Embedded newform data - 431.3.f.a.101.4

Formats: - HTML - YAML - JSON - 2025-01-14T14:20:29.707494

• 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': 3879, 'analytic_conductor': 11.743899393928796, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 431, 'char_degree': 42, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 86, 'char_parity': -1, 'char_values': [431, 86, [7], [63]], 'cm_discs': [], 'conrey_index': 47, 'dim': 2982, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 343647715759, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 431, 6, -1, 86, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '431.3.f.a', 'level': 431, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [431], 'level_radical': 431, 'minimal_twist': '431.3.f.a', 'prim_orbit_index': 6, 'related_objects': [], 'relative_dim': 71, 'rm_discs': [], 'sato_tate_group': '2.2.3.c86', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '431.3.f', 'trace_display': [-43, -41, -41, -43], 'traces': [2982, -43, -41, -187, -41, -33, -43, -37, -252, -23, 187, 19, -43, -43, -71, -359, -43, -93, -55, 9, -172, -47, 45, 17, -436, 0, 37, -43, -93, -911, -43, 181, 733, -43, -43, -521, -43, 691, -43, 199, 456, -43, -43, -161, -3, -279, -43, 271, 362, -21, -43, -2107, 53, -2864, 111, -1978, 11, -349, 59, 29, -1433, -43, -2451, -801, -43, -253, 3053, -43, 25, -1978, 2021, -63, -43, -43, -401, -225, 645, 344, 3397, 227, -1054, -845, -43, 6106, -43, -43, -1021, 6277, -43, -815, -147, -239, 2193, -43, -70, 129, 125, 643, -609, -1363, -43, -43, -43, 1505, -43, 577, -860, 569, -421, 2270, -2623, -43, -43, -2688, 5, -1204, -43, 335, 2087, -13995, 1920, -267, -4010, -43, 489, -43, -43, 4956, -301, 1032, -43, -739, -43, -387, 4662, -43, -1075, 5288, -189, -43, -43, -43, -43, -2021, 2525, -43, 4302, -43, -9047, 1978, -2015, -407, -2967, 5375, -43, 11825, 339, -10363, -39, -1444, -4171, -1203, 421, 1282, -4969, -43, -43, -43, 112, -14405, 19955, 2279, 527, 945, -4429, -1371, -1155, -43, 5445, 1364, -43, 1810, 5, -249, -43, 0, 817, -2752, -43, 647, -43, 311, -43, -1221, -43, -735, 3616, 1054, -43, -1717, -5547, -3483, -3483, 13717, 1683, 6579, 1349, 2709, -525, -43, -43, 1818, -43, -43, 10793, -4615, -1113, 434, -7568, -9169, 3555, -43, 4801, 11782, -2098, -43, -4752, -661, -3783, 5331, -43, -2781, -43, 3440, -43, -3257, 10449, -4201, -43, 760, -43, -3380, 1749, 1815, -848, -18654, -1978, -43, 8127, 2099, -43, -13760, -22323, 6880, -43, -31, -43, -43, 607, -860, 241, -43, -993, 2664, 3171, -43, 1677, -5203, -15523, 5751, -43, -43, -2591, 14921, 11243, 1957, -933, -237, -17286, -43, 8557, -43, 3574, -43, -2056, -3268, 4042, 2085, -186, -7794, -2671, 5117, -43, -23581, 1631, -43, -23190, -3195, -43, 165, 4815, -10555, 5461, 9597, -9305, -10578, 121, -43, -43, -43, -1591, 6149, -43, 1445, 0, 6837, -43, 3362, -3403, 5583, -43, -43, -43, 3503, 4472, 1421, 15457, -3, 1191, -97, -2881, 20597, 16813, -12083, -11223, 0, 12981, -3140, 2795, -43, -11223, 20734, -43, -43, 2151, -13959, -7602, -18772, -43, -43, 19221, -8634, 4823, 5314, -8299, -8299, -13153, -249, -43, 18907, -2954, 946, -1661, 8775, -6235, 1043, -43, -24116, 7889, 11309, -43, -17759, -43, -903, -685, 20382, -43, -43, 6365, -1856, -43, -43, 5418, -911, -22962, 5977, 11309, -6736, 577, 30315, 1634, 11381, 6321, 15007, 5977, 16455, -6772, -6364, 4902, 11761, -3483, 17157, 11262, 8901, 17236, -31003, 5891, 26445, 3053, 18205, 8944, 9245, 5848, 11460, -6751, 21801, 5006, -18916, 13459, 88064, 2279, 5461, 2967, -22028, 1462, 1677, 16211, 7525, -11739, 0, 10899, 11542, -6016, 81, -13503, -11071, -1940, -3483, -16890, 6201, -4203, 3519, -18101, -19307, -2623, -3021, -3905, -13975, -4631, -75961, -5862, -11911, -1363, -6361, -11223, -48249, 0, -8699, -10019, 10273, -10540, -27563, -5733, -9430, -34443, -6235, -7382, -34615, 18381, 17845, 6153, 5227, -7181, -24123, -4344, -15853, -3323, 52030, 997, -21653, 619, -43, 26961, -34983, 22999, 30326, 5547, -4268, -1869, -3365, -7733, -5561, -43, 10664, 12725, -43, 501, 4085, -43, -2017, -21801, -10492, 16309, -43, -43, -15730, -1505, 6149, 9933, 9589, -1711, 13469, -5697, -43, -34701, -43, -24983, -23385, 13308, 39345, -2793, 21895, 225, -25628, -43, -558, -565, -3002, 4806, -6191, -33181, -43, -18963, -16555, 11997, 35045, 11020, -36808, 2973, -235, 3829, -20683, -24811, -43, -1917, 37242, -820, -43, 333, -18283, -10437, 38463, 8230, -21499, 14749, -3029, -43, 344, 13723, -1548, 14620, -43, -4459, -43, -5977, 11518, -38571, -21027, 37250, -12606, -43, 20769, 46913, -13115, -11621, 17547, -43, 6840, -43, 30898, 5383, -10465, -24911, -13201, 8084, 48117, 47429, 1253, -8428, 2197, 665, -16555, -1917, -1973, -23265, 36631, -43, 22704, -43, -28289, -10965, 18917, 20769, 637, 28503, -32207, -5861, 1975, -43, -763, 7071, 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20597, 9589, -41925, -28595, 0, 51937, -18855, 79421, -43, -22403, 35257, -43, -43, -1825, 29477, -35115, -6091, 29025, -43, -18920, -8767, 73653, 17717, -11051, -11051, -3991, 3475, -43, 12881, -81754, 645, -397, 48019, -7783, -3419, -9675, -21767, 78603, 15781, -13029, -15695, -43, 6493, 47400, 19049, 34142, -5977, 23995, 28147, 21027, 24725, 45451, 1871, -32981, 24897, 56932, -1835, 60499, 37281, 53621, 3657, 28595, 34375, 72197, 9483, 50089, -3827, 24983, 17125, 54825, 12685, 35913, 108231, 90674, 7009, 25671, 11309, 15437, 43232, 16297, 9245, 6837, 10247, -5203, 38485, -13038, -7291, 70477, 26402, 50224, -2279, 5977, -59141, 8557, 1677, 92536, 51471, -87247, 0, 29866, 11580, -33265, -41039, -12749, -11707, 78669, -40635, -47527, -3219, 13585, 21944, -24697, -7267, -33583, 10967, -43730, 21973, -44705, -42505, -93562, -12083, 46689, -48223, -33772, -13221, 0, -30939, -63855, -12096, -44553, -19307, -32217, -14502, -187308, -85011, -52191, 4945, -29017, -15179, -15235, -11614, -133257, -32723, -63809, -49129, -18180, 21242, -45313, -63106, -40619, -26875, -65360, -46692, -47838, 1263, -9718, -15761, -39957, -11281, -29535, 15552, -43, -10578, 13793, 19307, -53385, 14405, 28896, -30885, -29455, 3311, 17725, 19909, 82689, -66012, -7311, 9589, 49837, -7052, -9651, 8115, -2041, 20640, 8213, -2666, -189974, -5603, 67634, 41925, 3003, 28641, -523, -21414, -43, -6854, -4949, -15469, 70646, -3132, 5281, -18275, -74347, -31003, 34701, 87333, 102689, -16383, 31775, 1981, 49126, -6493, -4343, -43, 14762, 43594, -68116, -43, -3365, 54657, -2618, 10918, 62155, -27789, 29541, -90645, 29025, -17931, 60120, -387, -28208, -43, 8997, 25757, -84065, 649, -14491, -45623, 6242], 'weight': 3, 'weight_parity': -1}
• mf_hecke_cc •

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

  
  {'an_normalized': [[1.0, 0.0], [-0.836938468486249, 1.6278559925654505], [0.06817782451688523, 0.6196221570980771], [-1.3675902169411875, -1.9115408619322165], [0.9607620850836269, 0.4503867655302912], [-1.065716285594322, -0.4076019390019233], [0.05682136352024046, 0.25507941624753716], [2.4454034210030855, -0.35988879611531766], [0.5967924757449082, -0.1329411941947438], [-1.537263543310201, 1.187036307863662], [-0.9591838827303727, 0.538320085028445], [1.0911937464299324, -0.9777138976889961], [0.8903596945768075, -0.45776547961507513], [-0.4627885412805808, -0.12098877886441683], [-0.21356695034699666, 0.626015865482615], [-0.7019130491426442, 2.0574752050288523], [0.7714404706431232, 1.3745600182978825], [-0.2830694610253394, 1.082755807427402], [-1.3736486509017265, 0.6439400372474378], [-0.45299612238374903, -2.452480518611561], [-0.15417890117572416, 0.05259853551245949], [-0.0735296865228451, -2.0119540189939276], [0.31633600105098664, 0.3281081296487713], [0.3897173574745424, 1.4906897075098058], [0.08054252401050964, 0.09678191611137435], [0.0, 1.8324989037905146], [0.32433260650570606, 0.9506965241392147], [0.4098863863314441, -0.4574604724028451], [-1.1089118617422313, 1.5499747729569797], [-0.8403212817242276, -0.8715929996414], [-0.5383598988383743, -1.4075961294685106], [-1.0462416613682635, -1.0851765007196716], [-0.3989501227307613, -0.5576300941801184], [-2.8832339689554503, 0.1053718364872595], [-0.06029258154408211, 0.27066222194480016], [-1.0702900763101661, -0.9589841268708731], [-0.05516377672934412, -0.014421701033401834], [0.10141774963783193, -2.775040376620671], [0.3443444209378938, 0.5204771400077822], [2.511540040466527, 0.7556098270482998], [0.0780052626444894, -0.2286521014943895], [0.043415412188779465, -0.2950027859624764], [-1.083106861539061, 1.4026703991470204], [2.3407913336004187, 1.0973179040780572], [0.6332505378180029, 0.14106257391551458], [-0.7988665533048713, 