeOG1kh3JLB2QDlL05UmRvXNj0+v+3q9X7BGDrP26erw3earoLJRoozPbsryCyW0/o4OjE27fE/Fdt7b56Jc9UBFZopBIOHQKc2fz6qZZBfJeHlzaM5XZOakM2FaHZ94UU9gw1vSbnvUqudb/1fs22eKsxnzUXI/RBxg+/7OiGsjGu/UksP1zz4E4rrB7o8/2qYjNawTVmsDZMKEZDlIqGFzPXtlm27YQrZYJ/YqTuSKIWg3iAdLqfcmYwwz+uVjF4qLI2r2fX5Qog02wqpcezJna9GSJKuS8VS8dmPTGAitpB7+fuiD5wy9XmWl69mplMxQdQW/HhgHfyapVKQ/iBN/qd389iWJlST8XvVqaFLt+RGHjKsveqUz7LJ64rKmk/Mh3tXj6NZ9TsxK8GLRCC0kX2ff8DGRQChLFiGKZEZU9fcZYYOUVTikzGZOxeY+9dfG6FAA9ePd7nyn0jhYvVdFqPIAxyKTs6tSyII4NzW6KwZCmgtuVYGpS4Cw04PIsPPqyBhVyzzWGtSOCMHZws0JJHvAVl9fiBq7arL5cq5bjwnuea70C5AxmI1YDe2DDV0kB5HoA4PZ7EdS59k4HPjvSsrfnxYSp5jc/VePJl0u2ty1jbyGz1KCgtyXJwPm8Dnuz6nsxTXhFqnB1NbMA+ivGSZiijVZnf65IjUbqzKeSONx3U8RPfajBL/6mS5hIGzhoQSo8ujpjwyKr5mfXy6jk7J5hPYuRelo8y5wokTkITT95oHstaq8v1Yq7Hed6f+A0VpHC4Gay/X83fwiK8WGYwOREhzv3duh2BWOTMZVagnPkfMT8fEpzxWFy1KfVEshRmBoL8d2ktw03udbKK2r5mLGMVfIsQO/EBn4pUajQkTUvi8ETBigal4ptTz1Nvoq5Cwzu5CN+C8Duae4sY+LIPB2YIvOijp/w2D6Xzz9RJgxdKF3J3qs9368rSQor0OC9ff2mY4rXCNCsDjJtKZze50Ggp1m5XBUCziRxKJUT3ndfh4ef7PDIiw5Z7heEJMGhKwTyyketB+z8/51eEYieNJHG9NOFWRbFSGMzKrm0MINMPFDMKvx+q0F7xTuv18kjeg3seQLEkeC7mlpZUvPLxGGF0UqX7ZvaDA+v4Ny609BcZ9g1BuPDhqFaxNhQl1o5xHUTVDYHGiNIjSRJVLbFm0sUK+Ks0mRBXtzptuCn0IXxZFmgZEx/+EsfC8XgrbCTcc7eqt+5nc/I6xd5Btk7B7vsBZRJT6KojL1dN2GlaXjoqRLHLvu2JJ/tHCGywKy4JWBxLJsaCKKLYyLE64D827yyDAqmUEUssPmVDJ47DSVaKFKpkVoitUJqhzh02DkV8133tHnhiE89knacgJYYJJFQNu6hf76rQa7yNVXYz0ZauZIrGJUVeUxehhdZ2rDQWNz7rxWDaNPvDMp7K3uAX8Xy+T8bpXZni3YsaCe28UFn/1GbRhYEjmE0gKWm5vh5Rcl3uDMcYs2aEZyhMgQqpCJnqFbAc2JQCe00QRlNbz0zhiQWeMphdMgjjku0OgFR7JCk/R2M+0+syCpy0s64yNg+SQUyzW/aFUqF4tCYvI/viglKBSZX2SDIPmOv2vU436Gg9z1ByRTXidEm5Y++XOIjn6ti8q1RMvZW0u4gUSzJDzx8vH5WKE+9DRiuXg/UBRYfPLJQcBXb6QEdLtHCTvQtpg21TklSB6VSfvq9bU5Ou3zk85aEcCyTGyGIhEQZgdB5rqQPcpEFm+RMjQU0GYvn6lIJk4HbAl0I+3erPTj9vYjyo8/KiR4cX1dke7t/PXQTwVIo6KQJ40NtRp0InTf8YncDUUISS8F8KFlOHRBw1QoEFRfHd0OOn9X8p08N4zsVuolmsa0JEzMgIQyGbpSydqzDh9+0zAfurTNS1TQ7PkmaDZHpeRrsu/UxS+LUMn+USOw+i5I0GyZ6pa56HeYuVA37A2j0KgZPkT1N3t92w8l3KpBJgcVjXDfh5Izk849XaDVtn6VNCzrW8y2ywfqrgsti+vOKYLNw5OD+Viw+kE0ppgxXAVpn19UOB8pWSp01H2iBHMioWBaP4pRqJeS9b2rz1adKnLys+v1iWqJx6BjZl5RX9GtakKsccFKgs+9K9BcdKWx2Je/4+fYANyQpxKkdDJVkfZVJmg9sHZSsWkOkBctdQana5gfvn+XD93dZO+LQCZ1e6wbYa9WNPFaaJcJIkuoW052QThzjNMMhRiox77+rhEFy9jIcOQP1jj3TnJ2MgdSHheUyH3vY587dl7lxW0SUSlxdqI2J4knm+z/afkIhsk79fFJRIXIv5sDF6wSWMveAFOWJ+lYyJe2xuZK53s70t7R+kzDWPPx8hUdfCSBQvZK83TalH1iqwrRUWWDr1y3wFBAuvg24B4C+KtAsHmb1QQH0hRSiZW/dY3EtHZIw5S3XR7zl9jYXvuIQ6kyLZ0uyFoIo849kguRKkOemK2wDMtn3nlzJDimtxjC97Eb/P5XbbVNtwW33pxd0EkE3tVuUpCbv9S8ehsQIWhHsmejyww9Iyu5apuc9+7AXrjtAo+Nw6JTL2cuSdrfMjTdWWT/h4dx/b3Xl0um5r5Zofs+ZmYSD56pUyy5DZWt17Z+wPXmtJaMjVRwxRjsMbXDnpkhhAeW5dpJ/fgpx4hBGPvV2gDZ29lxvnIEh6xUsejpWzbsrADufS92TJr2dxnQB9BlzF9OCsg9upRKkl/DEPo9/+ftDpDrrzMjYmyzv3dsWRRSsur1MypX6ezC3+1+A7Neh9H5lU/QnOemiwzAb35DJlNxOq6VexeKaOHHwvJSf/7Emxy66PPGiQnvCJpCNFc0Jim5hzSmW6i24CxkVYUFvHYX9Qf+5ZDH5PZSWvOSqa5DLlCgRLHUlSx1JK06JdbaXD/bclJMXD633p+wZwqjKky8PMz4UkPYmZvXvg/P/tffe8XZdZ533d621+2m36hb1XmzJcq9xSSMkhBSSAAMDDC81wDB0eCnDhIFJmBlKKKF5AimUxAmOU12SuMRV7pZlW7J619Xtp+623j/W3ufscyWnkeDAvPvzOb66sn11de5vP/tZz/MrlkaKhHJpkdlmxNGzZQZn7NvlwOi86uiVjV1P1w8cOGb/6O4XNWdnXUZqNqMDilrFolpWVMsWtbJiqGYxMWKxcaVkpCZwnRjPCfHsDtVSG9tqsdBsg+zw3JGET9wvCJOQgWoHz9ZEsUuz7RDFquscmi+C+gBdnG3nv+7jdhe2ll2Ap319eD4tUQUqrCUjLCvm+KzgPR+o8sCTJXOwVDZII0mTUuJLuoFSdqYSKsak5BvNfhneEr57Ydsrpezzcum3ge7dOH3+IqI3Du21a3mL1HuqdT0AZW+cm7+faM3wUIxrpex6xma+Jem7G5GkyOyA17PpL0ydzcduK0Ph93q/LP5294PotRD5OCVJYb4tmWqnuG6dyzbP8IarZiFu0mp2qHpt2i1DE4mlyf4cdjVDruwGMSw2JYtNE+8935AsNCSLDUWSSJYNCkZqknWTZYaDuR9I63v3WpPDZkqSJpKBoEoUW7iOIbvkYx60+WE6tqbkpQzVInw3wlIJnhsSBA32H4v57EMu9z1RwXZtDk657D7gsH5FwsbJiFdsT7lmi6LVtghj2X0s9minvZ5b9R0m0z7gm5x63Z2S5LkxRYDLYltS4JsoFZM4CR/4ZJXb7i6hi62J8aQorOX7RcXdrS1L+u/uD7QwTVnyg1/arnT5J4WP3XaN/OyTHzSLBj3i3M+zfjy3ektFNjYUCVJaJK2UN9/Q5rmDDX7/ZpvQjfOhNfkhIU4V7S40cx2mxu5rUwQSXThkFui0Mtt+5n1GkU6btTQqI2KVvZTvvXKamy5aYMNEzIYVEc8elByb0jheyt1PuHz2oQp7j9ToeIEhWYUpp2ciwijB94zHu8q+/fxpYSnBgeMerdDB9ix8NxNXRJFZGthKs2o8YWzI8MDDSLHQsAgj1R0FuXZC4CdUSh1q5RbVUgOo89Bzmt+6eZhn99eYbQQIZeE5kmpJMDuneXJOU59PsBOXwYrVtSi2smpkaonuVqEiuLuHSpEWAJ+epw/vgbvXb/fm3kpGSCvhi4+6/O1nS7STLHqt25oopBDZWHCpmEGfc8DsGwl2x21LKlrfpy/Vt/RW5F2OCsVRq1Ged/1J0uzQl0qz1peZd5/QJFL2Dp1CkaQm8cGzU37o2xs89LTL558U6PwO1d35HnEquyBPu4Ut02lmPoAqc7zSGdBVfvfmExjZGw2i6TJD8ziZakmyboXkjZeV2LRSIWXCzHzC+smIC9aEWHbE1VvbfMdVbX775pBHDw4y16riSAWktKOUwE2xLUMf0Ro6sWahKWnH4DswXBNsWGXhueYAa21cmZKkirLfot6Z55EDNolOWT0SsW2lSzv0iGMTPOTYCb4bUQlaDJTrhGmd3/k7n889NMT+s1Vs22F4UFCyjJwtFyFXPBis2JyethEIKqUUD4G0QdFb0xfbFKuvx+5NTaxCL97tufPslyK4C4dKJSMsK6HREfzu/6ly8ISDtouV21RvS/TS3c5Z7nDutvUluSfF0eFLwL1YzfPJU5cLUlyG0N+b97nB5rsFWazqGcBldvAUiji0WDsR8Rs/PM9Dv2xTb4tCFc+7FbsLcp09grQ0yxZbmANkisbKvw/Z35tb+c9RmulY98sKQ5ZybUE5UCwbtJmaGSRJQipBiO8ZSZprxzh2SMnvcNnGNn/1Kwt85qEWv/OBmDOLA7QTi+EopeQY/a8U5tDaiDWb1i4wNqwRGl48LNh9cJDhmiJOUqynj44gpUXUsTl4tM2RMwFhbPGKHbNctrFFyUuzmLkE14ko+W0Cv8kn79f81WeHeOS5IdppwEBJUnE0JTs1Wk0bPEcTuIKKL6mVjS4zzmbhafY4Lh4sczBbqgdqSxVDSIstSyG3sVvBk167IhOkjJHScE+iVPNnHyvz5Asuugvq3kt22xO67cn5NpZ9m0zO9xIvhWX62RjnoTQUlh49oC9tVTi3ZUnNVCQttitp1q4IRSpTdBqzc3PEO7+rzh/9U5UwEf2nxFSAtIhTmQG7cFNly640W9ApSfcw2kNzVslF//g3f89yWnWcCKYXFCkOYSQJOjG+a2XnOZtO6OC7LiPVFj/42hbbVp/g5s/Uue1LozTaPr4rKdlmw2z+vgkXrpZcu80mSjSHVyTYnsfgQMVElL/lDW/BDwL27d1D2v4cO9db+G7K5EgJTUrgtbM7rMNcI+SOXYJH9rnc/vAA+07VKAc2k7am4qT4dgZsW+PaAt+R+K4g8CWBp7Atec7pGvrn3apwgCyu35U0cXV9qbuiAHJVALgoHDJljPJTPv+Iy/s/VmahVZya9FKXl1bv7sE3C9A6X9+9dDSYjYV6qp7sJ/ySQ5XiOLDv90WX5NSlOqQ6M+PJGIdSILP04r7KnbUreZtiJiwZpdaL+H/e2uDxZx3ueliCX/jmSszR/wAAV/BJREFUZZStJS2SVNEWhj7gCo1NZpAvTV+dWxjrbF+eGxjlVNxULFnFZ680hSjSNNsSpcygIYwlYaRwHYuOG+NFFp3Iph3ZBJ7L1duarBhZ5KqtTR7aW+LBpwc4seBjWTa+LRh0FA8/VeLIUdN3OyriO95wHdu2baPRaGAtGxb4vsXCcEKttoBfkgyW2tSqMWUvoVZpUm+1+ewjir+9o8Ku56q02iUc32a8ClXH+KEYfWau+BG4jsBzBJ4rCVyF5yocm0JPvWRK0hUuFGfY/Qucvqot0nOquCz03VLFpoLbMS8csnjfR8vsn7FNQyit3uFSKNMnCrKcHd2v1lnSftAFdm/WcE71LrQk4nygXlq9i3gvrOmhwN/Il2jFBZDOHLAydXue3tCVucn8wKkRwiKONeuGYn7y7XUOn7Z48bhA23kvDhQOilpKwlSQCIGrjeVDkh0+LZHP5HstVS+sWnSLg0p71ttJqkmSlDBOaXUM6Utro7eMYoEXGaCHjgF7GFqEoU274zBYbvMj39Hi+8N5dj2/yN/dWeKLTwwwXa8SlRS1doRqhwxIsDpNZuopiy2XeivESrUB0+xizO0PQ71dZbRS48aLQ8aHTvH8yZC//VyFv/nkCFL5eK7F6CCUrX5gu5kA2bVMRJ/rCFxH4rkKz1F4rjAKfKtnglkc/5lX0jXmUao4FcmrswF9nr2oRIJUOdiz6q1SlIyRIsZxYk4tSn735gqfuLuEtvJ1vJF1mQpuTuTnM/M5X1uSf8yBnk9PugueLwfu87Quegmwz1e98wqZ87CLrrRyyVQlTWVWRXW3TRF5q5IkWELw5htaLLQlv/KHA5yZE+AWwC3zcmuhhSQWEi2MAaYtjLWhLTH9eDZJyQ+eRX6/FAXFvMq2mLEmjFIzUSF37IIoVlmESUonkrhRQidUtCMLt2PT6jjUmz6BF3LNthY37GjwN5/u8KHbQ44tjHDlBptXXpQyVOtwaiZmsKZJMIpDq9n2sJzSaa3Ld77+qlWvKdnzDNViyuUWn3xY8P47xjkyVWOwYlOxTY/tWToz99FZSrDI4rBF1/DHcSSurXBdiecIfBc8N8ujzH0CVW7nkJteFsQJVnG+nXQrtuxOVPoreRfgMkGKBGUldNB8+gGfL+zy0UL1wJ3HiWNapp4VRDECpL89eckDZgG33XEhnOeAWQB13pqcp4T3V/Hi4TKP8Oj39u4ug7peIxKZpqYnl5JUK0Sa9qp5rLGtiFdf1uYNV7f48O2KMMm/4exkK7KXVIAiQZIgiDVECBytcTPA5y1SbxULZCZDXXpFbGb/YayRYdp9b0xblcWYJJrQNmkPnUjSsRVumOI6Fq2OjWvHNNsuCw0P3414+w0trt4+y9/eDs/tG+ToSY9q4LJh5SQrN3h3Lh+xTs/PS9Qf//F72XbRxfONdjLf6DS/d7ZxjI5u8blHYz7xpTKLC1XGy5LRIKXmpVRcTeBByYOSKwhcSeBJAlfiexLfVXiewnfNKwe376S4rhEuu04eld17LU1XKJryFBXxqrCtlMVlTtbaSGFm37FM+eR9Pr/zVzUOnXLMSDBXySu7NxqUmGDVrEXpjgnzUWHxY99msxhn2PNaLC57ug5dqvDrorRvqU1G95UJrrObqM9hQJz7Ki53ujsFmcf2FXMqcxxrBisJW9bHHDujePGIRaoLd2XfzDIt3H+ZIagWJN0brUfTKj6kiukS5woYejdvN7ole8UZFTtPXcurexQbm4xOaNPsuLQ7PkNlhx3rOtRqbeZaMZ6zyJU7J1i5PPj50ydfeGTb9puynEzdwRKaZjvkcw8L6q0ylpasqinKy4zLaJL2TsN2IQPetmXXxcq2JE72uZPZSriWxnGy/twxo0a3CG4rD1uNTZrwecQJSyu2+WFlv+7+ngG3lAnKSTk6ZfH+W0vsPeBASfZX7qx693FOumDTPcncVxgJsrSCn2cG/mXX9nrJD3zJgTNnZxcppzqbgxfbkmKbYv4bM+vuvrqjQ4nQEpEq4lCzeV3ED72lzqPP2hyeyh9VWfXOWOomYClLasteiZAkWhJpgSMEXjb5Selxi3I+a35jmfcj/5ul2XzfhJfFsc5aFIOb0BKZwFhg2+BYshtakKdBmBidKiUvZseqFhet7XDybEiiYhYbEVEUAVkI1WuvvxDf93l2d8y+fYdZrPusGTeLmjhJOXE2ptVOyc3nLatnF2Fb0iQIK2HcrSyRRfSRfZMa1zZZlDmwXTvBcZIM5DFO5uxq97lMxYX2JOmCm7446Cy6WhgughAJSmlmFxXv/fsy9z7hmvIsCq2JVN0fVLc9EZr+CO4l/Xe+Au+2K2LJ54W+e0ml+kpteB/RqtDC9I8H6fHF8+XPOeA2ExWRfUy1NmY9Os3+G5n15wbkUkvSVsoNOzv8zPfV+e83V5hrCtODC52pGYR5r0h6AKcAdG3RFpJYCyJt3upEFcac2VjUcP911pYU6LNJSmznpj/GIiKMcvcGscQtTWfZp+Zp1WwLTkxp4sSiVvJYNREx2+hQXrYZq7STuNPqAXxicgzUirtOTd3znos31X5loBQyMdKmFLT4yN2KqXmX0aplVqTd3HfRBbZVAHWeh2Nbhdx322RPOvlHJ4vHtrOokALIc39us2JPugAX2SaT7iM3Z1D0QC6kpiUFf/nPATffUqKeWKbfEJkd7UtUb5lt5ZQo9N450Cm8CofL3ufnycQU/ZW7258X++zzFnTRVbTn/2FxHp6v0Xuytn6TTlmYrOSkLHPAzN6zVCJlzx1LxJKynfCj39XgzKzkTz5UoZVm4E514S8i+n+dgz210NIiSi1iqQil6dN7HosUzg66S5vVGpJEd/UBUdccNY9fl12Q51jLfS5tZQJ8x4bqLHYW+OgXygSuw1gNVo2X2eDPvOeKSzbd9fTzJ3sAF9ZK3v/Xv9NMUnVow8oOh06f4ZOPWrhWyuMvVJioKkq+hev0fFAsld9d5wK7a1mcAdzqhqumGagNuB0rzvLgjelO1wAzSzZTlumthUggq94GKZn9Qar7UKQteG6vwz/e6bMYZY11XrnpgZtMfGtBvw1bEbzQ34osrdhLJinnlOav4irQUAqA1/2zcX2+wyZQqPC9qYvIbgSR/fulbUxexRWpTk27EqdU3JTveXWLOx9yeWqvQyqyXij7C0mdJeVR+MsLiRZG8Iy00comVLZpXVJBqQ/ouje/t8zBNFZG8BApjRUXYh8tkZ25su4gj2Ev4M5zoBK4XLLJopMsoKyUfYcFR2cmGV+YOfR77/7vzV//td/sARxg+xVvpOR7fPque/nUXXXS1KfqSzZPKJYNWlQCiZBZLIXII7FN/o2TZ9+onsll7hPY9eTOcyhVgt0Fd5xV8MjEhtghjhWhVExEzPE5zb4DFs3QQebOlmh0qhlflrB1Q4SnNJ4SaAW799m8891Vdr/ooO38kVqsOj3ESgqMvu6B7TybynPUO+K8kxLx9aK8iPDzVPfiea/Xi+cVsZc0JgtAziu4aUUy5Y+WiG67ks/MM6FKpNm+IeLPf3WeH/3dGrv32SAFrjLe75s3RIwvK+jLAKEkzY5k3wGXqVmHVuSQJA6JsmlaDpEWxPmBVGsSbTbiTgpxagAeJT2mptmF5N4nWbW2MqDbMiP/mSeUENBoWsw3RrhgZYdaucO25U2qo2tYt/EmoqjFOQAfGRjE8wPWjpW4ZosP0sdzBKODmpGBCCk1c4s2Cw1juuJYGtfRpjLbOlPgp/RTXXsOU3lycG5V7GTgtqwI2wrxvRDbCmlFCQ89r7jzwYBdz3s8tsel3lQImT+2U9JUs2ZFxCu2d3jNlR3edGObUML7bg14ao9DooqP1eIB07zy9sRGn7PQkdn70deifIUK3hsP9szlv2qs55WxS7gqHCyLoNdLe/Nz5+S9zw3IpTCg7wHdtCcyz8c0wzzD7041O7dG/OSbW/zGexWhhO+80by/110YsnZ53PUtRwuEgnoLHttjs+t5l7se9Hl0r89ix0PHMaHjsqAtwlRQynM/rSwVOxXEmX971yVY5JYgRTcrM9BwbI1tm/NfvZUyU09RQjJyRjE64OA6Hu22wzXXDDI4OEqr1eq+vV2AdxIbB2f/TCs4kFildRsmIlaPhwR+g9lGh2f2u6i0hm2bVX7gJXhOakZ+lokBySmtoju+KvqVZEucvGpbxqbYc0L8oM1sPeHZ5yWffaDM391Z4fSMZ3oOJ5vjkY8QEtAx+49L9r9o8