0.24034313944890906], [0.06238162008806737, -0.8523177673810828], [-1.3227121294063449, -0.29464669412875427], [0.8436113962522616, -0.395468778401551], [-0.22495615880724035, 0.05011112171943652], [-0.7991127105657762, 0.5717161202080874], [-2.092684627328201, -1.0759233464260884], [1.6486452403274499, -0.12066527881745312], [-1.8190434689002042, -0.2677077158235887], [-1.1639997490665945, 0.08519380084260542], [0.2307513807655801, 0.6033227050082672], [-0.4926518915901076, -0.8072407093077388], [-1.595044727230515, -3.1023823320349377], [-0.3934921832279028, 0.7653473135889537], [1.4887269790443973, -0.44789122093746175], [-0.10960066622257618, -0.2579118829048348], [2.7419379036954497, 0.3016989613635698], [0.06782112442089143, 0.14467557641177922], [0.5604131217619023, -0.1686031897510385], [1.061595350371291, -0.038797493675299805], [1.2416381951666269, -0.18273127101704065], [1.4945761238172208, 0.39073339983784666], [1.572513201550657, -3.354474815805234], [-0.18173596668635983, 0.2183784938247493], [-0.3901379390953366, -0.32467526568534144], [0.0720794831388873, -0.9848193114604652], [1.4115543154826204, -0.5398737767025769], [0.09283848468250855, 0.14032551727888581], [0.06964513926198518, -0.0777286081455435], [-0.05447700556087938, 0.05650431295856484], [3.1095061503202923, 1.7451394309003727], [-0.19181650912675852, -0.21407998363926156], [-1.1354569236465404, 0.12493578869001426], [0.11146424611672587, -0.3704913662864233], [-1.6010310473934106, 1.660611820104523], [-0.013351027215633717, 0.006258704477948631], [0.306927088578779, 0.31834907388835065], [-1.3390527741084066, 0.1473377025114369], [0.3113978068165217, 0.22278602705293257], [0.12208711442454032, 1.6680717276245838], [-1.3768516169422003, -2.9370908107982214], [-1.0360019105817604, -0.5814324517281061], [-2.1518561808742933, 1.661609310332281], [0.07576004648567046, -0.013993590174999859], [-0.75962129156457, 0.9127799882087514], [0.16735800318780628, 0.20110157241876211], [0.19457407665215312, -1.053406660315724], 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-0.2138402715366825, -0.4284020884880231, 0.2779446530717419, -0.41810471338256044, -0.10678438047795552, -0.49521268087155984, -0.08632738757633092, -0.0688294383938678, -0.40618923835854165, -0.07961798787462344, -0.4225048725927474, -0.3850612450761699, -0.272937476012419, -0.2678636487051333, -0.44935705698977135, -0.3876000411128739, -0.382446742480516, -0.42883726121428134, 0.12824288614940066, -0.3151554246464933, -0.47023859458627604, 0.0810127328033288, -0.11248631985206317, -0.26333380258130473, -0.0673955001281249, -0.4413252907794213, -0.2263795911190459, -0.23343529075327427, 0.012277557329715225, -0.05185826827986708, -0.4798622431775711, -0.31526725408962464, -0.41210459758935725, -0.3783471879636067, -0.13712081134336565, -0.2831354915552091, -0.1550320481733545, 0.15637019505062436, -0.21089838018557205, -0.1934395172227125, -0.3039822434949911, -0.08106963437326761, -0.38712614479049035, -0.09182587762332797, -0.4771649026357644, -0.2662616532191589, 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• mf_newspaces •

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

  
  {'Nk2': 3879, 'analytic_conductor': 11.743899393928796, 'char_conductor': 431, 'char_degree': 42, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 86, 'char_parity': -1, 'char_values': [431, 86, [7], [63]], 'conrey_index': 47, 'cusp_dim': 2982, 'dim': 2982, 'eis_dim': 84, 'eis_new_dim': 84, 'hecke_cutter_primes': [], 'hecke_orbit_code': 343647715759, 'hecke_orbit_dims': [2982], 'label': '431.3.f', 'level': 431, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [431], 'level_radical': 431, 'mf_dim': 3066, 'mf_new_dim': 3066, 'num_forms': 1, 'prim_orbit_index': 6, 'relative_dim': 71, 'sturm_bound': 108, 'trace_bound': 0, 'trace_display': [-43, -41, -41, -43], 'traces': [2982, -43, -41, -187, -41, -33, -43, -37, -252, -23, 187, 19, -43, -43, -71, -359, -43, -93, -55, 9, -172, -47, 45, 17, -436, 0, 37, -43, -93, -911, 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-15469, 70646, -3132, 5281, -18275, -74347, -31003, 34701, 87333, 102689, -16383, 31775, 1981, 49126, -6493, -4343, -43, 14762, 43594, -68116, -43, -3365, 54657, -2618, 10918, 62155, -27789, 29541, -90645, 29025, -17931, 60120, -387, -28208, -43, 8997, 25757, -84065, 649, -14491, -45623, 6242], 'weight': 3, 'weight_parity': -1}
• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  
  • id: 3557365
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 101, 'source_dim': 2982, 'source_embedding_index': 4, 'source_hecke_orbit_code': 343647715759, 'source_is_minimal': True, 'source_label': '431.3.f.a.101.4', 'source_level': 431, 'target_conrey_index': 101, 'target_dim': 2982, 'target_embedding_index': 4, 'target_hecke_orbit_code': 343647715759, 'target_is_minimal': True, 'target_label': '431.3.f.a.101.4', 'target_level': 431, 'twist_class_label': '431.3.f.a.101.4', 'twist_class_level': 431, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 3}
  • id: 3557366
    {'conductor': 431, 'degree': 42, 'order': 86, 'parity': -1, 'source_conrey_index': 101, 'source_dim': 2982, 'source_embedding_index': 4, 'source_hecke_orbit_code': 343647715759, 'source_is_minimal': True, 'source_label': '431.3.f.a.101.4', 'source_level': 431, 'target_conrey_index': 367, 'target_dim': 2982, 'target_embedding_index': 4, 'target_hecke_orbit_code': 343647715759, 'target_is_minimal': True, 'target_label': '431.3.f.a.367.4', 'target_level': 431, 'twist_class_label': '431.3.f.a.101.4', 'twist_class_level': 431, 'twisting_char_label': '431.367', 'twisting_conrey_index': 367, 'weight': 3}
• hecke_orbit_code 343647715759 does not appear in mf_hecke_charpolys
• mf_newform_portraits •

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

  
  {'char_orbit_index': 6, 'hecke_orbit': 1, 'label': '431.3.f.a', 'level': 431, 'portrait': 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h4Xb4zxlSHWgjgNWOxIBiOfwBMIo5mb0qybTFnqhHQGgmHis9wXbJzULLY1J84ran7AxhnYOhexYXbI+tkRG2dHbN1guGij4vJtPnXV5OiJCe57KuCRAwlPHI9JVZc3v7TN228x1NUsB45PcfSMx+kLKecycB9aMNxw5Tw/9+5ltq2b5MyFKS4s11hs+yy1JcvdlG4vpTcUHDi2wIGT7csfPzj/sqOnzl987MyF225+7Tuie7748ecbEt/U7e80gy8tt4kig1K892uPHrnlZ379E/KdNx+85d99x2lvfnkDS50JFlcaLLYDFtsei21YaqcstWMWV1LOrcDhRcHcuhX+8/ctcuPuBifPz3DmQpMzCx7nFw3nFhJOzadc6CZMzQx5ydU9XrQHAlknVCHnl2qcXfA4tyTojyBJNLVA06ylTE8maOD4uYROD7Zv8GnWRxgjQAT0BpqLNo5YXPHAWCmy0oNRAgbDUjtiy3qf7kAhlEHoERM1n4s2DVnpC46f8Ui1x+yEpFUThD4kiaA/kpxbkpxdNJxfTgjDIfgJN1/R45YrBXMTdRaXJzh5PuTMApxfSDi/lHB6CQ4vGl54xQK/+H3LbJya4MS5Gc4t1plfDlhoS5ZWUpY7McudlKWuYaErONmBlaUuv/rvRsn3vq7+9WD2h3XQvPzrEv0zKT5hbeL5hsqz3v7OMviH/vgT3HLzdfzET/zEL334E1/9dx/8yJcv2XuiffGhM335kqu67NysSVMPYxTGWPbGSEACAiEMnjAEEs4s1nngkOTqXUvs2TakUQPfkwS+Igg8mnVJw5f0ez77j9X40iMBxy+M6CQx+0+O2DC7xFtesszVl3R54Z42xxYSFvqCRjjkyBlDu9Pkqp2SlWHK3mOKVsPj6eNw6WbDMEoZpgGeFzPdgn0nQ5SX4ssEz4fBSHLjnj6DvuTqS1I6g5TjZ1rs2KhoNiJWRob1U32Wex0+9lV47GjKE0eHbN+8yDWXdZieiXjTzV2+8+WGXRtbpPEUR09PcviUz8lzmlMXYk5dSDl8QXBiJeYFu+f5z9/XZcPUFCfPzXB+scH8SsBiW7LcTml3Y1Z6Kcs9w1IPzvcVy52EG/Ys8J63XpB1j4svnDu+YzBIbgondtbrjekvP3Lfp/mdD3zk+YbMmre/kwz+Zx/7S665cou6+95D/+nI8XM/+/CTx9S5pYjFoeJM33D19vP86o/Oc+2uBucXp1lsN1hq11hq+yx1PJa7sNxOWe4kLHUTFtpwclng1Ye8+MolvuvlETvWN1npTXBhqc78UsBCW7DUthJhuavpDDSdkaE/TJidiLlogwYEoW84dcFHyJDt6xU7Nhs2r+9zfnnE4wdbXH+poVFf5qlDM7SaEVHkMzutGQzh8ouGfPirU1y2LWE0MqyblMTpgFYt5OljQ+p+k2t3JzxxJOL8YsCW2ZAdm+CijRFKxZxagMA3CGHYviFhuiXpDkJ6fZ9O32epo1hagcW2ZqmdstBOOdeGxWHKRVt6fNcrFnjxHo+aP8HZhQkWlmssrHgsdgQrbc1KN2a5m7LSMyz24FxXcX4l4cbLzvG+H13kki1NFtsTrHRq9IYTqNolaVDf9EtDs/MXfc6kL3vVtz/f0Fl1+zsF8AMHDlCv1eqnT5+66NHHn37XkeOn/+v+g6cYRpLuEFYGgvN9xZluwgt3nuN//OgS1+ysc2F5msWVBsudGksdn+WOx3IH2l3NSjdhuZuw1DGcbwvO9AyIHm9/aZs33ajZualGFDVYbtdY6QW0u4rlnqDbFwxHhigxpCkoaQh9qIeGqQnD+pkYzx9y+GzEk4dCdNLkDTdFeP4KD++d5OJN8IUHEl56VciF9oCap0jSmJlpSGIfz09YXGzwkus6fOHeFjs2wUMHR/g0eP2NmkQMePJwytFTNTwZsGHaY7opqIeCIBAoAYmGKDYMI+j2DSs9TbevWelrFnuGQZqyfWufN72ozdtviUC3WFyZ5MJS3ertjsdyG1a6Ke1ewkoG7qU+nO0o5jspL9x9nvf96AWu2F5nfnmKlW6Ddi+k0/NZ6QiCxlZqzQ3/cfPWPX++dcvWE8PRcHDp7t3PN5SK298ZgB8/eoi5ubng4KFDP3Dw4MH3P/TwY2JxuScHI01voOkNDZ0BrAwkFwaSs92YGy+5wK/80CLXXVJjYWWKxZUmy52QlW7ActdjpStodw3tXspKN6Hd0yz3DBe6grNtzfRUn9e+sMvNexK2b1BM1H063RqhLwFFlEi0FmgD/SEgNNOtIQdPG7SJuP2hJqN+nUu2BLz46j6xXuGuR6a49lKfg+d6tJcneNHVfb78cMiGGcPe44Z/8bYOe4+FbJiRfOkRxYsvVyz1Oxw5OcO1uyPuenJAMmpw8xUBu7YNGSQ9vviwglRw+JTHRMPDE9AfSLQRpNoQJ4DUeIGm3TM0WzHbNo245fI+r70+YbZZ4/zSJIsrdZY79twsdwTtHrS7Ce1eQruX0u4blvqSc13BQjfhpsvm+aUfmueaHTXmVyZZ6Tbo9EI6vYBO36M3kHT6gkTX9K5LrzY7dux6z85dl3xoYWE+uuyyvxsg/zsB8CRJZDQavOXB+75wSbeXvO/BBx/2hxEMIxgME/rDlN7Qgrw7ELQHggsDyZl2ws2XX+C9PzTP9bsCVjqTzC+3aPdqrHQDVnoe7a6i3Yduz9DpJ3R6Kb2Bpt03zPcE8z2I0xHXXDpg40xKr29444tGXLxRk6QSTxqiGO58vMaJCzU2TSc8dbgGusGerYrrLtOEtT4PH+wzv9DkyoubTEwtc+8TPjdcWmOxv8Ly8gQbNxoe2Kv4x6/q8eBej63rfRZ6bZaXZrju8j73PpUyU5/iykt6XGi3eeCZKepekxdeZth90RBkj8ePCtbPxJyfj7nrcZ9hrJASUm24eFPEa18U0e0pNk9rrrsUoqjBUrvBUjtkpefT6SvaPUmnB51+SqeX0u2ndPqalb5haSA53RG0ByNevHueX/zBZV54qb042t06nX5It+9n4Fb0BpLeUNDtp/QHCdded0OsjfrJd3znWw41G/XP+r6vn29sPe+ZzNGoTxz3v+/k0Yd/df7sgZnz55dpNiRS2UARozDFb1sLUAiDlAYpPR48sIGf+aDH2168xHe/aokdWyLOLU4QBnXqYUAj9GnWPbp1SWvgM9n07AUzSNkw0gxGhu4wZGm+xqmThijRnD6XEIYGEATK4ElBf6AQ+CR9jxdcLNi12XDRlj6jtMutDyr2HZrmddeHXHf5Mn90qyEQDS7e0ueJexVbphTrJvrUVJ0o9rnQhWbNY+sGwWP7Iq7bXefl1y7wh58bEPgtXnOTwQ/7fOWBiC/c3+SZo3V2bm5w8aaUuemIHetirro4RSmNpwxgaIQhc1MhUezT7Qc8ddC3JQoDRW8o6Q2gNzT0+vazdwcpvYGhMzCsDGC+rzi/bGhMtvnxN8zz7S8ecc3OJmcXJmj3anQzcHcHyoJ7KOmPBIORJYA4gbvvecCfmJz91bn1G5de8dIb/22n0//DiYnG84qv5xXgcdQDwQ+eOXbve4/u+8pMNOhRDwOMkIjs/0CBsEuNECCF7aRR0qBkSiAlTxyc49EDTQ6eucDbbulxyxVDploTLLUbNDs1JgYBvb5nv5yhZDD06I88hiPDMNJEsSGODUlqjygJMBqkEvieoBYIplqC6RZsXKfZuqHPuuk2tz0Mdz/qI/Ukr7ve5wV7utzzTEw0nODFLxC0BwMuLDa5ebdm3VSfuhcyTBTznRilBS/Y7dFojXhkf42XXTfJi67p8sh+BWaS668I+GdvXuLLj0V86cEme0/UuGhOsXGmznSrwWQL6iH4nkFJ0Ab2HhWkqSBOBFECoxj7GUcpg5FmONL0h5r+SNMbQGcE8z3JhS6M9JBXX7vEW25p872v0STJBOcWmnR6NbqDgN7ApzdQdAeK/lDQH1pwD4aawShlGGkGI835Y2c4/ee3zvQGyf/z7d/2cq/T7X9wovX8gfx5A3g0WkSQ/rP5U3e99/yxL6+XpkezESKVLgCNyC0/hRACKcnADUoZPGXwlabuCxb6dT761a185dEOL71qhXe/eoWrdvSYnWqwuNKgOwjpD/wM2MoekWAUS+JEkCR2qTfZcqGkwfOgFkCjrplpxWxZ3yehx8HTMR+7q8aRk02mwjo3XOFx89UdHjjQ5vb7Jrjp0hoXberz4a8KlAiZaMWs9EZoA0rA3ESfTjdAJ3Xe8tILfPQLDXadr/Gmm/pE8SJ3PTlLnNa48Yr1vOmGDpdua/OVR/o8cbLB40cDts5IZiYEjVAQ+PYilAKEMGgDWhviJLtYY8MothfyMIJBBN2hYHkkWOqC8IZce9kK737tCi+9ImV2os5yp0G7W6fbD+kNfXqDciXojySDIfSzC2c41AyiNCMLSLXizPk2f/ixL63vx7z3O9/yEnP2wtLvb1o/8/8OgJul/8L8ym6GC3/5/dFo8L72+WfWKbrUayGIxDI1lq0RIIRECIEQEiU9pExRSmTLs8ZXhtAz1D3B8lCx2J7m43c2uf+pHi++ZoV3v2aFa3e1mU3rJElIf1ijN/AZjDyiWBEnkiSVpFqgjbBZUGEIA02jlhAGEYE/4vTiiM89JDl0KuDoqWmUDtm1KeDyHYrr93RQ4TxPHm6xZarBlTth49wyS50JrtoiSbThtgdDRn3JVDPh9TcO+exdMSfOtbjsEp+zK0OePuKzbcM01+yY554nutz7tGAUBezZMcOebSF7tnY5fHaJQ6fhwX0NDh5p0vAEoSdphoaaD1Lac2eMvViTFKIEolTQGwk6Q0EnhkgnaDPkhZd2ePdrO7z0qpRNMyHD4SSL7RrdXkhvGNAfePSGiv5QMRgJBkPJYGT7Roej1Hr8I81wZBhEmmFkQR6livmzHX73I3esf/jA/PvqrUby87996x89s+8YH/vVH/mHC/CfeO9vwvSfotpv/l4VH/v1pHN2ypc1GvUaUsaFBBHCZKyNZWspUErgKZXdazyV4nuCwNMEviH0DY0gZaom6I58ljvTfOLuCb76+JAN033e9Yo2e7YNGQ56XLnDsG2jYhT7pGmZ5hcYpNT4Xsrx84aj5wQrA81n7mlwemEaE/lM1xSbZz22b/TYuQWu3NVBywV+77NNlpYmuWmPx5W72nzlcYFIfNZPS5qNhH4cII0EI1FeQHsoOL8kuMI0eMX1Xb7+SJ3N6wJuunKGf/rmBT70hS4P7m/SG/osrrTYsbnOZZv63Li7y3e8rMuZpSU+c0/IYj/k+Fmf06cDfCWQ0so7bQyphlgb0kQzPRtz9RV9RqOYPdtGvOMVI9ZPKmZaIXFc4+x8jf4goD+yq9ygALa04B4JhiPsSpBJklHO3LHJQA6DWNCPBEPtceZMhyf+8uvrrtyx7tdvvm59/LFf3fGRxRO/zOxFP/0PD+A/8osfpvWC7xX/5CfkO7dOPvWB73r5040rd4RIARKBxGTMbUqtLa1UkFKipMRTAk9l957A91ICTxD4mppvqMeGRmSYrKVM1wX9SNKNmhw91eRXPjIDOkEkCddf3WfHxogkAW00xtgkjhQCqQSeH7D/RMDeQzWaNY9WIFnXEMzNStbPeGyeU2zflHLZ9hVSschvfHKC4yemuGm3z56LUwZJl/ueDJmq+8xOGqZaEY26lUJaS9pDxVLPsNhOaffqvOTKFR7a22ffCcXURI0br5jih96yyG99Ch451KQ3MKx0Pc4vTbBxXYP100O2zw75iXf2mWi0eeIo7D8p8X2DUgYhNGDs/xtIErh4Y8qLr0pIY584CTGmwTDyObcQMBjZFW0YqUK+DSLBcCQYRpa1R5HNyo5GmlGkGcY6e80UzD2IBYNY0I0EK7GgE2vS/oC499jUt98094HfXFxIRP1HP94/0zCNzf/qHw7A/+17P8bOLevUw/f88dsPHF/6oz99YKH22L4pfuXHOuzZ1kNK+6UIqZEyzAJIH6UMSiqUUpnelvie1ZyBrxj5klGkCaOUUWyox5pRrIkiw0QCo1gzSiBKBMNYMkpD4rTGvkNNHt8HqTFYaFtt7EsIlK35aIVw5SaYqMNkUzLdUsxOeayfgYs2jtg0t0JslviNT05y+Mgk1+1U7Nwq2bV1mTueTji/OMn1OyTTE5paMCCUIUYJklQijCFJI5Z7Nc4v+ly3p84Ldne555EaG6YFjVqL63Zrfvzti/z6pzRPn26x0tOsdBXzyx7rpppMT9SZnphkohEz14zZfl1E6Cf4XoJSKVLYYMJgL6o4VlyY94gTRZwoolgxirP7SDKKJaNIMowko0jYADUSjCLDKLLndRSlRFGm6WP7+jCCYSwYxtDPwL0cS3pRgh72ecGOZX75xxZ47dWnG722/0dJ5091xO5PLhz73XTdxX/7cuVvHeD/6X98lKlmoI4cP/2O48fP/eHDz5yu0Zrm1gc8fE/yiz+0wuXbuiiZIpVGSoNSPkppey8NvjL4nsL3DH4kCXxhvwRfMAoUUWyBHseGKEmtK5I4RwpJakhTTaqxeltTgDuXQp4E34fQE9RCQSOUNBuKyYZkelKwfiZh+8Y+reYKn/x6xF1PzrCyMMHVFym2b/K5dNuQVKxw24MNmr7H3LSi1Rjy5GF45ojHVdsM/ZHimktjrt5lOHc2ZX45YDBs8IYbunztiQEHTyuadUkYTHDVTs0vfv8idz494LN3rmOxY9i+PmW57TE1oZhs+rQaPs26oRZqwkATeimeslJLZq2VxmATVlqQaEmSCpJEECeSKBHEsWQUW+cligVRbIgiGMUpUayJHOIYxe5hwT3IwN2JJe0Y+qMYGfe47uJlfuGHl3jDjZpuf4r+4GjNBK0/EX79/9Jy3V+cPvChdMvuH/j7DfBAarm80v7uo0dP//a+fSdqUw2PduIRC8lf3auIRop3vLLDO1/dY3oipStTPBlmOtvqYd/z8GOP0FMMfcs0I18SBYIoFvbLiRVxAlEsrYOQlLZfkmrS1LoLqcmckswtyd0ZJa3sCTxBGEhqoaRZF0w0DFMtzYaZEXPTXRKzwse/JvnQF2ZZX6tx9UWCizb5XLxZs33TMp+8z7C0VGPPRsX0BLQaMeePSS4shwQ7YBQL5iYlU1Nw8KhhuaM5t1Dj0otrvOr6Lp+7u8ZsC8IgQMkprtol+OE3XcCXF/ire6Z55nSNDZ2Y9VMJk01Fq65o1CX10CMMIPTB86zDJAVI4YAce2GnGtJUkKRkQIc4NUQJxHFqSSHWRPl9rDPbMXdlMgsysZKkFws6iaQba6JhxGTY4bvesMg7X9HjNddBp9diMKoxigOG3WM1r1b7gKqFnhD+n2F55u8nwH/3Q58i0fr7v3b/kf9x6NDJiam6IkwMUgg6wmckJrjtQY/7nq5xdnmRf/EdfaYnEkZhTKdfw/MCfM/H93yCKCXyPYLISpMotql0yzjCMlHGSkkCcQppap0ErW3ApbXJezgzcFuA28BV4HsWILUQGjVNq54w1UqYmxqwbnqFr++L+JPb6+w/OsXFkz67NsLWjQFbN8BlF3XoJx0e2DtBXfnMTSumWjDVGjE9mRAEHkLYi2swCljqxKz0De1ewoXlgIs2tnjRngvc/mCf/acnaIQxvgoQYpJdWxT/5DULvPCyC/zJ7S0eeGqKxZ7H+omEqUZCoyap1xShLwh9ie/bWEUpMvvQotxge1i1pgB6kupsdcusxUSTpBbcSQxRYsojtq7MMLGk0o8FnUTQTWA4TNDJgNl6h/d85xL/9/f0aIQB7W6DURQyigJGkU8Ue3R6Jyb8hvcbE7PXBIee+tSHLrnqbX//AL603EZJ9YO//QefeO/JE6dmG6EgTktW8YSgIzwGssnKyON//LnP3sPLvOVlfV5xbY8N6yK6nToDLyDwA8LAZxR5hIG193KAx7EkSuyyGyeZp52SWX9kzC3RhhLcNkmZMTd4yiZMAt9QCzT1WkKrljA9MWLTug7n233e/xmf2x6aYWm5ySVzgovWC7asD9i6XrBj8xAvWOGjd3kcOdlk9wbJdEsy2UyRcsTpeUPoSaQAYwRR7LF9fYcHSen0Fcsdw/mlOru31viOV7T5i68EHDsf4nsxQvho0yROJNfvWGb793S47ZE+H75thoePNdkyLVjXTGnWUmqBIPQFgW9jFU9hA2cpipoMg73ItME6LakFfA7yJLWSzoIdotTWukR58igRDBLoJpJuAoNIk/ZHbF3X5eXXLfPWl/V54w0aTzRYXqkzigOi2C/AHSUeUSzpLpyd9eu73rf7BW9Xw2H7g7Xa387Erb8VgC8vtwkC/59+/ra73vv4E0+vDzyDlAKVWIArYVBS4EtBTwq6skY78vjoHTXufKLLdXs6fM9r+rzppjazUyGDYchgFBD6PlFiT1QeKCWJIk4lSSKJU0GSSNJUkGpRam0tKFSJyTOiNlmksmRR4GvCIKUeJrTqI9ZN9RjEA77ypOFjd0zywFNTTAc+V20xbJqRbJgN2Dwn2bohYueWZZ44NuAzX5tjUnnMTQommoKJRky7n/KF+2q0AusOaQODkcdbXjzi8/fbmph2T3Nh2WPr+hZvu6XHA/u67D0Y0AwTlBQW5LrBMLJa/5+8qs3uTRf46J0d7n1mihPLdTZOCCZrhkagqXmawAdPCZQkS5BluYUM6jqTalqXK1ySAd0SBMSpIE4zYKeCYSLoJ4Jeio15oohmvc/bXrfEd7+mw/W7UzZM+wyGTTq90AF2Dm5lCSlWRLHg1Im9673w3vfu3PMy3e91/qDR/NY3TnxLAb68skKn0wPB933pK3f/9y/c9uXZdnuFMFCo1AU3qAQ8Ab40hFLQlT59X3GqE3Lm/gb3P9njL67u8o5XDXj9i4fMTAVEo5BRYk9YnHjEGdCTVJGkWcImLQGuTcbcuqwpy21IJW0dh+dpAj8lDGLqYUSrPiBlwJcfkXzkq1M8dXQSEYdcPG3YNGVYN6WYmwnYuE6yeS7moo0dTs53+Z3PNklGdbZuFUy1PCaaMNGIEX5EZ9BkqmUQQmAMxIlkJlQkOqEbB3T7Kcsdxen5OlfsbPEj/2iF9/1ZyPH5Jp6KswvDI0lqDCPJxtmQ6y/pcPXOHk8fP83H7qhz+8NTnGnXaYaKVgBN3xB4Bl+BJ+05F6JaXacBo+1Fl2pBaiBJhfXPU0GU2iTRIBUMUhgkhiRJ0PGI2dqAN7x6hXe9ustLr4qZrPtEcZPldsgoDogTjyjyM1Bnq26qihU3jiWjXofOY3etj1L13y/ZfUOyMH/mj2u1Js3Wt47Nv6UAHwwGTE4233r//Q/91m23f2Wi1+vQCD3i1DK2FNgiqSRjUGnw0tye09RTQV8F9BOPC6Maf3V/k7ue6nPjl3r8y+/scvlFHdZPKSYaHlEcECU+SVKCPM0BriXaSIyxksAUAWWW6lfGBrFeQhgk+CqiM4iZ78T82idrHL0wzSN7pzA6YLYuWL/OsG5SMDuhmJ3y2TAr2TibsGWuz+zUMrc9qnn4mSmu3iqYbklaDclEQ9OsRwh/RBh6eMr+fWMgTSWDkcdgGJNoQXeg6fYMSx2fc4sT3HxZjxddscJHv1SjvqTwZGwBaTySNCCKbY/nuqkaL9zV44WX9Hjw5Wc4Pi/5k9unuLDS4NRiSKAkTV8Q5DJMWpIpiDyXKlgmT4wg0RBrwSiFYQKRNpAmkMRINWLz9ICrt9vv44bLUybqHknSpN21wE4SLyMgla200j5OHHAn0ga3qaS30uGRB+6Y1dr7rUsvu3Z5OBx85luJyW8ZwA8cOMimjRvVR/7sY5fs3Xdgot9tU8/AnQPagltkLG7B7aUCXxmCxFBLBQ0lGHiCvhcySH0Wozq3PzzJ158Z0AxH/F9vbLN1NuHizQNuvrKLJ2yLmBBWrtispK2VNsZhbgxCGpSwnrkhAZnw9FHJQ/s8PvdAi6dPtIiSBi1PMVc3zDQN0w1jffAJj5lJj9kpwcaZhM1zAzbNLXPXUyN+73Pr2TTlMTcBE03FRFPQaiTUwxFfP6AYRh5+04LKGEGUSGqe4trdA+5/csoWPg1SVjo+Cysh5xem+ZE3nefUwiL3PzaHLwERo6EA0CiS9AYe060aUxNNXrS7z8uv7vM9r5xn30nN5x+o8cC+OgeONEmEx2ik6McKVZQ+uIFnlhMwmkQbjNb4ImUyiKgR86LreuzYNGTruph3v35EPZA06z5R1KDdDbKV1MsIRxVeuz3kGofI5KQgTj06yx0eevCeibNnz1/yxjd/pzp65HC6Y+euvzsA37dvL+vWzQQPP/zwDxid/I/2yhK1mk+qTbEsSmGQqUAKW36qUvBSY48EfCnwtSHMge5lLJL6DFKfflqj20357x+dxiQxG+aGXHHRkNnJhHe8asBF6yPiWGR6W4LD3GT6U0qNkIJP3FnnicNNhOdx/EyD0+cb1OqKyVAw1TRM1DQTNWjVBZMNxURLMd3ymJ2CdVMJG2aHbFnfITUrfOJrEwx6TS7daphoKFoNSauuadUSfD/itvtrjPoSf73tFs0lSrOueMONA+5+VNMbSXqDlE7fY6XrcW6xweU7WrzjpR0eebrB8aUWSmogzvSyT5wqRrFNzPSGHu1eQKveoFkfcfnWITddNuTkhTbHzq7g+SmPH/H4izsaCGUL1xifP2g0oMEY4ihl+4aEd71qwLqJlMu2GzbMQpr4jKIWSeKz3PFJYkWcelkcpIhju5LGicpiooytU1Fh7TjOVorEgjzRHhfml5idi//HY48+0t+2bfuH9u/bG1225/K/GwA/feoUCwvzu0+fPv3+Rx99WHqeLY5KUpOVtxoSaWu4PQmJApUa4lTgJVYnxqnBTyFRgjA11LQhSQWRNkSpYKQlo1QSaZ9Yw3xvgjue0BhSPv2AHdmA0dmRZ/Eyi0zkFYkSqRRJ7CG1TTS1QtgxZ2j6mkaoaYTQCAXNuqRVt3JosiWZnoDZyYS56RGb57qkLPNrf1njnifXs2sWphsZezckrXpCox7RbAyo1xuESqJkpsGxciCOfYYDwWCU0h0pekNNd6Bty1wz4NT5SV5yxYgff+d5fvUvPE6shAihMSZGp4Y48YliyXBky1hbA49mLaBRr9EIG9TCmFY94vpLIwI/5oZLE9796j6eSrIkkLb19q4ozySd1hIhJKGvgIDhyGNx2