YWHHA6cUHiu5p8/79LpG0gX+c+CnDLV7yuouzqXnoq/8CWK1fo8bUwO5K8J1OdB+fnald5GMzus5WqbArChvw0xH3vtyku+kL0qToLQ4KF5y6vb7D8h8X3Nj72tyarxmLQpiDuKVBuT/TST+fgq5cZLEm7c2eSHvq3JB+/y+NT9Ac8fKDG96BN7Hg3LMZHkWhBogZumOCnYicbqjld7E6ycB2+pzG/e1rix+X9LvsXQgGB4tMkzBzTHD7tUTtqsGNbs3CpZt0oeqJTUflv13tkuwDevm+TDH//cnZVq9e+dYPg3Bqv7aEZ17n8h5fHnfaanAy5eb7F5jabkJVRLMYEX4ToJjh1npKjcK673UyrqJLvhTpbJvwmCNkkS8vknBbfeU+KLj5bZe6iEdh3wctti0fvhag1pBEkIdgdEynRdcvy04pILI9YsS5maK05uiw103rLQ1Rb2tSNLqbAZlXepNK1vNLgU6EsA/1UX8KWf6N4XKh7SehOJXovSp8Lvaz/0eUB9PqD3/rxECw6flizUJRvWRAyVU3QD4sgiThyi2CFJjbGn1lmr1k6xVcxQJeKXvrfDm67t8PlHm3zinjL37q7Qafq0fY8oq+ZBKvES3d03FLlJGmNHoYRZW3jZBC5wNBqJ68CGZRaXbFFcfWGdXS+0eHq/x+kFmxUTE7he9e+ff/a+O7ftfPO5AAdwLAdk8Nnta6M3npiKL/rEl1zq9RKjFYcrt0hWLJOM1GKGax2qpZByEOK75hX4EQJNJ1K0Q4s4U+2YBUXaHf05VoRth3huh1NzMR+7x+V9t9TYf6qEFh5UHaS0sITEliYaT2BAG6WaMFEkCNAxRII3vbrNf/2JRcbHEtYtj/m+3xjg9JxcUlJ7VjeiOzlZkpJGVs0LgC508P2VujslOc/g++u9lmw2lxrddPcuSywmcl9uLUU2Jsw4U5j+XC45aJqbJN/L01XrCAFnZiW/8d4Kn3/QZfy+hKqX8n2va6FDRRQ7dEKXKLZJU5WL2pEyJZQpnSjGakesHQv58e8Mec2V07zvlg633F3l2GxM4ng0UocoVYRK4GacFiHM+r+dCKPkicw42nWh5BiG6oCXEiUpgogDx2060QCbVgW88YpFXrG9zifur7DniPfUjTfUPju32Op7W1Xxk4/+w9/xHa8eOKrT9uVfekpcHLcDLljtcuE6i7WTsGIsZGyoxcRIg4mRRXx3Ac+dZ2qxxYfuFDx1MKFWbjExFNG1ye323obv67ttKtUWT+7T/PZf1Hj/Zwc5MVcBt4R0fVzLpmwJqjZUbE3Z0pSyl6fM8TDSAt0JWTfR4Fd/aIGLN0foNiyfSDh6yuKJ3S6pKs6/c2FDZgchMW6x2YIn9z2xuofO3laxKy/L5GlCFvkqecw43U1lv2NqIZ6luMksbi0F5xiXivz3uhK1/idLT5zdW0ydQ+mluN3s7Q5kxp0Xokh1SEht+OCnA/7m4yUSR1FfVLRCwdU7OgyWFc2WT7Pt0+p4dEKHKDaBwElida2cU62IIkWaKkaqmiu3t9m4tsXBo3DymLHISoQgQnY3oh0tqMfQCDtsWTHDO26Y4toL5zg8FXG2kdKMBNN1mzAxvJV2J6XRhLNzisWGT9n1GBuSTC3Yn3n4qRf/7Lvf/qN9AO+r4ADl6haEkFy7fS86ajM+EjI+3GSg0jRccC/k8KmEXXsTbnvQZd/JIZqhy/OHPJSCv/9Cg5958yxvva5DvSkRwlRv0293CJMOH79H8Ze31vj8rgES2wffxbMUvoJAGq6Lo3rCX5lX8dQ8ttqRYHyyw7t+eIHrd6RETRswN9L3vabFp+/zOTyV5W8sWT3K7mLnJaiwXRAt8UtcUqT7v+zS0r20QfkKpV2f95d905Ollb7fHMjk5pitZY8fLnR/Fc/ZhvkoUWfkbak0h09ZfOiOgFBYhqXkS774pMNv/aXgv/6nBjXfZqER0O44vSez6PlBmtbTwrZMCnYUWwR+h7dc26bmzfKXt0Z84bEaC1FKgk8Li0iYm77TSfieG87yn9+0wKplCiU13355RCua5sWTFrc9WOHYmYCnj7oEDpS9iGpgs3xAMTogGR2tsPPCdaRpes5bew7Ab7z+VQipwt2PT6M7T3JkOuLTdwUEriTRDlrDMy8q9h0tUQ89hLCp2ILJshnCNxddTkwJ2p0mSSqzUU+C64S0wg7v/ajHX/zzILOdEokfoGwHX0kqyqiAXMuktjn5jD0T/eY+4kEEQSXhp97c5DuvUaRxiU5sFkMQsXVTxCsu7nDk0y7aLoLNoDSbhPeZ1ufVTtCbnHRBzPnB/eUu0YWq+Pq7lqUtC4WDZUHOtnQmngsmjEHs0p67OInpfa/ahvuedHlhr4u2bMPVETZtLG65r4xSc/zo6x3iqEyrYyFELybGzgYMtqWIrYTYVsSJyiwsFG6suH57m0s2z/K+W2P+6COaubZA46MtC1dopA3jAyXKbsDUtI2lElYMhwReyM51bb7zqhleODrLUy+6xIlLkji4HuzaLdh9rMSrV67hmuteG8Zx/JUBXqkOYru1X95zYuXWO+45ckPSieiEDrYlODmv2XPKPKIrNqyoQMXTlJyUwIXAkwxUbZaVRzl+ZpFaudFd3th2h9u+ZPMH/zBMXZfB8XFsm7IFZZV2we3maW1KF9La8vQ2gecqNq62uHjtMDPzPrYV4tjmJQT4VodLt4R85IspYf6TzqqsoKC1zKp3d/7Nkir+Uku8rwrcXxeeX/ILFMeH5IwOY9bdxxfvgrzbky/lqcguGzFX8gihiVqSx55zaCUZEU15COXiWoqKhCeec/lnz2LjSgffpUCQ0ziWMss7W+JYEieRJHYxnVniOZKaL/j571nkucOKj33eIlY2EouylTJS0cydHeCexxyGaillPyHwIkpeTMkPKQdtLlzdZvsazYtHq5yZKWNbCasGQypVweato/csm5z85bDZ+MoAd7wB7rjz84vrlo/ufdXO8nVRp6GUshkoRzx+sMXeUxYTZZuhIM0YhVDyJIEvqQYWI4OKkh/T6liUA5n5pUTsOwZ//eka9bQMfoCrbKpZj90Ft02WuUmXaFPkl/uesbIYKmtm5sooISgH+ejPqOs9FfG6a9v8wT/GHJ1yC6gxQlVFb3rSZQfmLUrX7/w81myFV3F8eF6E/0sOm0vBnVfovln3kskJZAfMHqC7c/BUmjDWpW1K9s1KBSemJLff79EhF4M4OJbFkK0Z8lKWlQWzC4LjZyQDFaPQ8pwUz0mJbGPekwM7t+hL8lyhVGbzd0E5gB99fYOn97o8f8oF7aIklFxNs5ly8ISm3rKolhSVwDJA9x3KTYdq2WV0cJb7d6c89YKiljmRjY6Uk5GJsb0zj35+8YqrX/2VAQ5GAS307Du3b+pcTry4M05BqCYP7rcY9geYqKbUShmwPUngKyqBolqWDFcTKoEhTimV4nkRJ2difvYPB7j36UGEF+BbObhT/Ixx6FoZ89A24Da8cnDsjE/uKQLPoloS2HZi4p87drYwSrCUhZWaBsTSxV4sm4dkVdrKDCV7c9ei6VCvRVm66CmW7r4BzfnAfD6iyb/kWvJn5HpIQ93Whbm32WoKsv47NYfcLjelMC6EnruYEBCb5xtICyUVJWm4/4FtnqRRnLLQiI0yKBFEnqGzuo7IvCczmqudVe4k7nqZ59+bAK7Z0eCPfm6GH/l9lxMzPqFrEcaCekszPReRpNBsKxotUyBLvqLhW3RCC8eKsJwmh6YlatomTBwusO1nTkzV3zk2XD3vW3degL/yla/kU5/6WKLTK/XJo59n174mx86WmJnx2DwmGaxAyVcEnsoALqkEUCsnDFZiqmXTP5X8Nkq1+Ni9Lg8+M0jqlQhsm5qtKRfEya5dCJLNBBOunVduiecofE9R8kVmG2AAbGycjTe2sVGQ2QisIITNkJuPB3sbs3Pn4Oe1Zss3ljkSRBdl58PeOeD+RmG9SJntjQxzCZsBeo8qS6adXNqiFGzfUoFWvdNC7y8uEcJMmqyMmw6CKDbelHZbgFDZ16AXUJuIrpV2zu/OSWAUen4EXHXhIt99wxx/+rESi50Ki47Eb5mzWqo1UWTR7iiaHUmppWj4kkZL0eoortpUZ914i2Nnmzyzb4hvv26LljpOrrnuVV89wAF27LyaZqv9T5+974VNu3afKQ0Gii2TkoGyxLENEcZzBYEL5UBTDlKqQUStHFIrtxmoNPGcOh++U/LHHxuhZVfwbZuBgkDZzau33UtJ7lcEya7szfcyVZBjWIpS9nZ8XZVL3p9mrv8GneZIKchtIfI+XPdV8V6rskS5Q2/m3Qfml2hDeptIseR3v3zfIor/6fm+aOGxke0z+zniQhTEOBKRmnlyn4m+EN0lTW/pY1qW3nZMkkfy5X9kqo3krBOl2J0kW77J7tcw9NxCrmcG/u55IA+0zZ4cJZHyM29tMtM4w9/fZTHVCLCkUQElaUIYadqdhHZo0XIli02JYylOT3sMVFxWT3S4avMC65cPNC69+pJ/sh3/Jd/XlwT4qhWT+iO33vbey3duemdr8XRp5YjNmknD5T4z5xDHksDTlPyESpBQ9iPKgUlFHqw2KAcLfPguze9+eJiT8wOUAodBByqZSNm1c9lbQfJmGZGEYxvhhGtL3EwV5DlkSqCM95LZlvVqUA/qrY4g1j3uCcIsjIohrsUlTxHcfYQrloL8/JX1vIjslsWvfH2lg+u505RCEprotSrkAE+zNkVkdhIZZdZkxacG5GlvVa8waqvio6HIYEwSTRRDGGk6SmfyQLOT6N0sMls85cr/IuBlV3yc036HKprf/oEFlFR84I4JTi56JFoTJimdKKUdajqRpp2pxOJEMzWf4liKdZMOYyMuO3dumz525Nn3Xn71W17yQWl9uTf2hiu30GnPMeHeRxQtMrXYYq4FrfYQtbLLcC2mWgqpBBElv0PJ7zBYbeLai3zo8/B7Hx7h5Pwg1ZLLgKOpOtpYSzi9aYmdtSN2H8ilqeCOwrMzcGc3RS5tK3qnyAL3JUw1t93jMjOTpRtkj9yicicn9+TRhH3tylJzzQIAzzlYnqcwFzuYr6Y9KTQJ5wd7cXKTf1FRJF9ls/BUIkh7IVDZhjPNQS57ouREC1RGvIpjydBQynfe0OLAP5RpZ61OojOj+szHOxcNd6K0u/wqHkK6Z4DccasYeJAbh6b5jQBaS4Yqgt/4vjm0TvnQHeMcjQPqJcVgmFLpmJaoEmqoQq0iqNCgFUY89FxAtVrh4mu2UR6ofdn398sCfNn4RKcxM/cTXnXFRz/yyf2lk2ccBgKPrastBioxywZbjA42Gaw2KXktbLtNox3ywc/b/N6HRzm5OMhg2WbQ1ZSdlCDzTOn12r3xn20LI02yBY6tsvZEZGp9w1w0iqBMumTpboKDlJl0TaYk2dIi7CgomS1m7lRqFdbzPQZbTwe5dJrS14MvBZ7ubrkL/O08uexruApD9r4b6ctNanKQ58Dqqu4laI1IDNc7KXxdkRrGYFdtn73iVOG7sGY8xkpTUAlaa6LU0F3jrq+3JspCWjv501Mk2fcsuyDPhQ65oDjXWiYJfaNDs/kUDFQkv/4fFrFI+Pt7hjgzU2LWcnAdybKyZrxqnhjDNYfrt/sMVCMOnaxzvLmpMdtQP7F61UTn6wZ4Y3EmLQ2u37V6g1oo239bGgostq21WL8iZuVYg/GReQ6eavLFZzSOHdOJBHfuGuRLuwdoxGVGyopBR1NxM1MghwKo8xl3T6Jk9JxZ9bYycDsZLdc2tNxcoNwXy53ZSlgq5uQU7D3uGosIUbRDzh1ii3Hc/WA/p5p390P9MDuX8ddj9Z3zL792nJ/nf+7pGk1bki98zMcUkfXQuQqnp6M0FhImiEDm6/rERJ+obBlDaLFpecTQaEh9OiZVKaG2iFJNlEKUmENmlMely7S7Xe7d47JA+MqFxDp7AmSTljQlygTFSZYKkiSSaknx3364yeuuPMEdj/i0IhtpW+w+VOaFYxVaESQ6Jklttq0dJNbwXW941cLExOpd9dZ8+uXe1y8L8FJlDHDPJvH+t337TTvuPn10l718PKFWblIt1fmz2yxuf2yIqRnffLNhzEIiUbbLSCAYck2ufeBk0xInA3YueesKmM3B1cpEy64lcJzMliJ7mRYlVwYZcXLPA9zI2yw7Zu9Ri8ef8bveg0pKHGkcY3vgLlbvfnArsbSCZmW0UDW7hMklQgU4fxXvrdtFH9Pw/Gv/c6c4Syt78R5ITSdsQqwyTUIeHS1ESpLx34UwMjElZQY8mc2qFWFkc8mFLTavanPsTIlUx0SpopMIvEQYzWRibB+Ma0Bu6Zx2vePNJbuTnV7OjiRONLFlgB1Fpi2KYxNtY+JvJJWS4qadTa7dHtFsOeg05dTcNHc8vsBffWqE9hnJdB0OnJS8+pVXRWkcv23VWOVsox182cLxZQEuhEdzYT/r1q47XvEaBx5oPLj5jscabF7R4ukjgn/64hiTZZsr10oGaykzcYPP7qow5AlG/JSKl1JywctbjUxz15W9yYK+UxUU+Rm43SKwc2sJO+mqgyyrF+pqqZgkjbnrsSptrK5FhC3Bk/qcCm5lefe5oqQvbpxsCgPnTAazPK5u5U4zOVd3TFdciec3QRfNhU1kD++F6r00RaIodu7dQkJkhzWRswd7utBc1K5ywBW+thCSOFEIqc14VVok0uT6uJbiNZe0uefxDmHqECc2baXwU0GYaKxEYMU6Mz8VhWjJtPd3y9qVHNxGc2n2Ksb0JxMWx8b/JIpNJc+pt5YVcdcui8biBEM1h+WjTb7/xrM41kn2HKywblnKnhMTjI1vPLB8fPXxp/cc4aILVn/9AAcTm7znmTsPDw9Vf7TN5ffOzz6LXt7kib2aVTWbHasVayYtrrigzr4zi9z1aJkBV1PzUyoe+K6xb3OzPrubay/osuyMyDQ/aJo2xrX7K7hZDye9Cm4lRuZmZYlpbsgLRxS3fKFMJIyZvSUlntQ40kxeeiA34LZVr1XpMflEH6DPqcT0KnafncMSUtQ53Um/fLTv47lVW/c4MkUKb5EFTG+LmX9vArpZOVoLtEozOUdxA6uRUhGLFCkVSlmoJIbU4m2vbPOBO9rsPuSRyoRWIvFigS0lVpzFp8f0TPe7y7GeEFxkN1ZKBvJEEBWM/W0F7VDiOpowlqaCa2MvUSvXuf0xj8NHbK7Y7LB20mH7esnF66Z5dm+VwFK8+ZUX0oqjH/3Cg/cfvmz7zq8E368McLe0hiisY9mlk1eFD9xXs/a+4tF9MSWrzJZ1NltWKy5c3yIVc3x2V8CQrxgJUgZKgrIn8D3DRcj7697p21x5FrmRJpG9lrQldoqbqfJtu1+Nb6kI146IdMz7PlHl5FkPbAfRrd55UkNWvRWZOjuv4kXjnv6JRVqswvnv0WtRTDUvjOwKYD9/Ly56bXLxcEmRBtBPg5WyBygpehP2pTdWLpZLU53Ze+ju6K53Z5nWIk40UiiSrJLH0iKKbcaHY37yTYv84p/4tBKHSCmaicKNjfpGxUXfmIKdhkjPORAbgTPEfTeleZ/N5EzTCY0vYZLZOJeDCq+7osn7TjbY9byg2bJIkgqTY1Crtnlo7zg/fuUF9732lVedXKi3qFW+fHvyVQEcwHbKvLjvSy+Wy8F7Z9Ktr3jwqcdYuyzgkk2a7RvmmG8v8Ccft3j8hRrrRzTDZaiWzIbTdy1810xELMtUxziFODZjKCGMo1quzretrGJbvcrtZqB2M7GyWc9H2CqTvQUdHnlO8cVdJcKseisl8JXGVZnaP6seufVADnRLia7pT/5D6oI67dkf5CcZAYiCUaWALPGX7qNZFXkjFGVnur+JXnqYlQWWY9d8qBBfkoG/+xTppjxks2fMmUEKY5aZSiM4zlsVISDqcsONhYRKFFJZxLGNbUXcdFnIjg1NHt7jopVNS0gcKbDiYk5R/n31jDZl16PGVOv8TjbjQeN7kqTmnTBtqKAdGrMf06oIoMYVGxPEW2b401tS7t9TZrFlc3Fc4ooNIaWr11KuuO+954H7X7zx2uu+Guh+dQAHONtZT9Mu7wqq0a3f/dr5N4+X9lKtdth3usVt9/vsP1xm+3LFcLbGL3m9Vb7vGV9CN1uxNzuSxQZ0ogzgsgc8x8rBXfBSyQDu2D2xcg5y3+tw6FTKn360xqHTPliuSZiQAl9qI26Q9Cp3VsXtTLmtrDymW3TlUxrj3wGQJrn9QS9sT+YgkyYhTOTKGt3ry7uEgZeYpBQmyIXHfAbsbghX/oTrqf6F0F1RcYrZYsaJJEnzJUo+3zdV3Jjw9Cq/EIo4+/OU1MRJiootYpkQRg6rliX8zDsWOPOXDgfPWsTCopE9DYtLsN7uQXS/r2KAgZQm2gQEYaypN2LaYQIabFvgOYq2p2iHgnaoaHcEzbai2bLZNjnPj7y+yScejHjqSJkXTzq89dUX8trLL7h1bMXyXVD/amH71QP8qgsnWJg5eXj7t13xs/fc8bCq2PU33vZgwl2PDOAKjys2KAbKxmzTyhz9A09Q8s0av+THlLwYz0k4dsbixJQHmK2lEPkPslfFXTvFdZJu9XYcA2rXjnBso8B3nQ6u2+EzD3p87v4qHe2BcrClNOBWWe+dV/Gcgpt5ulgWXYuCPoBrkx6Qao2Oe+GluWVBTq/NG4NUgEwxqQe6R2LqtS39kxXR/Uf/hKR/k9qLaCnGl0uRxfKRcUC0ecxHSbaqh+4h0FKmVaDrLGWMgITItbIaGWdj1thCSgfbTnjdNW0eeHqRP/+4C5aiIwMWhexjYnbtNAq+MkqCTMx+wvTVottyHj0dcWLaTNNKLgReQqlj5I2djqTeMsb4p2d8Tk67TI62eOd3LvCZXXPc+/QIiVX95PCy6372wMEzR9avW/+NBzhAdWiCRx6958jgxGW7b/n01Bvvffgkq4cqrJlQjA1CrZLSiWChYdIcyn5CtZRQK8XUKm3GBuvMtZr8491DnJ2SrBxVmRWXNIe+3A2rYM7pOkkG9CgDt3l5TofA6/DpB2z+6uM1ZkIPXAepFL4ET5nDpdWt3jnIDbDtDNx2ZjaTm2aKbAoho9RY/6ZmTR1lfmTdJw6mB0+yH7pZoIhu9I3OBxhfZia+VGaWHzB7GUX5pCdPljNVUwNxrLskp3ZkHvU67T0BLClILZ2t9VNAdaczMm9RhERKlYHcQiYJYWhT9mJ+4q11Dp22+cyDEi0kLTxU5giWV25RvCGlNqlzsfkZos3v+y6sGosZGFjgfZ+yWJgKWF7TDAQpnQDKsSaOFbIlqDdTwlhTK0mWDfqsnXS58YIpbrikxMYtF+5+fu+9R7Zvv+FrgezXBnCAgcFJ1q+bfM89Dx9d98ZX6O8er82zbKhNtdJgaj6m1XJotkfwXcFQJWawGjJUa1IrL7D/VJMPfaHGI0/5bB5LiBKB1golsvZhSWviOjGuHeM5Ea4T4TghrhPiuW1ct83nHpH8v38+wO7DZfBcUA6uNL23k4HZsXQX3HnP7WQtSj65yWfylpLZAkMQOSlRHNPoaBod0Q3iMjdMpqSxDCATkfe9+cG0QIQ63y5yycGy6D2eV2sryyfKTZNym2mVuRfoTDY2PW+zUDcVHHrtnmWB0z3wSnNwELK3tc0/JuZmipIUGdtEMkV0UrasSvi9n5wj0ZLbd0lSBA1cREZco/u95+FhoqtvTRLjjSgEmacgXH+RRtnTfPiLbV48NsCySBIlKUlqbhLXU5xpRbTCkD3HJLXA4ZmDgku3reVNr9vyT1s2b33P/OzJrxWu/aLjr+b6k/f+CRddfH1ncnzlZ86e3XfDqmXHV1Wq0/zz/YqPf7HMydNlhqoWy4ZShgfajA83GKrNcusDIT//vhEOnxxisiIYrEA5MH267wp8V+O7Gs9N8d0Ez4vxnBjPM94p3ZfbxvVa7DuT8McfqvLFx6sQeGD5WEpRsTSBpU0Fz7SdXflbNobMeS927mee8V5cx1g+l3zFQEUiVcwTR9tMNR3iuBg13TPZ7PFXREE8nP1aimyJlOVmFnIyVXbDSUVmjpS5O2VPGytzC8tNlUx7FuO5Mb4XEvgtlLXAU3tdTk5bhJE5uCcF+7aiLC0ff4pCi9E9uBYiHLtusBpWjEc4bsSePYrpeUPaioXxC8/bleLXzEXaSmbbadtYPRiDKMHO9TFvv3GaMwshj+wtkSSq2z4OVW1uuEjwussblMsNnjwUoSyLHRtLX7rk4hvefmD/3vraDVd98wEO8JF//BA/8VM/HU2u2PL9zx94Ye0/3CU5dmyYDeMO48M2Y8MwPtxh1dgig7Vpbrkv5Xf/YQylK6yoakYqUCspyoGV8co1gafxvRTfTfG9mMCN8bMfpud28L0OJb+F57a4+wnJL/zRAF96vkIkPbA8pGUTKEGgTDK3EVCQHVrpMhV71s4ZqctWmVG/MgFHnqBa0owNJVy+bZHLLzjNwy/A4WkfqWRB2lYAeUbPzcG81B+8FwibAz23K+tVXKV0ZkmdPXGsPCigd8h2nQjfCxmuNTg1W+e/fqDMk3t9ZM4ALHihZLeh+dj3fdI98/RGfTrjpfUOvAjDSlw7FnHVRW0OndYcOWZGepFQJKZhWXLwFF2LbSX7TTSlFEgUZU9y/fYFZuptdu31iSLLUKctSLVNqxOwbaXD9nUNypUK//Htb3tRSn3zxq2v+Hqg+rW3KPm1eeNakjR95HMPvvLqkrrPf9W1bdqhjUAyOdJm+egCrXiWT98t+d8fGccVPstrKcNlTbWkCPzcIN9wvD0nxXMTU6HcGM+N8N0OnmuAHXgtzi6EPPK8xW/+1SDPHiiZtsR2QdnYUvSWOrK3lreKE5T8lQO+j3du+OaBp6kECYOVkKFKytrlmlddNM1zh1zm7RJKSJRIMw8VgSV0ll251FWVc3mu3fqff9Tn6cF75K+uYZJlJkiuExF4bQKvzt27HR58rsaYp6i5hlFphL6aVGfS6qyS508ac8aQ2cImO7wmCiVT4lQi819LCyFSOhiu/hUXdPjDn57lN/86YdeeiJMLFRqpT6ottDYsxt4ERXTbKcdOaHUE9abAsSws6aHRLBuU/NLb5rHlae5+YogjMyVsK8FzBdMLmqdeVNx4yTJ+/gcvaVWWbXgkN2z6eq6vq4ID/M/3/A9+49d/84uXXzAZeOLA5UdOHLEWGy6rJ2Dr2hmOTC/wrg8G3HrfGDXbYXlNM1TWDJQl1ZJFpWRTKUkqmVii7CfZpCWi5IcEbofAazNQbSBVk9vuF7z3lirvvWWIw1MV8D1QLkgHpSSBMr4pbvZy7N7UxOnaO+eUXPP4zMHtuRLPgcDVlHzzvVQC8/QYHWhTKzd5eI/i9FyAtBROzmc5J6VB9JZG2QIr90FRUnbpCUr1brrir/PWJDd7z9148ymS50ZUSy0On+nwhx8ZZP/JAYZ8cLPWpo8khjFL7a39+71Xer4vhX6826b0nlCpliSRYnwIXnN5m42rWggRcfCwoN2xiC2FQKAoHJILXz+ft+cOZWkqCWMbW9nceFHI9o0L7D4qOXTKpepL1k4kaOYR3qb2lde8/Y9c1/sNZVe+bmHU1w1wgHe/+/f093/vJfeFsa1OTqmrL1w9rbatn+H4bJ3//dEqe/YPsbJqsXxQM1iGSqAo+6oL7moJqkFCOcjA7ceU/IiS16EUtBis1HnheIe/u8PjXX87wiN7hmimZXA9TLa8hZQST9GdnLiqZzuRy+DsjGduWwW+ed6eOKZP9FydeS6mRs0dxARuSCnoMFht8dQLgmf3lxCuhSt67MS+7PkczKoIdJHl1Mvu7+etyVJw23nvrXQGbsO5yXcArhNSqzS552n40O1DhElAxTMusDlDsjeZyb1LRA/c3fNCbmbUS7uThTFk14KvK3NTRJGN7you2pDwih1NLBkyv5hy7KydVfwM5PR4M8WbK3f6TRJJGCtabYc09Vg3oVk32eCpw5r9JyWtUHHjZcvDobHJ9+zed+J3Lt6xM/4XQPTrb1G6X0DL8IJ1K99ddZrhU3uOvOu+z7XkiycGmJmqcPEqwUAZSp7dffN9V1EOjIazWkqpBEkmmDCVu+R1KActBiqLPLYv4r/dPMC9zw0SUcKtWljZsDrBLFmMz3eR510QNfRxT/JJTZ5KobLIlUxV1OWcm+QJO4tREWAyYtopJBFR6hGmgjjNRQEZuT+XjmVCgZdsVfp+8Pk8uSi8KM68U4q+jkolCCvB9gzzUuvMYztj+oUxZuPYdfqlv/dXhksSS5OFYyWCRMnM2jjjiOfytlSSZEsrnRjZWasDqhFT8kJ+6ftavOLSKX7r5phHnh9lRvuQ8Rrz2T+khZbL3ORpaiRoSllMzztMzXpMDDf42bfM89yxRU5Pr0hP1Ve+a+3g2j9o1WfDfyk+/0UVHODP/+qjvO0d3xO7wfIZ2yn9xKHDh2V9scqmSZ+RmmBkwGHtcrPXbrahHFgMlCWD1ZTBSkS1HFEJIsqZIqgUtBisLvLUwZhf/cth7nlmGcouM+ArBl2oORBY5s5MMds8S5jk27x62+ep3r2DpcpO9zLL88zOAN0JjjkL+J4ZT3puSNnvcOQs7HqxRCf1jCha9d88xTAqKwdVTgPIK7gUKEv0RnlLX1aatVUFT/U8w8iOCdyIMOpwyz0OX3iihpYugU2XjqAy2kPXHq472cnpCAXbONF7iuSW15bqOVWZ4AHTz4eRTbvj0u4YA84otlHSYsNkzLZVDZ45kHL0tEMsbdCmLTJa0V4lt5R5cvouTC+kHD6ZEieKetPi9IyLayum5lIuuvAV6Y6t6/+La7dOfM/bvuNfCs9/eQUH2Lh+DaMTk/v27LbfedlO8b7xgSfkibkO9UWXCyc1K8bmeeYQdFolxoahWk4ZqoYM1zpUSm081yxxfLdNJWjw1P6YX/6LEe7fM0qp7DLsZULlLD0iTgRTTclsBKEGpAlC0loXDlT0Tyty3knGPzcJAv1ZQo61VBJntjuek7Js2GQM1dsmEDVJdfdQmXSNMJcwDvXS4p0zrbJPRf/YLq92QhT64UJimpIprUhzZlrQjjSWh1HepIKoq7qhF0IgjYF8rMy2UymwEjLxgeguinJpmWEkZn9W9tRIUk2z5TG3GBDHEmUZblA7tAlDi8s31flfPzHHL/4FPH5glET7dFJJM9I0Qk0nNjpQy4opBZJqSWN5c9z/nEM7dLlks2a+2eTF4x43vuI16cSKze90/W37vPaJbwQ0+fqPp4Vr2eQ27n34TPisdc3NF6wXv1AeqHDweMLKZbB9wzyz7Vl2HzTz7koJhmsRy0cbjA3P4Loz1MpzVII6gdfkuaMRv/i+Qe5/boRyyWU80IwEKcOllOEKjA0Ilg8LhsohZWcOV9TpxAlhl1HXEy7k1cqS+eEui8TIwZ2v75WJWem+Cklvjp1wdgHu22UzPStBGSAn9E9NivHWpkXpMq3OT0opLnv6aLIFTkffbFoTp5rhQc2NV4SMVxPiSBOmEGaayVw3GWWhTnFiuCZxrLv/Po57HiZmU2uA3r0ZBSiVZE5hDaJkkdlFwbEzJU5NB5yd85ld9JmvB8wtlplZrHL5Zps/+KlZtq+ZIQzbzHZSptox82nI4QU4NiOYWUipN1KaHcGOdTED1XmeORRz/IxgxUjKwGiF5096v3DFpVfffMGaE+EVl277hgD8G1LBAW64ahOzM8eSYO2b9s93nlx0uauyfvIkM60FPnjHIMsqDuPDFhPDCasnFojSWf7x3pQ7HvH5yTfVef2VMZ0k4t0fKvPgMyMENY9lgXFWqviasi8o+5JKoBgesHjHupgLNkzxvk8K/uLTk8RW0M8VEXSXKyo7+FmquLXMVvZ2LyzLsQp5naoXCy4wCbykOT0qZ/JlVTwls0kobjLFko992D4H2PkBT3Qrd29+nRsu5OtvV2kkMaQJYaqMpCzR3Y92DLHK08tMDx8ngjg2yQpdsOc+JlnfbdoLjaUSfLfNzZ9V/OknJtixvMK2lTYjA9Kcm0oJcWwkZ2Tf3xVbZ/mN/zjDT/5+wEIsed3lM/zUdy7ymV0Bdz06wMEpH8+JGKy6nJ2p8v2vmeJPb53jjicqtNMx3vGWVy+u23TJ/qMnTyerJr8x4IZvUAXPL2UFOKr1yWuvvOyn3vLGq2aeO+3ze/9YZWHWZ/WYzapxzYaV8zTCWX7/Ix5/84nlJO1x9h5axexClSgVzLR8lOMz7GoGXQPuaiColSSDVZvRIZvlo4Jlg5KxAZ83XNVh00SDMNJdEXBvS0cX3L0JhujNw3MiVrdyFwJnlUlLlipByxTdRxYv8rFFfxXPo2zSlz5k0gfuovlQAeSiV7nzlib3FTEWETHoJPNMz3STOXCTXjTf0iqepIUWJRFZ3mQv1BWM9+Dh05pPPlTl9HSF6VnBybMRp2c00/OK2UWL+brNQsNlsemx2PTptEtUPYElUgZLFpvGBlF6NT/2Oodf+u5p3FKDfSdTjp6OOXTCZbhc5mffusA1l1ms237TzPoNl/7UqVONT9YqPt/I6xtWwQGq1SEAFhbmPugNvdracYH9nisO3j06fbrDljWCC9fP00pm+bNbA/buH+CKdYoNK2y2rZQkicOLR2yOnS1TCSSDXkLF11QCQSWQVEs2tYpisCKolY1dW5pKNi5PGK/FHDhjvoeiv7fKPL1NDy5QWe+tciah1RvLWVmbYsDeUww5KuLQSckLx11zVxSWDmlWxXtRfr2+vHcDZEzCQj8usnLc35YUjYiWJBnnN5UWxJFi0/KItZMdTuwJCVOHViIJEo2TtymJmaZY2XkljjWJSo21WixIrKUgz9qUTE5nSc3UnGD/cQdbGM7IfCPBsSOEcMhT6/Lv21IJC/WAicEOq1dFnDgt2HfQJ7BsNq4KuGD1LD/95jp/dqvmmcNlHFtQKQUobwNvfOW3TV137bW/EkXRBy+6YPIbCm74BlfwHtAH8P3G+6+55opfe8WlF0xdsQ22rZ8hZJq/+KTPvoOD7FxjsXm1w7oVgrHhFo7d5AN3ljh5usJYKTWutZ6g7EnKgUWlpKgG5hFZDgxPRamETgRRKk20tihMNES+LjZLlrwP76l5dEYE6l+s9KLEYxwnot6J+fjdHrv3eRnAszYlA2wO6LxNSbXOBAhLgL7kPTLth15SyfN5dI8jksvMzJ8paXcsdqxPefONDSpehzSKaaUmISFKBGEiiGNTxZMk/6gz+wfd9ThJspuha7eW9eU6GxVaClw7JUw1rUjQbKfUWwn1ZsxiQ7PYkCw2LepNm3rTZXbRZ8Woxw+8ZpF2GnFqLuHg8YjnDiqe2jfMluU1fvyNTaRb55kjLXY9D5WhS6dWbrjm1w6dit5fq1S/Jox9tdc3tIL3/wCXcfcXPnfz8OBI4sjq//7co3NDe44GnDwxyMVrLTastFgzkbJirMn65dPsPdXmM48uZ7gqGPQ1laznLvmG/FQOZG/j6UX4XoStQh561mbfKQ/Xzpyr+iYnvWxFU73zcVyvaheBnWd4GkFFhGuH3P+c4Lb7S2D1MoNyVU1vinKeA2fazw3Pn//9vXdx4lNcuKR9ufT5DZVq4ycSRxZvurbNZ77U4Iu7fTqxTUsJvLhHCbazA6elILY0cZwSK5Ep2c/zylT2cSpphxarxuCqC1p86Asp9Y6i0QYvCxwzT0ELS0mUtLpz96nZKq+9ZJoPf36WvUdG0Tql0Y5otS060QAXbYRffMdZntqf0Io3zNhW5ZcP7L73b9/whtd/s2D4zang+XXjK19HzOEPKH/sZ8qVrYt7DgRsX2Vx+TbFzs0NVk6cZXzkFIfOLvA/PzqMSgLGS5paABVfUCoAvORryr4RTgS+WTYgOjx5wObsvIfvZKzBohxtaf+dpeXm1FzbOl/1Nkoh1wnp6JDPP+Rx4HgArmucV4XAygGHOaiZRzy915Kpynnb8L6+u8gB7yXTKZl2Wxidu1IlFu2Ow+oJzauurFNVLdI4opkI2lkFNz4mhcNkbKp4kmiSWGcV3giC48SMEHMrhyhWtDs2I1XJjnVttAhZCAWNUNBsaxqtpPuqtwSLTclCw2J+0WV6vgR6kF/4riarJ6Y5utjm4GyHJ/d3eHSP5tn9VTZOWly4fv3i9m2TPzPbmvrANxPc8E2s4Pm1Yayarpl0/smmFLda8u9W1w57oyMt7nmmw2P7JJ22xVy4jLn5GqtrOpO8ia4tc+Aryhm485V+4HaolpvsOZrw0J4ytm0T5OkQuaFQPikpVPGcy93Xe/dVbxOS5doRUna45R6Lv71jgNQKwPKwlMLLWgmNmUELNCql+0oyDWLPi0/3C3/pn6L0SEq9DWRxTCmlkflpLUkS09a0cZEq5Yde22LvoVn+8R6bdmzRUBI31rgKIpVbrum+g2fuVFUcG8axAXkYS6JI0YksWh2Pa7Y1uHT1As8c8hl0Jb6dZKG/SRatnS2vpERrmygxq/gdazV/9rOz1OOzNBpVntjr8sizZe5+wmPZ+CXttl7+I88eGP7YcKWZfs2A+lYD+NoLv5/3/91Hkoq77mPrV+vk5FT7Q7d9+qDXaNbYsMKmWjnDZx/zWVkTrBw1hvaGTyzwXZXJ3nIyllnnV0odkrTNpx5wePpwhQFfUrbTzLuwuBnMwS17o8HiBMVKcVSapTH3WhPPbTPXjLj5tmFOTlcQJR/XUgSZOj/VEOvsoFYYTapMwZ+k/aPDc0r4kp7btFXZ9lIZ3xcne5rIrIqnqSSJLbNSz+RCywZTfuQ76nz+0RLH6y4N5RMogZeAk01RLCWwu714muk3dXdsGFnZeDGWhBm4O6FNvemzeWWL77hmnueP15ht+fi26Eaz21aSZchbWJYkSswKvtEyh89yOeSxJ1MqzhjXbAnZvGIRYQ23g8rI91+18cJbN68+mFxzwzu+2fD7l6/qv5rrE7d+lCtec72Ox/Tzbmf4hZITvGH5YMP+7lc2OXg25sQJn3VjFutXuKyeMHa+ndBYetUqMFBOqJVjqqUO1VKbwWqd/Sc6/Omtg0zPD7CsAjVXU3LAd4QxGnLMWj4nVTmOWct3OSeukcN5Tk7RjUwcotcmSlv81s0lPvPIMKlbJnAshhwoWymuhFgLFmNoJLmUTXSNPXNrCiXzp0jWGlkSW0mszJPRtuk6B7h2iuP05Hmem4k83BDHjo0aPrYJQ5s4NqlmINGpYOVYxGC1w91PuXQSF6kkbmZVp7IlVy5C6FlkmKWX7KMY6IzP3ePFlD2TmvfAHoujMyW87CmYh7UqZZiZJV8wV485fDKl1VYIaVEJEvYc0dzyxSq+slmzcktzcnL5D77ipic+dvZUI73kqh/+14Devw7AAe741Cf4ntf9AD/xw1/a47HpYKj1q8PolHd8CojLbFnlctHGiFp1hjsfE5Qdi5EBxXA1YagWM1DtUCl1qARtbKvOx+6z+Pu7xxipOowEmoqnCbzciVbiOD1Bg7Fizn0Oc5CnGQc9zl4RntemXGry6Asp7/o/ozRElcB1GHY0NTel4oJvazoJ+KUmY5U69QVNC4UUMrOHM72/saTLdZ/ZU8SS3WgWp2v8X7zRDLh9r4PvtfGcJsfORrRDQAcsNALC2CJN8+AhsFTKljUtvvSU5PBJD62cgpOA7oLaKoA5p/GqIhMyOzznaiVlUqxYv7zN0amYXXtLJNpGZWofiXkaeq5kuCZYv3yW+3aHnJmRWMLCsS3m6iGtTsSW9cvnm/GaH//uX37+n2648Douu/pfB9z/qgAH+MStH+F1r3wnh06P7h4dGjwx11lx/aGjYbBxImTjSlg5McNDL7TZe6DMylGLsWHB+EjI8tE6ywYXCLwOvhdxarbNb39gkHqrxmRFMxiklH1B4IrMZKgnmTIgz408e2aenpPgujG+m5jqnSmGItHiV/+yyu4jwziux4gLg25K1TeH38GyZMUI/Ox3TfGTb5wiTFs8d9ii2fGMI9cS/WfeKllFk1ErA3duJW0nuG6C5xgOeq3cROsGH/mi5FduHuaZAyVGSlVa7YA4VlmKRY84VfETRgfafPZ+n1bqoqTCVTq70Yob3cKBuyChk9mhoJgEkfNiAjdh5VidLzzqcXIxIEqh0TZtmKs0niMoB4o1EzELnUWePKDQsaDegp2bB3jltZdOj4yu/y+b1/of3rS6zDve8T3/mpD75vfgS6+rb/hPABw9PvcBoSxrx8YH3v30k3eMSjnHJx5I+MKjw2ydtBgeUIwMmDe3Gc7x8N6E8QGXjcvN4iTBpexIBvyEarYMcu2sJRD905OumKD7SrtLneJYsOR1+PTDFo+9UEVbHhVbULGNgWjFE9RKgsGqxZbVijUjI4wPwK987ywnT03zuSdcGrFHKRH4CSRF8tUSPkp+wFT5414ZBZJtxbh2iGu3+MJT8J4PTTAfDlBCcN+TNltWKYYHZDenUmX5lG7H49JNdW66dJ5bHwxo2hatROBl5KvYyg6WKb1pSjYTT7JpSpQZMYWxIsr0p5ZMabR8dNpEAL6C9RMh40MNTky5HJ728d2E6lzCsTMl3nRNG8+v8+RuQWoPMjDxyqkbX331r5LEHxDWwL821F4egOfXyuUDLNbr/2dg+7Wi3hb/48TBfx59+gXNhmUWaydsVo2nrJ5osNCe589vs3nh0BhvvMJm6FXzCLtO4FhoTzNQgqGKolq2cCxJHCeEcc4qzE0+e+KCnBZq1vQZwG3T87ajkFu+OMDUQhnPV1SynPTAgZIH5UBSq5hD1fS8R+BXWD4a8ov/oc7hs/M8f8yl6hhP7SQtrOtZMiYshMx2R4MqwbISKqUOe4/F/M+/H+J0u8q6QVhWMdyP2brCtlU2BUqxLRvbcnBtl8FKh7fd1OBzjzUJI4+mpShZPZZhDuZ8dZ+kkjTRXUcsnUKjY5xgHduAXErNYNWn1fbQqWCynPKGiyxef51gz7Fp3veJIQ5NBVhWhOs4WLLG9hXTTM+4vOONN01ddvk1vxaF+v847ssDbvgmz8G/0lUplymVxM2vuO6KX1q/5U2zr7h0BSNDgnUrOoyPLDJQWeBTjwge3TPIhlGH4YpDo6V45DmPxYbDsopmsCIZGbRZvsxi3QpNK0ppttOCR18B3F2flMI63jJOWaVSmzsfs7jn8QqxdClbmJAsS2cpE6b9cW2Z+fsJ2h2bTuSxfkJy4ZoGURzTSYwYIk37lz/QC4ToLXt6828rC1V1nIhnj0j2n6hQVoqSnaKU8Wdphyaepd2Rxg0qVISRZaK1I5cbdya8/rIF0lZIK4FWIoi6m0vdNTBKUkiSlCQxc3oljVQv8DocOB5y/HTC6RnJ9LzD9JxPNbC5aEtE4Gmm51wOHh/hyk0e337VPGebCcfnUl48HnJ2PuHs4mq+961vmF2z4apfmp0XNztu+eWE2MsLcAAhAqK4+sHNW6/7wQ0bN/7cpZdeHD3wXJPDJ1MOTyU89nyZ0ZLF+JCkVtF4bodnDrh0mjbLBmBkwGZiWLF+echl285wZK7NbD0lTTOqbDYSzEn9+cvMwBNsOybwQmYWYv7hCwEnGwGeowhyX0OrJ1I2PXRm9KMFUSJptm0Cz+K6i9tUKyGdSGQsPTMPP5/zbI7yPi8UZQ6ac4sJX3rCY6bl4mf0FymAFJJYE0aCTpjbDyuiyCKMLNqhw0DJ4nte2WC41qDdSWklxqo4zhVIifmeksRQauMkJU3M1GSoGjGxbIZH97c5dDLk1HTM1Jzk9KxL4PpcuDaiEyXMNxJOnrWYnR/gik2SVWNNlo+mXLZ1hi3btkerVq/9uUsvvuoHJ5aVPzg2+pXNMb/Z18sOcIDAF2nYPPnJd7z1zX++bt2Wn75k5w2J43rpI7ttXO0zXDYpykPViOl6h4efC1g5JBmuWYwOKZYvi9myZpY9x+qcnAa06cFzpbxjmyqez5574DYEIt/t8MAzksf3lNDCwcsMg7pOWIVlkczMQLSGNDEgcyzFipGEwIqIEt3bZNIX59T9+wqMuEui+8hWlkqIkoSTUzZhZOFaWdiWMF8n6bYZ+QZSEiXKvCKLNHW4dGvEdTsWSKOQVgztTAyRpEXejCaKNO0wpRMZzooQsHw0YuPaOXaf0JyajpiaSZiatTg+VeWarSnlWsjMYkqjrZlesEmjQa7cAiXfSa+47KZk0+ZtPz2x7nv+/MWDpz4phPymL3G+mutbAuAA48s38Mjjx0O/NPHBKy9av20+2fZbMVv49is7LBuOKfkwPNDg7qdheqbEimEYHbSYGE5ZO7mItGb47GMBKrXMRMVXVEtmhl7yjLYyyWI+pNDYyjjVlrwOi62QW+/2OTRVwnJsPAV2Ud+p6Js49HFRUmlyOiNBmiYkWnczIs+p3Euuni9hbr5jEiukbYQZuZtrVwKmzc3TxwJMBGlisnZabYflI4q33LhILWjQ7KS0YgPwNIObyr73ZidloZ6w2Eiot2CxaUEa8G2XdQhpcuC05vRMxJlZOH7GZ7RS4sadi5ypp7RaMSdnEj52r2LHhvW87XUbfku6m7etWbH8g2tGj4TbL9j0csOpe33LABzgyks3c8XO1a1b7z6z9z//98vf/W3Xr38X/vpESJe1k22ENcu9T1VYMSBZNmgxPixYO9nEcab5H//o8/gzNcaqglrZOFOND8WMjzRoxy1mFqATmmxHJTW2neC5IaVSiy88JbnzqQpYHo4SODnxqUCK6ktfy77fbtZkmufzpOc9VJ4X5AXTzaXG9wjDjpR9fxZ9dNxU9/Ink+wmi2KLKHJ41UUxr714jqTVph5CJ5bdjavjSAYrEs+NOD0fcmYuYn4xYXZRMjUXcNVmj1/93rM0dZuDp1NOn405PaM4NT3Ajdshpc6LJxIsqTs3XFE729Ib3vVtr9/47i0rju+1grWtoWVbX24Y9V3fUgDPr//2C29m921Hkutu/N7/+l1v/rH3/Me33dRZu9riQ3fWsBOfsUHBsmGLjStbuO40/+vjFnc+OsSysmS4KhmoWgzXUtZO1kFNcedjdfYeSeiE2XLESgjcENdtsOdozCfur3BqvopwzJJEdYFVGOtlTXN+SOxm82gyo3nRRfKXs03Ov6Do+zSLsc1jQbI/RxbCp7pXn+l997ey0CdFu+0yXHb4jmsa7Fg9QyfuMN8xXBMBuLZi02rFq66qE6smh05rZhZiZubh7KzLzHyN115i8V/efppm2mb/yZhT0ymnpl3SaJD/+FpInTKR2nnPmvGZlQnB7/713y0kI2u++Wv3r+d62caEX+m68JK3MnV2kZHh6NcnRm+QBw+NX12+7075XTfNXf3gE21rzUQHP5jl/XcqvvREjZVVxVhNM1BRDFYkY0MdKuUF7noajp4OGFlnDCEtZazhpGry8Xs0f3DLOAfPVhGOj2dJ3CxcNqVAlsq+J9H9Rz/w+sMccpviwl/mJUDa+7RQp3OAi57UrU/ErItErR6lVmNizTuRjZA+b7ymzaVbzvI/b9F8+qFxGqEiTs2BMkoUq0ZcLt5c57Z7I87MQbWUMFO2KM942PYwN26fp9me5x9uFxw8KVgzkfLCiZF452b/wV+68dvTlZPrHxPiHe2blg283FD5ste3LMABRkcq+S9/7cje9/PrP72y8uKhib+KmHtHpbpffuRe2HdgmC3jAq0TamWLasnKvAWbTDdaPPDsAL5tUfKMB4rvJgxXGzy6L+K3/24Z8/Ua2jIG72VL4whNMzTgdpWZH+tCvEMOrvzq1viu0aWgt0jvb2mWXrlMLJe+kb8KnoJLU9zyK18QOXZC4MU4dmJSzGI7W8nbLB9OedcPLHB61uHxPaOMViCMUpotaHd8rt22wN1PtTg9bzE+mDBft5gNbMqBw+z8EFsnYl5/TYMn9/l4lbXpqmWTt+xv+j929MlDiz938aUvNzy+qutbGuDFa9Wm/8T+A4cXhyeDn3nj6w+9+PQe+0LLjt58zeZDnG0nnDijKAUKjabkpfhek7t2WRw6FrBzlcjMhlJq5TZTC03+/p4Klh7g4tWCxTji2IKgrCRVV9MREY0Y5kOLctwTEkO/a1Qxu9JcBQepjLTUi7Tqh/lScKdd08x+NBf1EnnYbL5Gd6yUkh+SpA1mFhU6rVDyQzQhZ2YC2p0Kq8YX+L4bFzl8qsRsK6DeSllsak7NOGzf4HHd9jZ3PBjQaCsECY2W2SMcONFharrMa25Yz8h45dbN26/effHWFX+8UG8tjk+ufrnh8FVf/2YADrB+3WqAs0eOnvjNm67/wdWlyj5kOPTmZ1/YRc0LmW9GTC94lPyUk7Mhtz9SZsi3GK4pBiowUAkZrtX5y88q7n9qmB3LBTvWKlatbPLxh1LOng7Yvsbm6osbPHqgzifuHWW0JLoTiKL6ppcGIXpVPDsYdhmF3XiPrmq4JyDWeVR2pqbJ8iJ7zrCFA2Y22ktSI4fT0D0oD1TqfOyBhCefH+b6C0rs3DTPvlOK2+6rsHFZhWbb4dptMe+4cYa/+YTPeEUzt5hwds5mvl7m9Zc3eGJvm3rbYdlgSJzO89jzAZEss37rxWzYtPXWy6658L+E4eLhoLrs5YbA13z9mwJ4fq1aOcmz+2YOjy/f/EsDbvTByRUrf3Zx+sXr77z/GWZnYkaHmtz/vObs2YALV8BQVTE2lLBssEUqGuw5WmO8bLFiWLJ+pWL7ppgHXtB05gUrlym2rvDYumaKx/a2aLXL6MxJVuVLI2VkZWayYXSMOgO4LXt+5CYaBZY2GDnekzSbZUcmvzJOVbcf7z4JIONv6+42Umd2Db6TcPhMzD/cVUVFAWuGbDascDk14/D4XoXoaAarLqODA2xdcYZUdTi94FEJYoZqihNTHtvWldmxvs3DTwWcmRE4pRqV0R1cffmme7HdP16zccPT0DgsxMTL/WP/uq5/kwAHuGDjEMCLWusXgd3TJ5KJ17gX/GXU3LPh2b2fV5+5f4Btyy08V7JsKGXj6rOMDrS4f4/N3oMB64c0QwMWwwMJvtfCs1zKvsRzBa2OYvNywdhgwunjeRKcEWG4mdWzpQzQ4liRJMpUcmEsKVxb42frfaVMtEiSpKRadUlWShqSUzuU2JZFECrDFJQSLQw5zMmWU0kCnUgTRqmxgkjNGUEpzZkpwdHTDhdMaFodWGw6xJEgCjtMLzicnXM4Pe2zbZXFpZs6PLbbIkYzWLNodzTPHSjz7ZfO0mrPUB17VXLTtRe8uHt/48dvuPYVJ4G9Qoh/2Q/qZb7+zQI8v7IfwN5jxxf2Tq5Ivs0RYrlV23nLsemHqzX7SOnZ/SETI01u3yVZN1ajlS7iSJvBsqQaSIZrLR55QfDcAYfVwwLPFbhOwslpzXxD4Vo5/dVwykt+ylC1g+fGzC56aKAdWSSJsZRwFAQOlAPBQNkiTmCuHqNJCXwzXw88I7+bXbBYbJqbw3dtothC2gohJb4NVV/jO4KZBnRi41dSiVKiWBLHgjBSVEuC8ZGIdgTtMGV2wWL7Grhka4eDh8ssNjSzCw7jo2UCB67dKlk50eHFIx0abc2BMxVuunJ947d//qqFFw6Jt23dtOX4jgvU4X/rwM6vf/MAz68Vy6vU28nhknvt0dlO/YIf+z55VRhd+dfb9h6I5+aeHJqea1ZWj0Y88YLNmmGwHVONA7fNXAPixKHqC0qepuxHfO4Jh4PHXHZMauwsYtx1YLASkbLArfdLhktl1i1XTI44JKmFFMaUs+RCrWSxctzG85r8492a5VXJQMVwWwYqMWPDc3zp6TKe5SGEpBJYdCILV0mkEJRsGKoI1k5aDA7PcPsjLnN1l8GKocB2IslC3WbzWskNF3e4+0FNq52y0LRQ0qNWbtMKIzqRTTvSHD5R5tJ1czz+nGT5kEe1NsrKjTvmLplYVU9T9WMrVq16aMWqwXmIUiGcl/vH+Q27viUXPV/vVfYUQoh008qzs8tXjd0elCub5g99aP22nT/2uzdcff2z61aXnySdaF+8tcLe0yGOFXFqLuaBpx0qtqJSMnEqKR0OnnIYq1gMlowsKw9UqpVDhN3grsd9Dp3QzNcVndAi1cZ7xbM1gSuoli0mR1LWr6jT6NSzm8gobGrlkHJpmgOn2pyaiZhvQKOtCEOLODEA92zjp75mQnHTzoRId5hvQpyYbWkYSWYWHc7O1Vg3FiOUCcxaqEuaLZ9rL4wZHujQ6mhWj5/h4EmflWPL20558Ml166994uff+RPPXn/9t/3CE3t2r/Grk7c/8UJ7Vgjx7wrc8O+oghcvYa0F4+rQfOb5o0hl/b5S6veb+ir1pm+r/blQjU1T4eHrRoZPq5h5AsehNGC4IK6tmWtEfOnJEjuWC5aPKc7Op7Q7JorPsWNOTicEjsxIS5mvnxA4UuBZRsYVeALfi5kYjnjtlR3ue7RGmuqMmhpz+y6LkzMSX6U0W5pWR9KJFE5iGUmY1NiWSWlod2xGa02ONaqAIHDBdUKOnFJIUeHGHfN89IsRUeQQxQmHjls4fpVSILBcn9HxrckFpc1fGhoY2Pv2kYV3JmGUOI5NKlz9Q2//D5R8++X+kX3Trn+XAC9e27eshN4YIz52av7HpOUObtg4/XsnD97uPPhMnFy4YfiSkaq+dO+BGQRzPPpCSMUdYP2kYPP6Dp98SBDPWaxsGy3RP3yhQtQxXHOEWf17boKlJI7KeOOO+fdlH7auibnzIdE1B3WshN0HbepNc5N0Qk27Y5iJcazohGZqAiZ703MUb78p5D0fgpInWDaU4DgNnn7cIox8li+rcOGaOQ4cshmsubT0BCVHP3blhTOPS3u9WrXl1eHO4aH/VyedWWkNvdw/kn/V6989wJdeK8ZrALPATwIcfOEelJTXn5lrvHZ8svO2dRNzm088XmfH2iMMDGianTmqjsCx2yw0SwgVATaOZSbVjp2CjDh61qIZ2ViBJvAlywYTOpFkseFSb0Xd3EgwSyDPs6j4pv2ZmktYNmT4Iq4tWD4Ss/9wQhjbgCaKbHTqIYnwPc2Z2RauE+N5IXFaYWp+hLe9bgeP7Z1g+9bghWbs3tJoBXdsGNT3vvWNN/CL//nlftdfvuv/OoAvvdZuvgHg3oX5uXs3beI+W7XXD4zPpbp5S1qqjq7Vzs5f3bzpCNUgQUTzPPJ8SsUSyKGYVmhyHo9Nxew7FPCqi1Ja9YhK4FKuzLDvYJmBikechDiWmcREGZdbKIfhimLtcs2+4wssNgc4Pp3y7JEqGydC9o+06UQOtorZfyxkvumyaUUT6UywfNUYthRcffUkB4+03n16eubg5ku/Xb5964isBPZ+4PahwYGX+639lrj+rwd4flVrAwC3558/+OxZHMcdmDpz8sGy51BvxNE1V1Z/bqEVv2bdJkUcJzzxxDMoe5En9g+w2LB51SWS+56KqZbafOnZmNMnI9avgDRKqHgJtZLm9HTCmRnohMZ4aOOKmMBf5Ngpn1WTit0HR3j1JXVu2Jlw8JiDsAfYcOH1gMuWi1NaLXXnjrVn/vDsrGNv3HIBl141di+Ec0KsfLnfwm/J6/8H+EtcV18wAjAH3AbQWDiBEDzfbkdjcarSZrvDiaMHkbLN7GJAO1RAJ7ruymt/e+3Y/Heog61obMRjfHmKO9ggFhUuXJtw5IwkGEjYsS2lPmmzZq2muqyBVxuyt2wpf+rh5x757cGqbU+OKE6cttCyzNp1O9DCIwEZx+K0Fhy86sJvvNXwv8fr38c0/1vkuv/+BwExVrKP1V441tSLix7b16fU2y0OnyixYUXMwZOC9cvhxTMprbrFzvVwtt7i9MyAuGr78vlU69M7Lr7i5f6r/Lu5/j8vQ2U9WjLkuAAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0wN1QxODozOTozMyswMDowMF58RzcAAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMDdUMTg6Mzk6MzMrMDA6MDAvIf+LAAAAOXRFWHRTb2Z0d2FyZQBtYXRwbG90bGliIHZlcnNpb24gMi4yLjUsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy9IzyijAAAAAElFTkSuQmCC', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 6157201
    {'hecke_orbit_code': 137606725681, 'n': 1, 'trace_an': 2}
  • id: 6157202
    {'hecke_orbit_code': 137606725681, 'n': 2, 'trace_an': 5}
  • id: 6157203
    {'hecke_orbit_code': 137606725681, 'n': 3, 'trace_an': 0}
  • id: 6157204
    {'hecke_orbit_code': 137606725681, 'n': 4, 'trace_an': 487}
  • id: 6157205
    {'hecke_orbit_code': 137606725681, 'n': 5, 'trace_an': 0}
  • id: 6157206
    {'hecke_orbit_code': 137606725681, 'n': 6, 'trace_an': 0}
  • id: 6157207
    {'hecke_orbit_code': 137606725681, 'n': 7, 'trace_an': 0}
  • id: 6157208
    {'hecke_orbit_code': 137606725681, 'n': 8, 'trace_an': 9990}
  • id: 6157209
    {'hecke_orbit_code': 137606725681, 'n': 9, 'trace_an': 19683}
  • id: 6157210
    {'hecke_orbit_code': 137606725681, 'n': 10, 'trace_an': 0}
  • id: 6157211
    {'hecke_orbit_code': 137606725681, 'n': 11, 'trace_an': 42908}
  • id: 6157212
    {'hecke_orbit_code': 137606725681, 'n': 12, 'trace_an': 0}
  • id: 6157213
    {'hecke_orbit_code': 137606725681, 'n': 13, 'trace_an': 0}
  • id: 6157214
    {'hecke_orbit_code': 137606725681, 'n': 14, 'trace_an': 0}
  • id: 6157215
    {'hecke_orbit_code': 137606725681, 'n': 15, 'trace_an': 0}
  • id: 6157216
    {'hecke_orbit_code': 137606725681, 'n': 16, 'trace_an': -224369}
  • id: 6157217
    {'hecke_orbit_code': 137606725681, 'n': 17, 'trace_an': 0}
  • id: 6157218
    {'hecke_orbit_code': 137606725681, 'n': 18, 'trace_an': -98415}
  • id: 6157219
    {'hecke_orbit_code': 137606725681, 'n': 19, 'trace_an': 0}
  • id: 6157220
    {'hecke_orbit_code': 137606725681, 'n': 20, 'trace_an': 0}
  • id: 6157221
    {'hecke_orbit_code': 137606725681, 'n': 21, 'trace_an': 0}
  • id: 6157222
    {'hecke_orbit_code': 137606725681, 'n': 22, 'trace_an': 429080}
  • id: 6157223
    {'hecke_orbit_code': 137606725681, 'n': 23, 'trace_an': -1396040}
  • id: 6157224
    {'hecke_orbit_code': 137606725681, 'n': 24, 'trace_an': 0}
  • id: 6157225
    {'hecke_orbit_code': 137606725681, 'n': 25, 'trace_an': 1953125}
  • id: 6157226
    {'hecke_orbit_code': 137606725681, 'n': 26, 'trace_an': 0}
  • id: 6157227
    {'hecke_orbit_code': 137606725681, 'n': 27, 'trace_an': 0}
  • id: 6157228
    {'hecke_orbit_code': 137606725681, 'n': 28, 'trace_an': 0}
  • id: 6157229
    {'hecke_orbit_code': 137606725681, 'n': 29, 'trace_an': 15142852}
  • id: 6157230
    {'hecke_orbit_code': 137606725681, 'n': 30, 'trace_an': 0}
  • id: 6157231
    {'hecke_orbit_code': 137606725681, 'n': 31, 'trace_an': 0}
  • id: 6157232
    {'hecke_orbit_code': 137606725681, 'n': 32, 'trace_an': 3679285}
  • id: 6157233
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  • id: 6157448
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  • id: 6157449
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  • id: 6157450
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  • id: 6157451
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  • id: 6157457
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  • id: 6157458
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