bN1O2ke82RHIssYKMmO1IK7AHbB1qJ4nGQ+fJxYsCeJ4aGHHpTayPf3+/2vjUajp74V2Pw/BvhtX/gM9ZpXP3bs8NsPHjwoAl+hjUAKbYGdAdxmKG0CRuks0JSQKhuxe6ntfUzyiD4VJNqUkb3OToSGRAsiLUmMJNUesQ5JM9vLvRVZysyW9CT4Cmp1Q80z1FRK6EPoQS0w1ENBPZA06pJGzbMAbwqmWpqZiYTZqRHrZ3psXr/I731O8+HbN7BtSrGupZloKloNRbMBjXpKqx5zdlFz+GxILbDxBuSVfoJh5LFjo2bjuiGdYcBgaDIWl6x0PVr1Gq3GFO9+9QWOnD3HBz6zBU96GDSpTkm0IU48RpFiENmiqH5N0hh61EOfepjS7toYI/BTmzDzUzxpGyWkTJ3CtqxuJavltCAXtHVWZaltXJOmEq0liS7jHQvUPMDPHzv3BZhLUOeP0zTPV+TBreDxJ54QnW7/7du3X3z4k5/81ODtb/8/88j/jwFeq3nB8vL8T68sn/9po0cy9K3/nEiZdd0Y0vxe21ruNBU20EtzMNsPmebJB2092fy5PUyZZs8q5ayXK4pAydXckOl+YQMrT2o8SVbTAr4S+J6xvrEnqIWSWiCph4p6TdGqS1oNw2QzZaqVMDMxYt10n4s2LPLAgREfvXMz07WQDS3NRENYcNclzZqmWUtoNUY8sB8e39fgkjmT6d4ybT4YKW64zHDpRQMefGqK/sgwGKb0Bl4Gcp9GrU69NsV3vWyJxw9c4P69G8EotE5tOWxiSGJT1JMMRh6NoaFeU9QCTRj4hEFK6Gk8L8X3bHZYKZ0VsVnyQRgEpZ4rg3NbQqxzR0rn9qtjxebA1jlo8+d5tlRUAG1/Lwe1+93b77TT7cvTZ87+p7BWD5rN5i8B0fMG8OGwL0ej4S/c+tmP/tvlpbNB4HukGqQGmQpSIUhlKU9SLUiVBa9KjX2sc6DbBlqdUjxO84ybyTNvBp1l4vJkhTEGJ/NeWXHzpFKe0FEyy1gqnKItm/0LA0UtVNRDQaMuaNUNE42UyWbCVGvE7OSAzXPL3L9/wC/84QZOnJpi5zrNVAMm6opmXdGsQbOWUq/FBP6Q9tAWi/nK5gHyW6otw8VJwEQ9pp9o+lmddX+Y0u1L2nVFoxtSC1tcvDHmF3+gzc//keS+vRswKLTRpKkmSROiRBPFimGkGISS+khRCyRhYAgDRehpfN/6/Z4yWZ1PtqpmMkUIU23QzVL7JiMRk9WypBngU13eW4DK7F6UAM8fp2VpQEFo2maaC3CnpvjOjx8/HQRh8yd/4Pv/sd/v9/9jo9H4G6fz/8YA7/c7pGn8S888cc+/Xlo4UauHMnuj1kdNpT0SLVBSkKjyQ2hZgjtNDTp/rAVamyKNrAuPFow2tos8KwF1D8YAnsnuLLC0EsXWlFu7zMta0XxPEgZ2AFAttCMZ6qGhWdO0GikTjZjJVsTMxIDNcyvcv6/Pz39oHftPzLB9xjosrbqk2ZCWveuGRi2lUYuJ04g//VILqRS+NChR2oTa5Eu4zz953TJffDiiG4X0M4D3BopuT9EOPWpBSOhPcNm2hP/6zxb5uQ8J7n1qA9pIUm3T6nFiC81GkWZUs+WuYSio+YIwsJnNwDNFxtZTGqmsTMzLkguAlylPICMRbC7Bui1ZIJ8DOJs6oIvkGiUGCpCvAewC4BkmtIMHIzl46Fjt9i/f9W/e9IZXi3a78zOTk3+zJNDfGOAXzh7BGPOiY4cfrUsiAj8DuMqWnFSQSlAZ2JUWpFKQFunhHNz58mRf00WtRNl+ZYEubB1FDur8xI+9r7J3M6szkZTFVFkduQW4xPelrd8IBLXQzjxphCnNugX3RDNiamLA3FSbB/b1+YU/mOHp4+vYOi2YbTrSpObRrNn6lXotoR5G+P6I04vT+EqgpM5suTLITFNJkig2TRuSJKYT17JOGc1gmNIdSup9RS3wCfwavjfJnq0J//WfzvMffh/uf2Y9qZYW4KkhTtKMyTWjUFOLJMNAFRLM98H3rESzdSo24Je5N57dr4FxK1fIkkKIIjmks+RQni1OU+d1R17qlEyymGIlLsDsPC6BDvFwyD33PlTfufPiF8n/gx0n/kYA3/vErXhq1HjkgS8FabRCGOTLTPahBKuArnX+mgW61obUo/iQVWDnMsQUQDe5HMkfP8t7k6IsopISWyKQgVtJmTVK5PIEaj6EgaZeM9RDq58b9ZiJRsRUc8C66TYPHxzycx+c5snjc2yeUsw1NZN1QasmadQUjbqgXrMXh031R9y/V9AbBtQU2UVmNXjehJBqQZx4NGuKm6/s8sDTE/RjK1MGo5T+QNENFWGgCPwg089TXL5N88s/dIGf+l24d+96Yi2Jtc6apcsezFEgCQNt2dsv6+g9lR9kMqWUcTLL8q4F8jwpZHKAZ4BPC+eFNVdenUkQ7ZCYZenVQC/An0md8/MrfPjPPhO89a1vanzkzz/f/953fdvfPsCXFo4xNbN16qmHP/k7kv7LPBUjhSplSeXeam7tLFuWscurXCuxNms7gNYFsMumYDLtXXwZwhYUCZmBOysyUgXAQWUVg74HgY/tBAqyAqswpZ7Ji1Z9xGRrwHSrw2OHRvzcB6d5/Nh6Nk55zDU0k3Vo1gTNuqJRVzQK9k6phQmtxpC7Hg9YadeYni7T5DlgdKZN41Sxflbx6hf0uOshbbtoIu2AXFLzJTXfw/cCPK+OlJrLtxne+0MX+KnfNdy7fz2x9oizCkBb9mqZPIxlUV0YeBLPy4qwpEB5+bmheH/5RZhLFZFXpVEmhMYP7dxr7dwXK28V3G5lZzr+PM0SThnQ41iz1Bm8bP/Bo7//wz/wjh994cFjK3suvfhvF+D9zhmG/fmf6iwd+e50NE8YBFkjgajq7+LqzXSbcoJGXV7xufxICxlCwd6VQHKcuTOk5xm5QnvLvIKu1N15xaCnsPUZnsH3bWNxLdDUgpR6LaFRi2nWRrQaQ2Ym2zxyYMRP/+46HjuygfVTPusbKZMNk4E7Y++apB5a9q+FCY0wItEjulGIUBI/Z/BCg4uMvbICsdinGQxtuUBUYzoH+TClH1gGDwNpa+K9fANaw1UXG973o+f597+tuXffBmLtMUoFUaozFhfUYk3oGwLf9q56WdzhKVsirKTMzk/WlZ/fO4VZxYXpxjpj4C5IyCEmF9wFO7tE5ryW1+oXrJ6WODl5epGn9h797rvvffRwNIr/w98qg3dXTtCc3Lr9ift+9+rR4DRBIEh1ipQCmUqUdKv4DKkSTuAoSuZ2apLz0WgmDyZNGYiVTFFmJY27Zuas7QaV+XKbdeioLJjyvKwzKCtCyqsHa36a6eaYem3E9ESfyWaX+/cm/MzvrePRIxuYm/SYq6dM1gytDNz1mrUTc3DXw5RakDDRjNh7zHDnI00CKfGVzoK40qPIl+84VSTa4xXXx1yys8fhE3XmGpR9jqOU/jBjYU/heX7Wzme96yu3wy//8AL/4Xc1X3t6jmFct8mwxNDIarhDHwtyL1+9dNHbKlVarHBKCgfgwgE5q/RKCXJTBXhRoViuvGutzEUFo7HmQW4DuzInzX4foTh09Cy3f/Whq//Lz/7w9oNHTh2/dOfWbz3A+51TBMHUxRdO3vO/dLz4VmG6BL5fsndmA6rMJy0Cj8JOMhmYTQFqd0kr7SgncnddklVuScbc4+AWBqlyWzCreVEZa3uGwNP4vib0NWGQUAsSamFEozZiZrLPcrfP3U/BL39kI08cWse6DNxTdUOrLmjWROGVW+dFW/YOLMDr4YgoTRkOatSUvcikEJVKvjyRYgNNz2p5b8QoMgxi4QBcEwQpge/h+9JOFZB+AXAEXLND8Ms/usx//7OEe/fNcqY9wbApmUoNrcRQyyYOhL7JvP/cSTEFe+dSJQd48X6zN+3ivFCI2Zdiiu/KKb91JKWt5nTAPgb0tAL6bOU35WqfaEF/pc+Zc8tv/ext96avuOUF/+bw0TPHdu3Y/K0F+KBzlNhv3NRdfvrtg85eAr+G1trq3DFfVBeWn/Na0ReYJWd0vlyb7AQI58SsBnh+il1VmH8JdtyDU9CVg7sYDmTLYn1PZ2Mm0gLcYZCBe6bH/PKA9/5pg8/cN8dCb5q5SclcLQN3zeruRhZY1kNJIzQZg1vtXQsjIOKrjwUsxwGzIZV6bER1hUpT2/wwEXq86ro+9++P6MYhk0XHuiYY2Vr1wLMA95RtyBbSJmgwsGeb5Ff/ZYfP3z/gl/5gA6cWphlMeUwFglaiaSQQxnb0cqDsQCM/DzSlKILg/N4N1N0LU4iiV6T4fmBMQrrAduIn7YK/SNKtBnnqBqi5vBUe9z1ykI0bN7y92Wz+abc3OPYtZfA47uF5jUsXz9zxr/rLjxAGosimqcz8V2me0hUFgK0ckQWwjau1C1BnHiumtKHGWduVJThDgSjnqOQugMoBrgyetMC2vZ22vzPwUwI/oRbEhEFMqz7A8/rc9XjK739hgs/ds55IT7B+QrCuZmWJtQBzn1xlh8iY22XvGM8b8fVnpuhHHpsa+fsZZ/B8dbOlpDVf8aLLByTaAnwQC9u1nneuj7QNDr1sNkxm74ksuW4QrJsSfPcre7TCM/zBFwbc/cws5+I6/ZpkIjE0PWNB7mVxiDJZXGIykOfnUJS149KO9HBH57m3QqrkIyoY1+Zu9xBlfJWz9BrBaeoQYGpKwBvp8eWvP8311172r971j255tN3tH5z8JkbCfUOAD7uHWT71WbxgevNgZe/LSRcJ/DADuCbVEqUFWlofXJmSuVdLEuEEkqKqtcmB7gLbsR5c+0qYMWmSZ+VsxaAd7aazmu8M3MrWYoR+TBDE1PyIRmNIEPT5yO0ev/LH6zk8P4Mf1tjYEsyEKROhoRlCM+uwr4c221nLEkK2fiXNVgIrTxY6Kb0oIFCKQJoiwMT5KPmFndduRIlP3R+ycWrASr/FIBbZuDUbK/h+mtl8KrM7VTZqww1cbeXjW1/a44Yr5vnlPxny4dvmWEqa9EOfpi+Z8GwNTuhBoCiaIbw86VPMoRFFFjhPALmkUhUrLtBZcwUuwV0FvMviVbPByV5nr6VGcep8mzvu2/fywSjZfGGhffCJfSe4Zs9F/4cMblKmN73q4v7KE78XdR8jCMAYy95SC5TRtucxA7tx0rlau7UMeTZMOAFkGWAayqASI9b0uQWmZJMs+yZdgEuDknb0RMncaQbyhMCzkiQMRoT+gGPnEz7w+Saf+tosR85PM9HwmanBdJjSCk2Wes/BLTNwyyIpVMu0dxjYC2eiOeKTX/c4eLxOLZvAVbSLUaLcOBd7mkrixGPPdnjzDV1+/9ZZeg2PiWz2SBhlcYPSeJ7MxtbhgNx3viu7Kly0TvIz/7jP1TtO8bufm+HIuUmWkjp936OpBI0M6IE09sLJXKZi9cvPa24fYvV5mek0q33ynJjy0gmzOpYqXnMlipOdrsiTAthZ5ldDKjy+dO8+brlpz+9997ff8sb5xe43lCrPCXCdRgjpM1j62ta498guxQWkH6J1gsrkSF5ead9Q+Twfh1a6JKIAtM5+z7jsbUTBAsXJKmjbVHRgDmzhVCrKDNzWNcnZO8X3Etu54yWE4YjAG9FNI97/8YA/+PxGTi9OoVWdmUnFTGCYDDSNjLkbRfpeZnUqmTTJvPMC3IHNXo7iiIOnQnpRyHSYuTh50il3JfIsrHFqUmKPiabHjq0RKhzSjVoMAkE9NoxygHtplqhR1seWeQnwWsGrYm6yz4+8tc/bX3GOP/h8hw98YpaFQZOBV6PmKRqeoK5s/X2QdfsoKbLsJtlqaNZmctaQK+MOC2szueuO5UxtHFDnAE+zsoDU5FJFEBnFkfNdbvv6/l1hvb71na+/7thwFFMLfZ7t9twAj04ivck5peTH097dfhCANjFpajdUVVpmYLVgV8YyuDa6YO6CsQt5Yu9xGJxCd6/N3EUhZ36iM2BX5InMquRUagHupXgqJfBjakFE4Ee0hxFff0Lykdsn+MTXZhmmLYIgYDYQTAWaZmBohIZGUIK7FkrCUBJm0sQmhjJnIgN44NvM59GzhrsfbhDFPmHTrAowi/NaaHBLBlGs8H2PV9/Q5aNf7rH/VJNBzY5mGPmGIAE/1viRRilrx1oZIcvhPpTnM9WSREsaoceGqQH//rv6XH7RiA/f3uKhvZPMD5oMVYDve9Q8QV1CmA9Yyu1Vacd7FAVrwjn/GfeMF2e5jG6yFUU74K9ocePIErOa0RNTypPYQGwEkYZUKf789sf973zD9R8/c2HlBfPLvfm/MYNLf1amg8duStqfmgxUF608tFakMkXnrWEZe6uCseVqcI/JkuLIgZ1JFJfBK4U/tkfHMnmRUtZFuafV3QZPpRbgKi3kiOfFtHsx9zwl+MNbJ7j9kUmW2i1kvUarrpjyDROBpuEbGoGhHpCxtmXueiipBYpaIKgFZBV6OgO3JvSt/lbeiAOn4HS7ZhMrmb6tJk7K+hnbB2lBnmhJFHlsmBBcum3AkycS+rHPKJvxHURY8Kl8sm6eqIHxOo3SrcrkT2rrw9/16gGvv3GZrzza5Y9um+ChvRMsdhu0ZUAv8AiUIJCCUGJ7OKXdpU6J8iJVIiv7XYPBV9WvjDO5Q2i6AnZBClU5kgE8cR7b0dY2Qh2NBvz6n9w2+ePf++qbXnXTnlt5juFBzwlwYY6Eyot/WybPNH0/ygZVqsznlnZr7EJnyxL0Doj12H3e4V4BuHPFj70BR5qYSoG+lSU609waJVM7ED93M2TMfDfhroc9vnBPi8/cPcmFThNRq+G3fCY8mPRtJ0/dJ5MdUA9Edsis5DTT3YEgzNk7B7iXEAQJtSDCmJivPhJy/GyddTMCX+pMx4qy0ddhO+NYqGmqGIx8tm8QvPq6Pp+6L6IX+wxiQc23/apBNlmqXKVU4VcjZEWm2EOWjQra+u31cMS7XjngtTcs8umvdfn8PQ3ueqLFhXaDgQgYBB6er/CEHenhS4kvTCa1DArhSMOqfbgGmVeYu2TwrODMlIBOC0Bb1k6Kn2WDmowGk9rUuEnQOuHJJw82h6OX//Yje09dDgz+2gBfbmuW+/3vTTp3TK1rnoPYJ4lTZ9ywzIrgLdDzonhTyJTyRLtgr3wJGaiNa5Nkp8hdBoUDbJF1Cilph3XmciTwYmq1mOEoZf9pOHZG8bEvTXLrQxNcWG6CX8Ob8GkoScs3tDxN3TfUfaj5Ftw1384ktGWm0jlE9nOTgVwXIA982552+IzmyaMh+H62zBsnRS8qKHCDsDTNa6btOOerdoy4YmuPfacbDGqCRiIIY8NIkVl7OmPv3E3JLchSqxQ+e5F0U9n0AZ9h5FOvj/j+N4x4y80rfPHhHn/+5QbHztTYd7pBtBKShB5Dz0MqO9VXAV52nzN5IV0og/9VTG4owGxw2TuTJVBobPsz2/hMBdTZPRnAtW0Dap/s8eRTj3JmXfO5OPrZAb6wvCSiKPrx3/njA1O7NrV40WUJN+yO8b2E0BOYWBBFCq2VBXjOGkZitKzIEF2A3J6CKrjzs1GeGiHKe5F3m+SsLXS2y0NKGNpJqkmacm4RvnSHx+FTde58oM7p5TqHzzQhDFENj5qnaHqGpqeti+Dbwfk1345rsyDOD5kdKgM4mebOwO2nhL5lb3thRRydh73HGviyag8WEoWyHrx0EzInRWd9jYnPFdsHXLq+z1NHEvqJTysWjDwIEjsTUDkAl1IgpKwwecmUThmrzuvPs6bg1GfkB0zUI/7J60a89OoOp5c7fPXBgCMnQ774SIMzizXSgY+WHnGgEFLalSLrypdkGU8oZEtOSOPOihtw5pq8aFQpNKp2jqy/lgzgsT2EnyJVyo1XDXnRpSNefdUd61752p/6V//uBw68T3i71wzfnhXg7/3dT5AkCZ/4qwUwc+zYEnPVjoiXv3DIFTtiNs9oLrl4hDKSNJJo5JhMqYLcSpNylEPZXuYGlnkix4wxtyNFVIofpsSp4chJwZNHFF96oMFTRwOeOVqnMwoZRSH4AWrCJ1SChoKGp6k7PnDo5XUaedmsrQsPM1kSBIogkNkFYErt7ac2s+hbnV8LYoyOOL8kGZkQz5ME0uA5NtsYgRcgTx3HKc38cIHH3EyEVEN6sU/fE9bpiMuCMU/pSgZS5iY1QD7sCIFx3K3UGYzkp6oYP9EfBWycjrhoQ8z1O0cMogH/19E2Tx0L+NL9NZ48WuPIiRpxoiBUGKlASFLpZIMK+l5Dq6yidMdGQjv3Y0cGbI+UXTtitswk7NkR8YoXjrhqZ8zFm1LqatAUvS98dyK89/21GPy9H7iV84sr6vN3PCwGSUCcKB4/HPLkoZQvPtBk0k+4aGvCVXsiXnfDiFddG4HR+B7UmyYDswQtSGIL+DyQtMFkDmpRORlC2A8vpK0bQWiENMSRoT+0jH7slOTPbg/px4rHnqlx6GTIQi9glAbgBaB81IQikIK6goYy1BR2nJnKCo+UZe3AFzbp4YLblwSZLAkDCAMy18SmzH1PE/hJlhGNqdciLiynfOneFu1uyPSkwMu8+Lzoa/x7L0CunYBQS0YjxbpZxetvHvLFhwacaDcZ+NLKFA/8xODHuWedeewytXYh7qwTWfwNbbxKyUSaSoJUkXqKxLdjH+LYt1aqH9MMYl56VcKLLh/xtpcPOXBS8vhen0Gk+PCXGhw954OQ9AceaaTy8k2MlwN8zDJy07cVgANGI1KDcALIejPF9zXCaF513YjX3TDkystitm9NmPRh3YQBbZvN01QR954Ron6LGsx/NKnPffc3z+DrZ6be3+/pa2IZQGjApGijme9r5tOUo0uae5/SfPxLCXMzCUYbrtsd8a7XDIteu7lJzbVXRTRr2YpjRLGErf7ORTGcp90XPP6Ex2JHUq9JHtjr89mv1RjGimGsOHsuQAuP2Pho4YPnIUIPT0oCJahJQy0DdqgMoTK2BtzLPF+vZO4g78sswK2yHk1RsHfga4IgL9BKC/YOghilIu54VPGp+1qowLN2W0V/PzuD5154muaOh2I49HnLiwd85usdPvzVSXpJjWamw/1ch8d5UsYU3UJCyAJg9k9JR+s7ANeWyRPPMrnvKRLPw0tSC3SVopQdpD9dS3jxZQk3XxZjxIh3vLLPMLbj3P7qayEP7g2oh4KFjuLxpwI6fZmpJLHmN1wmAaw0adY0114bs24qtU0PqeZdrxly7aUxRsPctGZm2uDZogzSVDEalkpBGwFyeE3YnHk/sOY0/VUAv7DYYW6mNfHTv/bpy0aJUKhaJqwSi1KZgq/RWjPSmvNtzfkVOzTmwIkGn73DXokmNUxOa266JqJVt/W/Y5VTqwBO5jqs9BQPPRnQaSukJ+1MFONZZhIedi6wB9JDSokvhQWzNIRSE0gLhEBBoMoZfRbkomx48GwjQN547ILbMnxWVuvnDJ46R0LoxRgTcXohIBrVCCclQZb2VllVXiWLKSjJy7FOi+50rYhin+mWYtu6iEAMGSQhg0RQ9+wQzLyGJE9oKemWt8rib9m/kVu3usyeap3V7ZfSKEnSLG+gsrnsCXGSomKbS/BUipQJW9fpbMXQXH7RkMgMkJ6m3RY89KTHSl+iCsVSDaorhJ4VYzVrmhddEzM5rTGJXdnryp47K3M9dGy/f60lBtealujUYKRRMhpeNrH5+yfS6E0dFUw9N8CPn17gzIXl9z321LFXzncHKM/L/EpFJRiQY5oJTWIM7XwJUprOiuHsHU3nI66dgLd35fJmhEDnWy6Q1ZwKVQY5UmZWVg7qLO0syTZuzX1j597LOukV2dZ7FOC2bV2KIAN34FGUmFoGz1jc0wRZdtT3Y8Iw5uSC5k++2AQvwJeiDDALeSJWMbjrD+dDQi3Y7GCdKPZ59+sHfPquAc+cb9FLfRqJ3ZTWVgGWc2WEynMCbrCXly7mUkg6BV75oYtaGM9T+Kmdl+JnQFeyTJrZuvHssdDZ4KAUTxiESVnX0HzbSzSINJOZgMj3zzCrv+8CDgK0Io098vgsiSWxkcXWKzbDXRoV2nHmUi3R8QjTOfjKcOro+4xJfuwbMvj//tMvo6QMjh4/S1PZ9xNnprv1MGUWATvrrJt/Nrp8rAypX4mp1/i8Obtluj1/nO+RKWXRgqYE+CKbSCtstaAv7XNPktVUZN3jeSGRhzMHhWxntrKrvgS4LGRLGJiipS0ItDM4J8HP2DvwYqSMOH5OMN+pITyPUFKRJ0V63rHQirPlpK1dfZykiijxmZ0YsX3jgH3nRgxSj2EKYSrwU4OfZDo8oXCWyhS6qnQq5LGdnbSb11kLRxppvFSTKony8u3LVVasZreVUbI8hNSoDOQi/9voMSvXFEDPHbASAi6z58m9Mi4rbGWqnn5uVLgAz6tU094Zlk5/Olgr37MK4Hv3n0QIGPWHNJR9c0VdANaMtz5mmYa1X5qplE5WGPu5pInIdjTOl/LCgso912zMsjD4IgNtJgHyx8VrGdmXpaAUDbaBEhbsFXBLex/kQM+DzwzcefePpwuJ4ntWnwZBTELM579e5/x8HX9SEbg1HK6DwpgirRQfibEgUDEc2Qm2b7qlx9efGNJJavQ9j3qiibJ0upJlQVRecCaEpuwcygPNvGoztw6zmSqGouPK04JECbxUZrvY2VqeJAN6mUzTRYJNSu0k3nQlCVeYBcLxyMSzfP9OoR242W032736KBKIGtAjTOcoZg2FUAH4Bz58O5Ot2kv++BNfu+H02ZSasoDV2b6L2uSPbd12adCXGar86vtGk1oKQZInCwSo/F4YPCisNpWljO18k1LjqhzYMhvomckTF9jFHBSF7UdcC+B5wJnrbi+XJSbT29Va8sCPCfyIc23NI4fq4AV4mTzxnAKlPNsnxhBuvzSn6q6onpOFJx7HPtddMmJ2akB7uUE/UTQU+In9LCobnqRiF+BYkBd/SI5VaoqsbzKr0Ve2G8vXglRJUqVJlSDJQO4Wr+XlEDIHeQ5qZ0KWwLJ6WdKcZ6KNU7viFGNU6lfEKrCvSgxWCvTyGif738ugccP0pte+5MLx19+zfvtb1gb4cBRjMN9mTHptGkcEgWe7MzAlE+RbYOC0K1UAbv8tDeMfp7BPXDMpv8rzrFgJDlMw+HgJp5fXRmQ14Hmpp20uzjtVrCxRRfdKCey8+dayd6a5PQq9nVuClrFLcPtFdWKMIOZzXwv5+lMtZOgRSGHnbxcVhGUbXVnxN57NzMocCha3gWaqFYOhz81XDnjzS7t84HMtojSkl0pqqWGUkK1cbtWfzuScHrugno3JQXuyaCXMwZ0qiVLaMrqU2WgJ7ZQiuzVApgT5uEQpEnaUurwCdOeCN9XzUgLdYfP8IkVaFZwRLUagdYyXmmvTZPBtWsf3rMngBw6fYmaq+foPfewr//jcuQXqgURmcaXOpMd4VqrCDhmU3ZHF45LbDbRccJcjlp3eSsqaB3e0Qc7cdguS/DkZg1O0YVVYPOuG8VUV3HacwhhzZz2bQdbe5nt5w0HiHDERMX/+1QlSE6KK7KUbYJZ9jbmzUdHgjLXraWmnQ6V5sOkh8HnXq/r86edHrOiYQVpjkAr8hILF85nredGZtQvH109JaU0KB+SC1DNlg7jSpJ7t0vJSSaoMKrUVjDZ7XM6bLC1Kt7qzLGMumlKczPRaOFgdlokKyIuf55KkeFy9CPq9BRqj7j9ef9Eb7+x3Tn6xMbGtCvAoiukPo0u63d6uXrdDLQwqy2j1ynIY2qmWMrCGCqrehMhiDlGVJwXQx8ozCy0+pjlz0LuzPZQSpRbPKu4qw24yYHtKlE5KYQfajnvbmGwy5i4DTM9h79CPeOSQ5OCZGkb5KCkJpMYbr9NwBPj4l5ofbntf6VdbkMeJz67NMVfs7HHfgTqxChgkgpoEPzV4+WYCIuvCSTIdjrRyofInhcPiwpFG5YiGfCakp3QG7qydTRkH3HktkMnKBHImp1g9hANuRD4xa232XuvmFt7lK527CuFKLqzDp6M+o1F/V5qOLtE6/uIqBj8/v0y/P2Q4GFiXQVYj/lJ+lMN33IKa/CR+g7ddkSYF4F2gO+BWRc13abuVkkXY7nlRgtsGmaLoFvcKcMsKwN3hP7bbngLYRbayYO6UwLOJHdsVFGOI+YuvNlhcrCNCz/ru7kU4XoPiLlvOucynCbh13IU3re3eNutmJO98dZdHDk0wSmv0VUA9tVo8L2dVkgzc+VqhM0/cjYZkhaBsgGacC8yd5CuzEdfZoQ3lNFpZ0eIi+9wW1LJsjhhn8LGmlTLdt5oSjQNucsYeI9gS9Pa1NPEYjUYM+4skybD4twqAf+CPPo2SkvnFFeqBzUitZm+Kf7RyPwbiNZnbeVDKk7F7F9Au0IvJS2VTrDtzsAB4weK5XJEorwrwwMsGAPn51oFZhtMz+EUqXmeP08rhKdu588xx+PjtLUYyQEmVZS+rF+J4BnOV7nTOZVWHZ1o8VSSpR5h6vPN1Q/7w1j5PHKkTK5++lASpztwjgUyNc36MbS8T7nqqs79V3bfIZfJUg1dYiHbir8pKAlRqymGd2URakTcqC+wMeEePl3VE43VFDh7Ec6/1FV1uSvIc79fNGT01PovnD9BZvoBrcXgAR46fZsdFmxs/9fPv33H2/AJKieINVMHtbAuyhqW9KmPlXKfVD1eWWI6z99oSRRTAGR+HLB3GzoPMfGqT5+WbvGbaW42BO0/f+3ljsrYzQ4oWsbynM8mOGOVHHDzt0Y0CUF4mT8xYeez4hVtFeHWg0ZgXnnXjlIkfj6YvuGzLkCcORqQ6ZKADaqmt2facfY/inMULttTkQWb5pTs+cpa28IrBpva1fGCqp8k6iAxSlxMC8ulaad7dXxgAZXAppEEW7O1qcYuKVQ0TYg2KdO3zsYaYaouj9chjUpqTszuufcl7Gt2VH+63prZYgB87fpaFxZXXbd687qfue+hJfCXL4rQKSzuzAXOQi7Xf0LjeEmOvFQCQVSCU4BYVBpdFkOkO1cxBTlkjrRxQF4+zJI8i88ItuC2Ay6FAvitPXPZWWV9nELHU1fzmX7ZYHNQQoW/liTSVVaUcnPPcmrMyTSCfE1MwuHVUksRjouHxnu/o8pVHJlgcBUTSYyAlQdZDWY58yBg8q+sh08V5Ga1BZ+DWWcLOdVZExuCmCNJzsCspMga3kigtXJQM1PkYZpEbA4aqFs8Dz9IqrJybsUTY2gB38SiqxJtLlzSi1lj3U4vn992TxP1PQ8bgDz3yDGEt4NCh42idEIZBKU3cP+D+wW8UTa4B6HGgV1ibMq1t5+Q5LO5Ik7xDpgC2FEhVjh9TDqg9KfEySeIVAM81ty6CSt/TBbh9L6+/qLK3r2KCIOJjX/V5+nAdpI+UkjAvjXWszWKP+OxDPms1ISWbFztVODIl0TLb5Mnnql193vrSDn94aw3thQxkQChFkfRRUhA7Ad04kwuXyccyhYVUUaCMXRVsGyLFbEeVDVMtx0qUs2jy+eL28wsrUxx5UjgrLg7Gnn+j22r8rdbpaTpiefEkCI80sRtDeAD1mk+tFhCGXjbP2v2PTXVpoHRB1gS5e2U6bon9UV6Yb1YNlKl4xkVgmQNeFLLkGwNclgBXTg21l9Wl+BRSxFelW+I7w4FKzW3Z2/fs1Krltuav7mix0A6hlrknwgnGnkWiIESVyZ0YZpVt57T/6TR3UzymJxT/6JV9PvP1IYu9kEh5DFKZ2ZMic29E2YwtS7bMgW1M2fWjCzYveyO93FlR2eNs7LXO9lLKz7sLciGF032fD/HMdHdFj7u9nKbIuK7S5WY14k32e7Z9zf1UopIsSlNJanyMCIt/xnvi6QPMrZu5+I67HvjxM2fOUQs9lHSvmGqn+3Nm3e2FVLK28+aqzsnqoZkV9q6crCxxUgF2dfa32+Fih7tTBXe+s0HO3Mph7lUMno+bKEdOeMpmLo8eExw4XkMTIqRXNOeW1YNViVW6GuWHd52pAuQIR56Iwsko2s1SD4zHnu0RuzYNWdxXx6SBZfHUyhTPcXFK9nQLvTLBnZfRgn1e1HZkK4ks50a6sY3S9qLR2c4dRUJLlmRUgFuLbJZKrsnFmFSpNi4XZ2acCFYBXYzVspQPDKC1z8rSeeY2Xv7j2y+75bH5cwePeSZNGQ2HGzH69UtLi9TC0J58x9Ji7B/6Rrdx52B8lkYOaDeVXXlNVnW4LJi7CuziXpGNAnZ9cPfItrRWLrgdkGf71ftZaWjO3ip77nkxSsV8/r4WBxfqEJTyxHesy8oFy+pxEau+sII9q+noYgSeo8WjyGPnuog33dznwWcaoH2S1GpxP82yu2lVKpXM6VpyGciNcSSKI1dk9lhmq4rMD3vuU1nuWp2qbD8mIQrLUGbSqLzIy4sOh8nzwLPEhTtYaIw0xzC4NsAFGEl7ZZkkNa+P42hjmupjXv4PSkmRBDFjsqRaM/CN0F1lcIRYrbvHQJ0/Hw/QckCLNYBdsLkSThOuA+5sPmG5bQerge2VA4KKEW+ezkCeWHmiYuqNiPv2Kz59R5PBMICGhycFvqhKk/H3737mtRlpTH+PWYauLx4nHpMtj7e9YsitX+/zwP4A0/QZpCGBoLjQVPH3Sx3srKUFyN2chQ0+swtMWTZPpdXj2mHtPKjXWXAptXB2hhBOoFuNoYqA0okL7GtiDaB/A4CPEUT+W3lMEyd2lzeTjWP2kiQmjmO0TrNCeseD/AZWoPsmKs9XWYJj7O0snRXmHntcSBFRgloqZ/cGJbLalBLcJcjzslmD55UjlL1sEyZPVYHuF2xtD6VsgBkEEXGUcuu9DZ450QDfR0iVgSqbG+IEl0JWv9Rx16g4r0UmLiuBqIy5y7ftk4UnnqYeUeRx+UUJb7ilx+PH6oySgFT6DLQiSBl7L6XVW2Vwe2/G3gsqv9g0WglUng6XAqNAmlKPFyuqBKmdWYa6XDXkOMDFs2GBTI+bipvyzdyqgWfZPJIkKUmSkCQJ3qc+/QU8T7G80qEWeAgpyvT7qivlOW5jllix7BRX77Mz9yqAy/EAs9yBoJQmjlVYMHYO8HJyaiFRMua2jG0KpvaK+/KxnwWXnooJg4injgu++PUG/UEATR8p8spBHHtwjSym8zndry6vRcl91uog+bGEj1OAFcU+rVbEG1484jN3DXn8SAhewFBLgkyLKw0qpSINREohD0jHMoiqdHI8RSldpGXzfFXJg3xtLNilLhNtQpduSrGC6ZLZx3Mc4wB3SXG8XmlNxD+Lw2dXIZ8D+x/jxPHDlrTPX1hACEEcxygl7R/IIsVvCtjPCfCxwLIiU9ZgcemA3dXcBcit3nazmUplFYZZRWG+CinpMLdymDsHd3b4+RTarMDfU4k9vBjfj0lMyufuqXP3U3WoeSBtQ7PvlPBWSmPdw32yFgMZ5yD7goqmcpGNLpMVoI+GPi+/qs+bXtLn6eM1ksTHCMVAePgpxXsSacni5VtYm8ndIfZKZZahtGxunwukFoUOL/z+nNHz1TZj8GJo5xi4KwFnBeTVANPV4s8lUdzzmN+0EQz6XaLRCDB4NmtpT2I5gsDJYn6z+HYut3HGLh/bX5IuwJ22LndngQqwK1LFTdM7R7ZjQQl05/DKTVBzQPsOqHPnxDom9l6pmMCPeeyY5ONfbQEBSB8hVNFFpLK0tZt1dR2h/FvK6wlLYJUsVNHh2tHgRqBT27pnp9CqIn1vjMe7XjXgS/cOeeiwnSQQa0U/FVnBVwa61BTLfwU8znsxxlgWd4GOrc0nA72W2X4+eVCca2+Zsbmw98V3qJ2BndK5+CsJMFPFxZik++vIFRfgZXGWyFalTArovCRVjv2zawSYay0d41ef63OWgHemrI7JklKqiCxZUFpPOcCLOXkuyLPWtHKzKZOBPR+AX4K7wtrOfd5Ym0sVpRJ8PyFOE+58oM6Th+rg+yBtcBkI40yOdQMrsSqwEqvPmmPT5UAXjqtBVYtnrWxaZY5K6jGKfK7cNeTlN1kWH6SWxUciYKjBS0UZ+KW5XZhp3NS5yLI6f5fJc8AYCUYZpBEog81+GoEwAiNAGlFKFSeoLNk7+161e+E7c93XyIPYs7SGFn8ulI+xcK7Dhbbn1POU7Xs0OgvahPjrMXf2v+OBZZFNyz+I88HEKmBnV34O6MxDrtSfCIq9d4rdi/Pm20rDQ7l1iVJj4HaG4hfuiUpRngPwTKIEXszBs4I/urXFKPah4WfyhKI1Tbm7BLvOSWUJe5YvyFSB7soUd3MAbdbS4h7NUPJ9b+jzubub7D9tL75UK/qpslWGaZb8QVj9nWZjOQpU5I/K1ToHuDSlFpeZRpfaYKT9jowUFuBalLFSzuS6dMTGA0x3r6Lqym4qJIhz+r7piNM5jyrN3qeRqN/89f+1IQi8/+fEiZN7bGeNqDDpcx1KjOnkiqQoD5tpG39dZtZePg44u1eyYvmNH/nIBNfjLu69UndbB6UKbnevnrKYKtv9wYuLZgbfi0hlxB9+tsGffnEKwhBUDaU8GspQVyYbR0HR4Ow7rXFlJtVNREnKybBUAtQylihtx/yiFZKs8bfshVTSIIxm28aI0wuSh58MSISdPKCFQghbSrtW3FONlUTBgMJ97lTvkYHdJctK8wvuxZltQZO/ljs0hjXijTIPgNtjyerpw5WV5VmOYoscYzcXvmT3tRuvuubFX/aOnzw51et235gmEcrzvulkToXBxWomr3qf5WNZYe7q82Kpc1m7UgduKtpbFmAoJYlytLcqdnpwNqJSZkyS5JWCOXvH+F7MgTOSj36lkc1fsexddO7nf19QGS8snc/tBprCfVIAaAwc2q0NKecK2sAzy2oaiU4Vqcq0eOrxXa/u86k7G+w95YOMMEIyTH08RFkbIkCk2bea5omfHKqOdDL2ucHOxsrfm8xAJA1IY2VLrrulsX/D6Mwf11be6MrqXHVRxqWJZuw1B1yrGH1t4nZwKxjFMd1e941nz52a8qIoIk7iInGSXynfENhirefjABfFm3xWWeLqWFl97ALcdpHk+tt5nAM5r3bLNbgDbjuRVWf31g5USqNyv1slKJmgMnmSqoTP3tNk78FSe0shrfdddNCw5hcoGH9ecGP1CykeVxuQK564M5HK08LWpsgyhR/FHpdfMuItL+lx+KMhUapAeKTCYyAEXprZd+SBbu6ouN6EKUPgDCnGCFRR92GliTEm0+LZIUyZ4hegpQW+zmWK44O7YHdXlFVgd4E8BuhnS5ZVgJ5fw9p2qEWjyAaZSkqksi7KNwPwMiAov7nx5a9qB41/wNWJgGrloHtfsnb+PGftHOw5cxdAVy6Tl7pb5UFkvsWJ1HiyHJqvVIrvxxw5q/jfn5xgKH3yCVpl13y2grg10M7nWFWn8BxfRrl8Z26Ggcpsde1qcFGpT0m1R5L6hGnCj729x1/e2eDwGQ9UDNojFj4DIVBp6WhIN9gcA3nuzRvAyy+47DVpbHreYDLWzj1xXWFzk/0dLQXClKvHajNhNXO7YK/i6K8B8qImJf8sAk8IRydLd5zxs6F7LSvHcUxcaYLzwfLHWZXbWgzoAluMsXaeSKmCW5cSRVYZ3Kv42xmYCyZPq4e0LO57EZ1I84HPTHD6QgjKy6xBmckTU/G9i8fuZ6+wVHX7wGf5Thz2zhsP3B7NPIUvi6NohpCKNPHYMjfih97a5Zf/KKAd24DAGMlIK2sbpnndj4FUUCrsEuTl/9qfqOwqzOY3lfeydHykNCWDG+e7yyxDUzD4WqtddbXXOYBdDD0HoT4XwNN84JoBr2DNLPgzxv1HKk9WLx05O7tvrngsKktPDu61unfEGsAuWbuc0lqwd1ZwXwLaYXJPZ4xeAtrKkSrgVTZkMr/3VIwXxnzicyG/9xcTjLRv5YlQhTwpmorHLLGK7i4kWeUrWvv7KAnUsQpd0Ocpe4PWushuFil8bbcCr3kJP/KOHgeOB/zBZ60WB0UqJENtA06Z5u/LLcDKv6wyde/alRbUpWQxJmNzUQaIlnSMtQ8riR8rY4q69AwP2iW5CmZEFT8Odp7NEx9n9EKipOV4DC8vVPKUKCTKWuB25P4qkBdvcBzQovpmx2sTVhfmmDGJYpwgM9ui290yULmug3akSg5ih8llWR1YvU8y3ztmaRn+8isNlkc5uC3AfWm1tyeq8qSy6uR22VpfiKie1VXOQPaDSlXf+NaLeqxOXEqUVmjtkaQek0HK21/T51P3NFjsKpAxaEWM1eNFt49w7UL3Da7N5DYPVCaF8vqUPNg0GYsXgM58cm1Wf+cyL5U1djXR0h2gb9bEUkWurIW/1SROog1JaoHuFXIikyrVwSZjd2tIEvdeOlecgFXtaJUPnINeVnVsZfs6t8ajCCzdBoNqUJkPpynBnVYCzJK5c9Yu2dtvJHzujhoPPFlHO9rbNjXk8qRab1K0ZkF1FRPVL+fZl9aMPQv7rJQo480Qxg06jbQbD2S+eJL6eDrhRVdFvPnGPn/y+QBUBEJihGCkPZQQdnJYHmg6GetxuZJbg8ZYuzZndiVLGWWkUygm7YyXkrkdmSLL71vnJJaztcnPW2lpPitzi9W4Y43zKhwmB/DSrA/PkLU7Of/1WsuDWPVHXRavPh4HdnERON3z1QyYWc3eogrs0kXJniuDl40YkzJzTKTJdHWpuQvHROpyNzZp3ZPQjzl8QvJHn2txrhvY/a6lHfSuBOWODWPxwird7frOz/IFjLONa3Gt1YzsBpum0nVv98+x93b7kw3NlO9/c497ngw5fF6CiAGFRjIU0tlEyp7rHNSFjelecC6fF9nM7Htw2VzYxzmYjQEtygpD+7NSpkhhf16sJPl5K96H87hg9/z9GcrrUqw6xwL7fvKMucxk5dqSwr0qnvWKWg3o/PddQCOqwK5obuEW6IMo6qtXM/cqkBczsscfp8XQyJzFPenobpniZbZgEMSMUs3vfGyCux+p29426VntLaXt2hHl/JXiveYri3vu1mBy9zsYF4DVDGbpWpR7vLvls24ZrW0307mjkmoS6aESj5dfH/HD7+rwC78TMEqkzUBpSZK5KlIL571ZkFdGOBjbkobz/uxz4cQGWXe9ASNNFmDmRVr2vOT63G16kKIMPMcDShc/azoqDvbGz2vVyTPF+QPwVJ55k+VyNC49VoF+rWBg7LXyTZpVxe8usEsdW53tUQSVgmyaEmVn9xiDq4y58wmoleBSlrLEy2ZcF8GlTPCDhK8+5POpuxuMIh/qXqG9C/YuAlsqx1refuWLIA/s1qZvJ8akGItQATcYlVcZVmvFUy2R2kqVHOhJ4lFvJLz95QNuv3vAlx5S1jbEFhnFwmNAKSWFEdloB0eDy9xjcVL4ltfLuhSZZTMFqOzzWdlia1RM9n0a5/s2QmTMTWFXjkvYHEsmx9hzShVn9ISr0wUkqSHV9vDymo/cjhtn7FXSZOxKqvyuezU6S191WTcVkAtZlSVClClq5QBditIOlGJMdxdA1g5zO0B3hrkX2lvaKbErPcPn7mmw/2zNShNhS2JFrr0FzgQpswrcxWcrPrdwgP4c+iQHd5aqzi256lHuLbp6OFBZoyKlQuoUqT3ikcfujTFvfmmPB/YGtKMs/aqtHo9Q5PtAVMHtaPDsGzbY5E5J7tZtKZshcjbPpAqZPBFZDXkBdIE7QqJgcVMy/DiG1lIGFn8OuM0Y6IVBGDLXyZ5Pz02JqzUAXr1y1gB/hbnHwFsBvSkuoNWau8rkLoPnk5Skyn3wMriUxWD2HORmDNzZzgTOfQ5u30vQpPzx5+v83idbGOFZ37vC3pTae61YYWy5LQlgtT5ci73dmTNVL9yVKatb2YotPLRGpxItrS+upCZOfaTS/Mjb+hw64/N7n/KIkxLkGsFISJTOB0lk4HZb24qlRdgMTv6eZf6ZTFknkjWo28ymKIJMKUzmppQjJnI9bYSjvUUZ9OaxwSrQOs9XjZ9YA4t2JJ09vLw8phja7jK2oytXyxJTYfUKozugXu2gjI0Zc6WK43HnzF7MxFuLubP5eOPMvdae9Srbe8Zq8Bg/iDl0TvKpO5v0ej7U1Wr2Lmq+nZhAlAke94IffwzfOMlTMrgDenC0uKi4JyZrOiiALp3NeKXV4lJ6xHFKq5nwtlf0ufVrdQ6dzdnLHqkQDCxc7HvUGbhNCXaD/fW8NsXg1IgXksQprBKZ/saWYJTyxAG6LMEsHUKsAL2QLVUZspbDUtwbUfm30jxvkGq8IAzwfa/olK5o6TGJUvUqVy8j5R83VQDkLJ0/ryz1zgAZkQeZdhyYG1y6iR0p3MHsjv52ttuQjiyRMnNMMib3vIRRrLn9/iZfebRuh4NL3wJ8jL1z29JWTprKOaoWjjlMPrasfqNbweZrVN5pnWUPne07tDGZ7talTNGSVEhUKtFCEY88XnNtxGteNODkF3xGOiv2t5VQJHgMBUjtbFslRBEdmmz/bVXwZO6o2GvFTk7LUvoZoGXO9BmopRwDuilZWheyrpQvCGxZ75jEFZl3XgW8KN5ZMTXLuU49LyAIQrxNG7euxNHo1jAMvh2TjmWUzJpLwNrBpVMTTZWtq7LFOGCG6mQkMmCPsXYB9LJs1HVOpFytt61NmDqPE6S0nToySLjroYBf+dAkqfFK50QqhJB2HyBRpuWrDO46Pmuz9zeRxCyRnTMg4zLFVOSKJp96lRVjidJRKTS5tN640B5JogmClJ/+gQ77T3nc9aBEByKDrP0AsVYMcAWVKeIBlCg3mc8+SOmFZ6tt/n6zgNJkAabILgBdSFZR1KnIXMKJsnaltAodsBbgrxLrKulSYXUBaDzPp9Vq3brtom0r6gVXbu21l+cPS8kPa53YuuQckHK1/qyWtJZVde7OYnnWca2CqbyOxE27Fz63cl4brw5UZUBZFFS5rkkhVdKKVPGKrGXZa3lqSfArfzTJPY827aY8MshKYn08KahLCCXZJldmde125cgaoIshOdVhRGUx21jDtHM+y+fCuejHsrru+ZYlGYhxqef+zMC62YTQMzzwRMDKwKktyMLMfIp4WXGYsaOpRBLfxNXqXAj55VIY/Y7sci7u/Pm4VUrmKLmrW7m1yVolDs6/oQ1hGDA/v/D9Tz319H7PU3lEatDOBl3l1TJ29YxrT0FxNRX+t8ty2b+Ryw9Xi1f85Mq2GFVpIsc1d87irnvi7ARWZCtl7nsnxeM0SPmjz0zy6TuamJoCoSw6hYeQstJvWfY3PkfHfPEZxzTdGC7cl53v3SXyKiDGuu3HO3x0Nj/QZMxtjC5rVIREakUqPOQg5e2vHPDMEZ/3fdAjChNHXwqM9hmRTeHK8+tpZmJT1oeXuMvs5Izdc8I3uWzJynNNrrOznxcyNWPuotMoX+FTe5VJIyp4ejbt7caC+YqAsQCPE4OQGqM1GcBFYehXLRnnH6wA3Kz+g7J8bVyeVEYYrHJOzKrHFbBLxxqU2ropzp4x5ZE6QHfBnSKLmpOULz0Y8qEvNBmm2RR8kVuDWdZSmIr2XjM17wIdF/BrXPzfgP1MhoDce16V0cSsKqE10slsSsdZEco6CDILsqQm1R6hr/mBN/W49/GALz1q7cLcG0cKtPEYadvmVRSRVMCdMap0ymiFQGVeeAXk0lbyCWEy77s8fyXQs3/dIQljedFxWLLg0ZHA43IktxpxSDi3CNM0swntn9KUm4muEaUWA2TGfl4Zj1sCuHxuqmw9BuwKwF170AW3KHcTUKt0+Bos7rK3TMsA04vpj+CXfn+SI6dDjFfullzR3rlEqgB7DNCsAeYCwqKK5+cQ5OMbCFQzmm7xlavHV9emaJlVHEqXxRUi1QjhISPNzi0x//Gftbn3J0O6w+zD6ML3I8VjmGdY8uLu3F3BJnHQGagNhcOisoAyB3buqIis+KpM8qwGupAgjZOiN4wRhakCehVzO3jMAGu0bVmTUtum45mZGaRSDPpdlpcXbCHM2D/g/kOu3+1KkDWfO8Mg3ZnRJeidAHNNiaIdH9zpS8zY3II6d0oc3zvfnTfzvD0vJknhtz7R4tF9Net5y5y5S+fEF1VZokSVtYUL9jHmJpdqohy6uRZfr2LyMeekbICgLGYy+TaOVJhcC8vgRdCppQV5KtEiO9JMqmjNdXti3vOdbf7Xx6aI0ozFoYgKUxQjnWvxTKY4IC8kirs5ghAZuB02z1vXcjkiy/pz44I4vxhcsjRiFclW/fGx8uxcPQnLDFprGs0WExMt0jTFu/6mNxDWGxw/8gwP3Xcrnu9XtPa4Dl8T1PkfEFmwMuaKuB+gWsvhbmBknkWiVPdnLNk7LXW5m9SpHFlgWUv58v0hf/CJFu2Bbz3AzPMma9K1zkmZtXQDbVV536v1dynjqlOsyv3VxgA9xtqr8F4BunGcFZe186mweVLDlSrWRkylQhpt61USxURN84Pv6PPw0yG336egkWRMnb1DKUi0ZEgeU5QgN9jSWArb0lgLUZSSxeQSRlMwdi5fXEYvQCyqtSnSxZr7e9k1ZkuRnSxmBtAyKwpxknDLzS/k+uuuodPt4knlo1SAlIq8bmRcZ1c977EEz5qSZG1glxKltNzcqF8VwC73Ysx97yrY06rfLa0VKIt91W1gKWWC9BL2HfP43x+f4NBiYNvghaO9s4pBP5t1Ujgb49JkXJ5UpMnYtKbVaqSqUpzETgHyMd1dVhk6ZanjHrkD9qIQy+hiU1mRSxVhrFSJDbtmEn7snV2OnfM4eFpgynK7DEU+aQZyxkCeU6YqlnbjADx7r8VKloE/Z3FTsrtw+0QdRs9HbwuZA9YUPye3IPO3UTwufydvuvCUIvB9At/HK62qvHHXXQ7GAVwCH/e1QiutFVi6wM6BbiqAH99UtEz0OECXZTLH7tk4nswpga5UipQJQZhwri34pQ9O8KmvNjC+KtPxz8HeyrkAVzsn1dVtPKlTSZAJB9TO71RYewzs+Wura1JcHZ4D2hQZTpPr8IzBpcgfZ8Gn0CSpxpfWVWmPJD/1q4rzKwJCB4lGYPAKJndBbmVIFnhKsr8LKpcnOdCzpJjJOrjyVUkUAeiYB26qyTKRVisKK7IYu3qOKwqyCyJJ7dbz+d+USkp8PzynpPzi5NQ0QiTVZgJnREOlw8ZxOEo/e6zSr1I3Mm7zOeWtY6/ZTKXjlDiZSjluB2aZSpm5JvaxrTWJ0Hz263W+/GAjqzVRBbCr7F3uGuzOG3TdklVlsY4Wdy/2ceYuwD+uRcbkyqq5IWRzQbQL8pK5804fg8gYO0/8OKl9I9FGZa/Zx0niIYzkdTcOectL+gQihSQBnR8xmARjDImBoYaRFsQaYm3njiRakGhIDPa+GNrvbkcoSFNRvmbKn7lbFmpdOh/5doZ2S8Xq7xejNAxZKt6s+nfiWDM7M4MQ8ou1WnBOKoncuOUS9j55x7E4jX5zamYDgqRMXIhxoDsgVG6dSC4hnAIpJ5WuhF4b1Go1gMczlMpxS6QjS2RRHZhWnBOZ1XknQvOZO+u87/cnOLXgQ6AscxeBpR00WslajtWhV+RWZfaJqAC4Esk7oHYJvHhk1sT42Itu8qIKbF38LAc5aC2dxgiJ0WWNik3x2y58ndoWt3ik2Dar+al/2uatr+zhiwTSBIwDdJNgtF4T5CWoS2DbQaEW8NpYQKfG3WB2bXCnOfizKsA0B24OcuNeCNUjNRnQU3sfxQmbt2wkGkW/+bkvfPXYlZfvtnv0CCKEASXioq8RHJni1gUUX6peFeEWNb5F3a/rnDhZt7UCS6FXBZcyc09ciVIGmDqTImVAmVuCvp9ydEHyB59ssv9wCC1VuCVFYkfKQpoUfZaM1aaPM7d7SCfIyVDtErhYk8lLF2XN4BKBHUbvsLvjoshi6a2m76WwIJfCFN64yNvbsnoCW/+hEMZ64/HIsGdnwg+8rcuDTwYcm3euYJ3rcStDEikY5hdbNsLNaLcOJSvGchyVIsDMNXj+M6xmdpsfisfk8qUqR9ygstTkVSIRApLEMBwm9AcRo1EMZJtQbd62B9+vI0XCyuIRyLZkLv7RMQ3kgr5a37325p+F7h6zBEvgl8VUObBFxvwF0Av2HpMl+WvCsrfnpSx1Bb/+pxPc+Wi9rBIsgF1Kk0AyNga57NJRDpjXsgVXAd+h6gLbzxZouuyd24Mlyqt1KQ7IrUNhAaWz2YBGOOB3Mp1SGNtgoE0GbqvHhbBmghaatK955XUj/uW7O/zX35csD7L3IbOVJttm02iPJPeZ3XadTHuX+jyrT8lBL8uPlc8VN0IUiR5pVjspWYxarp7GjfmcycVljGv/DW0Q0mPHju288Pqr6PXth5EAE1MbWb95z+397uKvBEGtkBRFg8FauroiRRx7z638KzR0tXbE/XdKna4dqaML+6/wvFdVB+aPy2ylUglDYfidTzb54CdadOOskEpUdbed3Vc6J25RVQHknM1dH9xh6gLMFR1S7h72TeC7wuTVlrUxX9z9nUrCx5npVzQoVwcGaSOL9rZ8gKfOGpaT1KPlwQ+/o8uPvL1LXSeg00yqpGBiR65YTT7K5EqkhZUrBuJcohgrX0rJUj7P69pz6ZFmer6UJ2Pyw5EvxX+vDakpu3WspMl+LzXUajXOnV/4letecPnt27ZuKgE+Ob2FL3/mvf1+b/mo8tRY/2PZB1mpCym6a8YCToeJc2BLB9QVOeJWAMo1dLcrQ1Sa/XdpCX5Z6m4pE/A0zxz2+bPbG3TibDImji0olQU4mTQpDrO29nbAXnlcie5XP19dkvLcUC/b1ZzsZmERVveyLCQKq4NOXexgXO36KQGvrD7XCm0URiuSWNHyDN/zuh6XXzpCpqUGr4I9LUFuINIQG2EDTpPr8mwLEeMANNffawSOFX1uxgPJKtjdQLVyQTiA9zzFhfnFo//83/yX/o7tW0qAA1x5/Zt5wY1vZ+PmS5AiXlWymgeRnvP6OKsXF4AD7PEUe4XZRbV+W8qq1paOoyJdebJGKt7zU54+4vOeX57myYMhxpelLCkYXDq2oCkG+Yzv1LCWNbiWTBnvt6zsUSC+GWiP0XipUhzGHrcLyy24x9k879ssBgYZWfjjxpmMpbXKxr8pUuOhI8U1l8S8/6dWuHLXCOK0BHlxxBnYM3clCz6jjKVjY4GdZIFlCfgyAHUZ2wX0ONArjD8O+OyzjwN9OEq58orL+KEfeCff9z3fXpxPL3/QaE7jBw3CWli4H3latWQpN9h0l+6qxh7X4mVyx1QfC1v15frgJbDLx0qmiNz7ViWwZZbQ8XxN10h++5NNHtsbkqqxZE5WbwIST4w1M4hnc05wduzNj7GxEONe7Njjb4Tw8Z0JXIQbt0+z8rrL7GM148bO7da6HIFtMl88FfYf0EJm31emx7UhReMJw3WXj/jnb+vx0//Lp5sI8ClTkprSnNaKVAiiXGNrgZ8FbEYYpxPIvnG7Hacoqg1zzV0EmZCl7Z1tB3FqVky5SuI+dk5vrA21ep0N69fR7fZXA1xKHynDQ57fPBzUmrvSeITMetjKVL0baK6uLVkF7FWBpHVfVoPcFGztOigqz05KjRRpVo+SIkWKEglKpHh+Sl/DH3yqyce/3GSUg1m67G0r56RrC8q12fs5A0k3mKwEllV7sHrqv5E8GWdvBxhUdbiGYpSxOxhImhLwFtwSmQFeGIHQEil1xuDGBm5G2gAUm+lMU0MgDO98TZ+9xz3+4JMtejH2hGXBZnGfNbClWjLKezJ1nqq3wWce0+SgL+tUnDkqYsxNgWIyVmFOrAXuMqmKAFKtmZpoMdlqHG7UgkNxFBXntJAoE9NbOX3sa18Mw9aHG805IBmrFxnzuV2J4v6OcJg4lypq3C93no/XcueyxAW3U1glRc7eKcpL6EbwwU83+W8fnODCYp6hzNnblScCJZwZJ4x36FQbpt2pVTLHtKvNcR67DF753W9CoIwFlDmzV6RKpsMZlyRjKXtXm7vJoDzgNBVdbnV4uV2hR5IqNs5qfvaftfmnb+vSChM7/8ykjh7PpIpJwWi0tnrc6nJhtXmmy9NMsiRZAFoEmNl7SldJFVdb54Fo1UMfT/poA0mi2bRxjunp1oc/c+vXvrhzx9bVDA4glY/n1z8vpHir8vxrBZpybpzrTa5lB65RVCWNI19W24JSaOcicqSJcHW4YwsKp/xVpcia4dOfb/DeD0xwbilL5shx3a1wM5YFezs1J+Oe99ret6iAdzyQtC+Jb0TY35DNjSNFXKlSAH9V6j6r5JMW1EJn0iQDkTClJy5ExtqCwj4UZFLFGDt2OTJsmk752R/ssNiRfPhzLahlS8cqJrc3jSTKCqwCIWzdeCZL8iDe1qU4bC5t00M+azz7z0o/XBc9F7bCNbcOTYmxfJ65H/hIJR9rNhufh0HlnEr3yY7LXs+JA7fdo5PRQ0rKKiDHR6atcVTdkLHqwNxJqTQGO153obvTwiF5NnBLmaJCzaFTHn/yuSZn54MS3GLskDZj6YnSOfGygqHxTp0S5KYEM1VZUtqDovBjRQ7xb06VFGB+TqBTet/alSXOhVDel1nNiotSCTzLgLNI3TsZz9RxWJJIsmldyru/rc+ubRFEGYsXtqEbhFomNxlbRxmTxwV7WwYvAlDHTkyKwFOsaRtWAkzjBqnlcFKtQUnFYDB66CMfv/2e733H6yvn0hs/uVMz2wDJ8kKfJBqRT00tGbtkalhbg8vi8WrWFq6EcYNMUXVOhJPYKcGdHYHm8BmP//T+Kb76cM02UFa8bleeWM87HwPhOVO2xp0T1zGp1KI4436frZLQdU2qMqUqZQrpMWYLwtgGvGYcyO7eN8bR39YfFsIGmGsVZQksqISWWZJIIrSNh4SWechKKhRoG2vpoeHVLxzxi+9Z4efeP8WRs4ENOhEULfHa0XDYCy1BoLHyIl8x8wKsvDnCnl+RsboTdCIyFi8ZvTh/zuMi+Mwyq/V6jd2XbEfr1bSxCuDbLn0dQnhRHC3TXlx2unyqEiSXLatrvk0F4LlMWQvkYtwxEbazSEhdOiWilCpSJihfc+yCx8//70k+fnuDSGS7UblpeAfclcBSrN3IMN7UsFZgOZ4WFi6Sqw/Xvrk/XKsexZTOwapi8byEtnBUqv2a+cVhnMymyOSKEFnGE9sUIbRdmW0mNAd8GcXa71mRaEPNS3jXawekWvBzvzXJ8Qsh+Kl9Tzr7TK50QWGwTJwHlciy/FdjJ9wqJ4C2KXxTBJEmA24BdEqg4zzOAW+MYftFm3j3u14fJUnKf/kP3wDgtcYcfjDxk1OzO68Y9Y6/Uqc98rnhLojX1N64aXntuCzO45y5CzfFMrUoalHSijXoJnM8L+X4vM9P/8Ykn/hSg0hmW6+tydxZxhInsHRS8ePMXfrcZjWwVwG+ECWr5cs3E1iucRvHtVsXvjpt74CarI3SLcIae6wrOtwFucy3OUOQj3lQ2d4itsjQ91K+5w0DPAU/8xtTHL8Q2Hy8dN4slLn47IcaQYz1rFMp0JgCbJaps0H6WAdGug0zY0DXef14/noO7lQzNdnkyj0779i9a9tPLq90V51XOf5CEE5y5sjnO0FY3+/7Kq1mM3XVNZFj7omTiSxdE13agGP+tlsdWNaX2HshSg9cygSpUs4sKX72tyb5xO3j4M5mVAhJaQtm7C2rXTpVFnckFmWzQ8EWYgy7DqDHA8zyq6s4h980uqvgXe2Luw0RGip6O/+ZpjpE34w5KZU5h7k212UCyBQViGUyKEkkXgrvfO2A//KeNptm4yKz6WY5C12uHYfFQJxlPaOiGjHX3tXUfjKe7Ml1eKa5C43uJINSI1CenzYajf0f+rMvdmamJ74xwPNbErffE4SN2iDfTQAAJSJJREFUJ+zW2NoBd9Wrdguh8otBSF0wt81Yur+TVrS2q7nzVHyZks+H9WhSX/CBz7T4+G0NolV13e79as/bzVjKNY5KjJGDfdxBcRD+bPq63PJO/HXxXc1mrkrqjP2OqTK6LuxBV3s7FmKlXsWCuprZrGY809w+NJmVmEq81PCuN/T5wbf28NK0tA/HQV4celXwOTKCKAs4Y+PWsJSgzi1F1wYsrcGy9j3R1r1ptZpPLK103/Ns53ZNgG/Z9WYEo3Ry9hLjeZTgLRyVtYFdMnPppAhhkKrqaVfdEV1o8Rz8Srq13Ro8wRfvqfPRLzYYFROFXEA7TE7pmpT76rguyeq2Opmx95q1JmPmiKu1XUBXfmFNdn8OcK/xvCJNXLA7mcyibrzye6LYFLUAtq6C34yB3uQ15HqcwSUmY3KdSkJt+O7X93ntLQNEqseY3HVVxg9bFBXpDOhOoZbrkyeOe2Kfr53iz+vMEYoXXLnL9IZx+k+/9w1rnl/v2U783NZXoZPBR6PuU5cNe+eb2siKc5IHZ1B63KucE/c+Y/Wqi5JJmILJnSSOSJGeRnjwV3fX+MnfmOKZI2HWMLwGsMcDy0qm0qzKVq5qR8NUN3ItMDs+e7CqWyqpe1Y/fk5wr+UVGgf0rgdONbCseOJ5B3ulQdlU7gsdbrI5f4V7YncXFmRZ60zrCGHQWhVvQxiDSeHqXTH/89+0+fcKPnd3gyxqtG9cm9LEFsb5jgAhMViZkgorpwxWmxusfFcin3GYTWPJ0/dZaa3bk6k1bN4w13vrG2/+6ESzxn/6t2uf42eVKPXWxaaz9Piv1yavXtDGdUXyYFA7CRyNm3pXa2jtQnZkQaR0QK2kTb1XwK0suD99V52f/s1Jnjmagfs5pYkdfeYLKsFlMRWWcVA/h9yogHoVrtd0TcSqB8+F7ud4zYjKSyZveHSer6o8HA8wx7R34Yu7etzV3oVnLleX2qZ2PLPWCh1Jrrg45ld+vM0/enk/a+Fx2ToZu3cli919Ic2Z3EBkxthcl8VaRVFWltHUjvQyWvOyG3cv3Hnf079++aVbnzWt8KwMDtCcvpYkWmbl/P0Y3VnTElzLGqwyeMbcWfVgqc9Lx0SINJMpJbjx4NN31/kPvzXJU4fHwV1q7YIlMqb1C2myWnPnXTiVAZrfCOwumMcAv0bxYAl2Ib5poD/XACCcxxV2xpEsovTHrXvnduJXvXFtJCLrvBcOq2OkZcesTkVn9kzeAa+NJWYAIrh6Z8x/+xdtjIHPVpj8ua5oaX9JWNDGmYljGyVswZYsflNk96b4L0322TCGddNNXnLDbtbPTj7n6ZXP9cOwuWUkpPzn9YmLenlwKVzXRIy1kwmHmccOJctAsqzhtuAufO4M6HiCz91T52d+Y5KnjgRrgHvcGrT2R9FA7BRRVTrkqbL3muPXqN4XYHZBnj2ruIKifM2B+TeD7wLE7vMC2JXAUhRPXBZ3NTpmXG8zpsVzWVNl9WqdSjXLWQSfecOEVqSR4JqdMb/yL9t820v7lsW1fhYNPq7PMzbPGpdHhdsiiqxnpafTzXAaSFPNnku39aSU//ySHZtGz3V+n5PBdbSkm5OXPqAE7TP9Z5qY5FkTOmKMscu2NCeBU2jvtNDkNsi0zC2UxijBF+6t8e9/bZJnjjxHCr6QJpaepQPuyshjxl2TKnuvOea5ALIYuwBE5WLIQSwof3cVm6+hZVzPu/KaWyJr1v79KitXX7esbCvw8j7O0h93WDwrfRWZFCmmWGUsrrNloWRySibX+TtSiCjhqh0x/8+/amOM4Itfr5GO02Y+a9mld2MyMW1XXg3EQGr/FF6mzZUh88pzJ8nasEEQ8H3vfFX72isvfuDs/IrmOW7PyeBBfRNeMD1vTPzOidkbY4grafaSxd3D7dqpuiQuuEvXJAO3tOD+8oMh/+5/TvLMsRzc+bLmSpMM2JlEEeTgXiOpkz0elx5rMXkOSCGqbD1eLVhg1/m9b9VtFfArHvjqi6Ps18x0eoXZ8wpD1nRU/n/tfXuUHMV97ver7p6e2dnZ2Ye0klZCq7fE8jICCWGDjG1hY5sQHYcL8bUTn0Ni8AUnxk64DpfjmDghxnYSO3YMiRPHD+ITg8GXh0lCwIGLSQjoyEiYhyQkQMKSQGLf0u68uur+0V3dv6ru2V09VgskdY40/ajumZ356tdffb9HSZWtrhgJEilLHmYCxYkTNUJfbx1f/fQwLlhTgRNb8mbWPEhbcxmWpYvlQ6XjV5g1j5SV8VoDF64/vV6tNS7t7mp7fdGC7gm/zwkBLpwcxg/tgl9avrfQfuqLXq4NRA1rAmlLhEzrNvRt5sghGdGRUOcmR0K5hAef9PE7Xyljx+4c4jJTBqhFYrmh92FSEyDl1ImlQNt6o4n2DdNaxxhmqiCfUMbnTA4D1mVyUGe472OPJdhrDFxNWUyqIiOqkkwokwEgrWtjCiOT7B8V6+Scwuj6KiLRx5l8qGqEFQvr+KvfH8Z71lbgaJ1cNnEGZciI0QePKUs1BnsEcgC1hkRXRxvWr1n54upTevdufX4P8r539AAPf0wHh19/aDeh9vGW9lNh0pSEZqRkP+uYVktCz2YQ0RIJJ6egXMJPN/m49s/L2PFKDiqTczNw6wr8Frht680Dp2JwA7BVksyEBsDk4kAG57bBq+J9LjNOCOwscEeWmJ8ywmeRLAIlZRZ9sa24ec4ox6xCt3pCXxIVRcXeTc3PHdiJzDqmXFUJK06q42ufGca71lYggiBMfdOWXAYZVt30fIb/YDiHtDUPFFCtBzhvzUqMVRsf//7dj+92nUnhOzEHB4BC62I0GofgOMX9RN7PqiNPnw85BEGUkgh5fInJvxPuTdyq+wp7+l08viWHG/+mhB27c1C5Jho3mGISeWUEkNQ2AVLZOSlqwmkJkMTUIH0+K/Us4dhWhVN9j2gnchc0cec3B3tsyYlZcA1O4kCOuDol+4maEsViO2CDIKnBbevjWlKU+i8QiZMIUcBWWBYOgJCguOBnBK6IAQsCqC6xqreOr39mGJ//lsQTT/nY0+8COSR9Seshxl+NWGGJvq0wMjG+PRqBwtyuNlywduXPPrrx3P0jh8ZRLrVMCvDJhwAA123FWP8jO12v7eutHadDUDXh2WRRFAriSSWPLTH+kYTjK+zY5+ELt5Twu18pY/ueCcBtgzwCWJKhE0mCEWh5uQceXKVB2WyxLW59U4togQwWYsDWDrCyrPxE8DacPVkcO2Mg6OsMa62PxQPFzMKXbNt24WtN3CjNLK0KWUwvTzKCOHVJLPnKhXV847phfO6aESyfXweqWda7GVdvsOzi8KUmgfFqA+9c14fOjtLX//H+TTunAm5gChZcN791CYTbvglq+O5Gbd/Gxti2kEVYDp8Y3DGFMb2UBAWRB3buc/GFW0u468ECKoEA/EnAHYfChsizXfF24R4D2FwlaXLM1LcT/pEGNdLnJsbwUTeTc3PLm/iCYmBLhIV2YgBrNSWy7JKihaHAlJVIMUGovqioOq1AksSsk46JUZhYlOaZPdrUEiAaEnM6A3z0g2Pwcwp/9M027NoHwNePJH0d08ZjT1YUfB+fE5BBgHVnLsX5a1fcfc7bFm96tX90yt/hlCw4ALj5XtRrA7vz7Rs+5eY67nO9PAttjTh2ZL1DkHOLHYTOHFIQOWDXXg833tqGux5qQQVHAu7wj9cTSJdxb72YU7Oi9bE1bhJzklAVMlz2mQFWFuhtmjNltKusXUqcPxkWPeyX8HMjNoUFZtnqiFHL0PAKZlh0EOPYIuHqknHv+F+GJZcCQQXwpcKl7xnH568ewZL59TC6SmvlsfWWyFZXoslp0EBbax49c8r3XfGr53xq74Hh3acunXf8AQ4AfstiVIYe2lNoP/+ZXKEHQlRYCQebjmi6Eu07oeV++YCLz99awp0PRuB2xRGDWy+xzesJclnQtOIqg19byokFXmSAm6M6C+S8HWlIeKKYWJSFdciukTLBeaSpi4yP20oKpeiJjDOINNgzQM7rrHCQSwdKOZANoKAkLtswjhuvHkFvd52lv2X8k8wppCtrVSs4Y9FsXPa+s5753r1P7jljxfypfKVxmzJFiS/weyH8ZV9CbesSKX55uWr0Q0HX2lDgWTkhwBUgFGpK4OdbPdx6ZxE/0pk4sf88SzFJFknSiCEkuZX2ciOJYsK3TSutQa9BaGvf8XEG8uSdYW5lyIcGyI/0iyUYE8wQt1EtbjYQ4m2mqujilzqQSkWoVpSAXGfL6HgoxamM7qdXb7A1dEkQ0UpuWoJ0iA0MRHHlFl0RBARKIucqXL5hHJDALXcW8dS2HKq6BgYPeCf2YaGAIEDPnHacecqC2z/0nrd9aeu2V470Wz0yCw4AueIKBMO3DTv5VVcIp/CY9jvpSSXxgCmSIEdhHITv3t+Cjb/fgdsfakGNorT2ScEtEBdt0LQEZkaOUdsEyppEqpiW6P5AtlwYgpsMypJFTWANjKZgpubg543/nsZxbp3BLXxiuU0JkYz7GfUNESfuaCUu28ED0yGUxInbziE28WSx5UmMuTnxlA2CF4Qgv/fPBvGxi8dQFDym3JYRw1ffdVFqzT+2+vRFV9z0rXuG15y6cPoBDgB+18cA4Y857R+vkdsZVZji3swoeMoHDiuB795TxPW3lnBw2EUdIszEgcgAtmXRI9WEx3dzhw6vXWKs+AaLhyMBm2DgtHm44IDMsuQskSFJW6NkcGQkOjTDN3ezc7CnrDS7U5qSkEFtUvTEAHkk/YEDFukYFb1vxbVwbTwrKz8BPRkgV1HSRBAIuFJhdluAL/6vEfzmJYdRFFGQuJQIF/9hgG80cNLsNvzJtf+jVir4Y3909cajgeqRUxTdvMIpAOSTor7+3GD0rgJUhSUSK8ABXnjVxb2PFPDFb5cwNOokyyGTsACeZc31sYR380mlnlAm1ntiWhLHr1vKSVOLbR1PWeQJLHQ2B5/YlKfAa6skZJ5T/JymKdrzqekJEichKRVRE7CnglXQU2+TrjMOCCVCxqEi3qEIAqHaQmCqigx/WikBIQJIbTtl9ARFmP2PhkJnKcAfXzWKvKdw3yMF7Dzghh/MSR4zxbyPjRedNX7e6iVPOuKo7DCAo7TgAEBuFxQVbhBtl36NcqsqQlRDcDsK5AGPP+fjkze144ZbSug/zMGt3exZ8SXZ4E5c7yqm7WZNE5ZXqYEu0mCPsUrImHimowNDXKdXSrMpSsqjoyYHtAFu4zoL9BZVSU5S+liG5U5bdqta7QQeT2MyKoVxHHHMClsAK7bkjkFXdLaQUm5o9RsKncUAf3r1KL5xwxDO6asiLkmrJESthtWnLa188iPv+1rB92/o7mo/8QAHAOG0yvrwvTfCW/Rl4S+pOW4A8oB//4WPz36jDf/6eB7Vmq4VKJBtrdm2YFQl+nAeQkeYC+6tnGBxKL2KhA1mZOje+rUZXdHAsyeg5mFzYBxpUxMfV9ZAia1t3IUlAcRARjwBBdKAju9tyIKRs0dTGPC1fjJ4uRTgnDxLSoxjWFSkqmjKIh2oAMh7Eu9bV8GXf2cU554egbweoG9ZT23Vkp4v33LHIze2txUnjBacrB01RdHNc0dr5M67GbVFtb2/HPjC9/5JijsfbsWWHdF6lI6mIzw5oQnYwSw30tGButwam3qaqolASgO3J4lkARaIeHkW9yYyBkqMZhZQZVt2u9uRNK4p8IM8qUGrIfxcrIoQWziWAEexCsHxfZiTB8wZBAoLCEVffkg1WMwLVFjDRCUDTKsrMuwMARlSk4iWhLRFxnRFh9sKEdZIUXUJESicf3oFf3WdxA8f9HHPY3PlosUnfWHR/I6/ePXgYG2q312zdrR2x2iv7Pouujvzp9z/6Ctbf+O6x5zDFRElKSSu9RjQmMiSixg7Wg6MebeAkV/JSx/rBaRSWrhgFEbYx6z9KKZcHwsHDZnn42sp6SMoWnqRknuIsD4g8X22TZQwtvgzCHOQClY/MV7gy9g2FyXQ58wV8cxzZiFVc9tcbZqV3uO1JOOaNmYZEDJyABJPtg68IxZ4l0jJQXRtENFaieERwk+f/3Cwd7jvjLx36Nkrf/2yY8bmMVEU3Q4Hfci1r3tB5c6++pL3v0tSTj/3LUBPCG6KwZ14KS1w68RgaCvOV2NIB1alqsIyRcSgJFoL4dadnyfjVGIdJuElU7EehtTHD8CeSCb9uAPHfCdKnVdZXBu8Cq1JZeIqtnG1Wn4/nuOZlJuI41gkU1pSEYmO6RXVEiKcMBmo5qA86wNyw9tPubpvxTkvXHD24uMBzeMD8FUr1uLhJ0ZrH7rogm/ni/nfW75wfsinOMc2wJ3BuTXvJm69kyCqdDWqdJUqG7zIAnYGfTHc8fwYMl5hfFxLLLQ6HmuzeLjKPGcBGja35rw9DfasiSmXEe2CQaY0aZWeYCG4aZCT4frnCRWBVAhoIRpBy++1dV307Xef8VJtxbI1x+UrPC4AB4B3rzsNz+3aF/zJtb++6xO/cdHonLldaZDbrzHnDn9AHdudI5tusDV0DJDryzPCYqHBmubkNhbtARCeInPA6EuaRQ7qzSxlZZKWTk9jHkjWJ5EBmQXPcNcb1wCJE2gClUTaE07oein2RFRb4MSSG0WFYFtykWnJk1gWBYhuiNKlo075yl2qtjsQ+bOPFyyPH8ABoKOtBQNDI/d9+OJ3XPPp37p4YF53V5iKoelKnKxgcm4gAbcXWWXOs/nKw0myhUlNmqoqWbTEsOCUstq8HwdrMw/mUdvsZt7LCY4lVEZb9aQYkP40hlpi0BXt/rcpC4wBEq/WxqTFxBmkPwdPWGZWWYrkmgx1xVBrpIKibojyRwao+N5rpBy8DyJdfu1Y2jGrKLz1dHcAAPYfHL7tE5dvcCW8L33z+/88e+/B4WiNeNtyayXETFxwhUpp3zFN0Tw8g2sDNphVCtRxHw5gND/eFOTRMYL5ximwT4B+1ey0PtHslXUzykYYr2SUk1AUPpWSZGWtuuhkCRWd16qMMp8kui8SJUR/BgkFikoqh0qJgCAJSECSSJSU6DqloommNwuidPlBp3TxZ5Ws3eb6y44nHAEcZwuu27zZZVSq1e9c+WvvuP7Cd/QdbBGcczsGuB1i0YGIVnHTVpxPKi16wnl5ptUWKpOWmMfM2BN+3NS/rbUxwSamaC5ls0um3my6YvNrwLTQ7BpTC7cq0xrRhyxSkJ2X9nvwiSgvJJRyGKV5erLCG5+QsvJwSsBrPetgvuOi60lVv+N4ndMBxYlLtRxL+7OvfAli7uqnCvn8wcMVtf7AwdGCdLwYReZk0gS3XQHW9lg229dUxREwaItoup9Ig3yuG8t7cV9iAVsU94mfIJEsGD5ZiC0aEMWnxNvJqz0wgUSPT+n3dp/4nB6g7NU4Hg1hYwBT+kmW6sPeA+ZTypynhKPLjMBJ7sWfp+EDSJurBkRu+YCTX3ydrD73Hbf1/OmC4fQBHAAee+BH6Dvv157u6Gx7xXPFew/0j/jkhJVfXaR1bhEBPasCrJMCszLX1yGuJ6d5ua17kwa3Bf4QyGSAXtggFXybnRN6n5+bBOA2kEUa2Bq8ycSaUuebxdEYTytjTsJAHV9P0ZyGGMBV3DcGNfMUg12fQNzqD0SufUKjAfgty0Ydf+k1QYAfFOdeM9ED8JjbtFAU4w1cIcudbbeftqrnt9952vwKarVwQikScMd8GxpQyqIi6chA/cGzJpP6i024eHrSmPJoxhyaTMBoeCgTSLC32fvy95+sGZ5Ly41p0BIk1MGgJHrXilkxtXBkTixN1z4ZtCS5P69HHkmLVlxKnJUfTy5hqisRvRFUhcivrChv6W+7ufbbFdxjcsNPpU2rBQeAzf92Jy7c8Ctq3dKObcM1PCc895IDB4dd3yFTKUFiqTU3j8EubB1cpa0z81o2s948LlxYljTpY1OIxGupqYs+xp8EKWsdW/kpUBSY+4BtvRk1yDoeXWDSFQCgiPZw603G/UGmimRX89Itk6ogOcjP8auIokEjA+RLSyu5woKPHqqv/L9BfTSYteiq6Ybf9AMcAH724I/R9baL1cIzl21rqTW2t3jig68dHPYcAhxBjJao+Me2ubWxIgNsupHub2xb/WKQiTS40wNH9zU5d/JUYGAWWWDOBnizfzH4kHwO2P0Y+PRiTrqfjmnPAqrxdCIynzY2+G0AR9ekJFICUjycXagAQCp4LcvHXL/3Y52LltzlVHbLrt5PnAjonRiAA8Dmh+/C6tMvxH9s2fncmasWvkSEDf2Do3mCgiMoE9y2t9IGctoy2xk9CYhNoDOwksm1+f1szi3YdhrsxAbOUQAc9rGMfqCmljwFVEax0pabDIDGnDv6jytExsBjv6e+wlSpbJCHwPeLi4a9Qu9VtbEXb68eLqCjt+mCDMe9nTCAA8DjP70TGy+7Aj2zO545aW7nvhWL5qzvHxxtGT00DpdbT0TBQbCtscoGeJNXewDYFMEYHCINKsHUkxRFYXQmmYhmW3Dz3tQE0Ehb6pg2MPDF11Kqf0w30PyeBigpoy8bCOH9lAl8di2fg9ggVyqA63Witeucfr9lwbWOW/wBRAu6l544cJuf6wS3/QeG4OfcK35wz3/c/Hc/fHj26/0j8D0n5t36izeACmVQE4Em1htZtMTi3k3UE6O/IGM7tvLxU4HLjMTOkQF6wZ4AyX3MpwrfT46rDIlTsQGpTNXI2E6iCInCRXz5mqZJX14JGElkYWxQWB+2DGR6fVQV8f2wJpXnl9HR8/6Dpdnv+QOl6n+f86dH556sTbuK0qzN626HEPT3v/mh866/8sPvPjhnVglBow5SMrFCxj+zUlU8ALL6WpaFP/YNKwgwS5Sc4310FzAVBfzeQPYzXPc5QhOSlaFjnM9SSWKr2cS1b2ftWH3jKEKY/ZK6LOnyErGzKPrEulxz0Agg3HZ0zPvgwbbu915PJGYM3MBxdtUfaWtvK2JweOzbl37gnEYh53z1H378aMf+V/sRyDCnUK/HYvDlzEe5SoOT7QMWWLM4rD0oMpGc9UjmzfKlTwXcWf56yu4Td43c8bqbBq0eTMo4Fpae0IkPCgDpAp6kIwpVVFIiclbpfYTrVFLcNypmFd+HvacCpHKQL8xBZ8+GwbbZ664jyO85XuuJAVOTNqMAB4COcguq1dptv7Jh9cDOl/cvrdcXffmHP3nScx2C74oIhGZMCQ+N1fbL/ge+zwBtcFp9nv1QKcuuj2eAPG6KX6T7TM1083gSSt3P7EOIMnK0zVbJdpipow1D+AfFwGbnY8BHbxG/Kr3wSRTHxfdBYdK7jj/Rlj3m9OEC3q2z3ll3HPd/l7vP3UVuy/2Ok8NMtxkHOAD4fk5uemrHfZ+98gO5h/5zx1hVurf89GdbqFGtCGOVM1g0hDLAm/WKZIIkMvoYwLUma/G1sIGdXGRQnilD22wxyLW1tkGfdQ0YSNmOtrYRTpNoQQAqSifTqWsaxLF1BxnXhpeq+DNq2hQOunBRKc/Ly/Lss1Su9ZRPui1nfHdsdG+tPOvkEw+kjDZjHNxua85cgU3bX60tWDDnttP6evvOP3vFHy7rnYNGowGo7CRjbb2zeDiQHgy8mVSjyfIjYKC3+8X3PBo4pxv/fNyzmZVMDFjBVuw60ytp92HJyvyeGrS8KCd7j+xMfAUpA3iFHuRLp/5hS9vivpZS922u2vWGATfwBrHgum0492QAGL/5G3ftuGDdKTc/u72Ym9VRvOH5F/Y4tVoNwqEkLoS57206AaSBzo+ljlPGYLAojfk0yG4Kxw73ye4R0xVKb1NEWbTlTxKRI54d/X36OCH9pNBWHDpc1vpUEgqQEo6XQ2t5eVAozrmp2N5788jQa8H87pXTAYtjaidUB59qe+if78Da8z6oPveZyx+5/+4f+ASs7R8Ycuu1GpSUKamNTxaNaDvbnR4dI4A5dyJZzwhysp0sSaSg3SeRHZs5dKbm6Ik/sz3xzXhyGcFQbNtQf6x7pd4HejtjqRZjK6FcUiqAXOTynZiz4O3V+cs+9JWunvM+97tXvV8tWPE/Zxo2me34PF+nqfUPjEDKAET0xa3Pvnju337/PnF4rHLuqwcG3JznwBHmqmepiSghW3vmr1zrtgZDOjaFUtck/VmYLPh1ZPTLGpz2Nte+iWvbuk8z7Zui7Qw9PNG4WSyPkU0PmGug8qekhFIN5AudDc8rPN676hLZ1rn0cQVc7xDB88szDZWm7Q0NcN7++jv3wM+5pcHhQ996dtvuy1755X5xeGwcrusY2rcBlPiHpTS4uWNHgD0BbDc+ZdzDtOQ2wO3zkwGcMj8b76NMxxUHLSEq64AYvE2dPgz8yXVNAB6hQ8kGvFwBpfIcWWpffIebK12pZH10Sd/GmYbElNqbBuAA8IvnX0SxJT/rxZf3ferhRzef+nr/0MYtz+xCLufAdUQa4JyiZARmGdZa2IC1z9tueXub1UFpQkuEdZ/mTxX7CWSu48m9kcT3syy1ANs2j9s1VTjAlZKAqqPctRz5fPvdc09a/Uxref5fBvXx10udS2caClNubyqA6/bCrj1oL7f2PrF529eeenrHxic3P4P+wRF4bgR0Sorm8HBXnvRg8GfKAnca4KlALWFaZwIZLn/O02EDHOY8wQZ6GuwqE/QcwJQJfmVYedOa84JBIcBDwbuBnF/G7Hl96OxeeXdbV9+1jfro7nLHSTP90x9xe1MCHAD27n8dnucte277i6cfOnT4U5u3bFv/xM+3Y3BwFMWCE1afFZb1NABFGSCys21MupICNJEVw9LMcjcHuBHtaHPxqQCcwO5tgdygL7r0nRmHQgQIR4WJ3qKKXL6EclcfurpXPZrLtfxl5+zFT0tZ35krzJ7pn/yo2htKJjySNn/eLADYqZTaCeCZWq0+77RTT/6brU9vW7Zp81an0agDsYsmahZP55NT1sXsT1qhiM5QooWndHN+3DIdxi7TArUmTfwwO6cXPYilwPgW4RXGMcXuCe040t7OxNOZuG4orCsICSlczF+4Nuieu3zn2Li6av7it+8HsGOy6l1v9Pbm/vSs7d47gCAIel96aff8vO/eef+//L+2l3f/sjg4fBhEFFl0guNkRA0ya2wOADMP0rT8GZKhMclMknsFu7eIdMxmk0wzPj2DY3NKY002da6kENlWXHNu1wkpiVQKjteKjs6ew0tXrR8h1C6d1d2zl8jZ7eTmzPRPelzaWwbgACClBBGJ4ZHR8rPP7Vonpfzbp36xo/HU0zs6B/oHSo6I1gwC4ETJzzEgObiB2FLbfWzZzwC7oGyaAgbiCOBZtCSbmmRNIlm4LHsKcYnPHgBQEkRAzgP8HKG9ozzaPmvlQOfsFa4g8fHO7iX/6edbh5WC1J/xrdDeMK764/LHCAEikkNDo4OLFvY80NHetuKbf3fH0s988iM3bXjX2mcX9MzdMntWudJWakEQBOHjWanY8sWNMkZ+xMnTkYwJuji9sK/VLXMVNcBIOLYrTRkVqCZp2rsplYKUKvobA7heCxyvXGlt696yYPGaZ089+yM3PbP5jqX5QmlFuWPeA/Xq6CARvaXADbzFLHhW2/7Cy/A8lx546DGUW3NOua31luGR8RXbd7503v79rzm1agWARL1ehxACIirZZCsqRgnkLHpiyIXRxBKm6kL2vjUnSEuWtrSpYsseruGlzCcAAKkkgkDCdV34OYFC3kd7Z3fQOav3MYiWHfXa4at9txIsXfV2yKCh2rt6Z/onmtb2lge43foHhpDP+x0HDrz+p3f/5MHc7pf3BB3lltVSqrP2vXoQwyOHQETI59yQUwvAIREt+mY6a4xBgHAAJO71LIqSfN0TOXt0WbRM51RUH9yJ6AgQeSPRABHg5ooolroAiM0Oxn4+Z+5JTt8Z764VS53/p9GoDRaLb1yv43S0/3IAt9u/PfwoiLC+Uqm9d2hk9NKR0bGVlbFx7HpxFxqNBg4dHgeUhOMQPNeB5zlRaprJpUOwp/l34iVNvmqtanCvJXHrjbQFT84FYb6jUPB9ByTycFwXixctRj5fgHBbtuf84p3k5P4VUI+eufq8mf6KZ7T9lwe4bv0DgwDwvlqtvrS/f0De8aMfy87OzsVt5Y4/2LdvL/K+i/37X8PoyBBcJ0Sh47iWNSerdooZn5KkiYVsOnkiaFlRpUANKARBA1CA6wCdHWV0dHWD0MD8+T14vX/o5uGhwZfeteESUWrrECS8XYB6oFTqmOmv9A3R/hvgTdrefQfg+3773r371z/3/LPIeU49ny98mggXEgFBo4GfP7UFo6OH4Djh1+g6AkHQwHilCqUU/JwDzwlzFR0R6tDVephl4zqEQCp4LsH3ABBBODnkfZdFRCoUW1tx8smng8iF4wCeKx4cHx//qqDAW7Z8FTpnzX20Xq8NtZbenI6Y6W5vWkfPdLf5Pd0AMATgXgDYt28/ANomZTAHBFmv17HjhZ2oVCpwnJA0N+r1+po1Z984MDh8cbVar7e2uMh5wHhFIe+HqD00JqEA5HMC49UAOU+gmCcIx/XcXOtPtj+/9UY/n/PCOG+FYksrli0/GY6TAxGE6zqvAXipa9ZbQ6ee7vbfFvw4tk2bngARzXnllX3l8UpVlYoufA84NA4U8uFXPXo4rBqQ9wljlQA5z0ExDzhujtrau4eVwmtr154z03/KW6b9f0vs9hk1tdVCAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTA3VDE3OjA5OjQ0KzAwOjAwL4zDlAAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0wN1QxNzowOTo0NCswMDowMF7ReygAAAA5dEVYdFNvZnR3YXJlAG1hdHBsb3RsaWIgdmVyc2lvbiAyLjIuNSwgaHR0cDovL21hdHBsb3RsaWIub3JnL0jPKKMAAAAASUVORK5CYII=', 'weight': 3}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 8361330
    {'hecke_orbit_code': 343647715759, 'n': 1, 'trace_an': 2982}
  • id: 8361331
    {'hecke_orbit_code': 343647715759, 'n': 2, 'trace_an': -43}
  • id: 8361332
    {'hecke_orbit_code': 343647715759, 'n': 3, 'trace_an': -41}
  • id: 8361333
    {'hecke_orbit_code': 343647715759, 'n': 4, 'trace_an': -187}
  • id: 8361334
    {'hecke_orbit_code': 343647715759, 'n': 5, 'trace_an': -41}
  • id: 8361335
    {'hecke_orbit_code': 343647715759, 'n': 6, 'trace_an': -33}
  • id: 8361336
    {'hecke_orbit_code': 343647715759, 'n': 7, 'trace_an': -43}
  • id: 8361337
    {'hecke_orbit_code': 343647715759, 'n': 8, 'trace_an': -37}
  • id: 8361338
    {'hecke_orbit_code': 343647715759, 'n': 9, 'trace_an': -252}
  • id: 8361339
    {'hecke_orbit_code': 343647715759, 'n': 10, 'trace_an': -23}
  • id: 8361340
    {'hecke_orbit_code': 343647715759, 'n': 11, 'trace_an': 187}
  • id: 8361341
    {'hecke_orbit_code': 343647715759, 'n': 12, 'trace_an': 19}
  • id: 8361342
    {'hecke_orbit_code': 343647715759, 'n': 13, 'trace_an': -43}
  • id: 8361343
    {'hecke_orbit_code': 343647715759, 'n': 14, 'trace_an': -43}
  • id: 8361344
    {'hecke_orbit_code': 343647715759, 'n': 15, 'trace_an': -71}
  • id: 8361345
    {'hecke_orbit_code': 343647715759, 'n': 16, 'trace_an': -359}
  • id: 8361346
    {'hecke_orbit_code': 343647715759, 'n': 17, 'trace_an': -43}
  • id: 8361347
    {'hecke_orbit_code': 343647715759, 'n': 18, 'trace_an': -93}
  • id: 8361348
    {'hecke_orbit_code': 343647715759, 'n': 19, 'trace_an': -55}
  • id: 8361349
    {'hecke_orbit_code': 343647715759, 'n': 20, 'trace_an': 9}
  • id: 8361350
    {'hecke_orbit_code': 343647715759, 'n': 21, 'trace_an': -172}
  • id: 8361351
    {'hecke_orbit_code': 343647715759, 'n': 22, 'trace_an': -47}
  • id: 8361352
    {'hecke_orbit_code': 343647715759, 'n': 23, 'trace_an': 45}
  • id: 8361353
    {'hecke_orbit_code': 343647715759, 'n': 24, 'trace_an': 17}
  • id: 8361354
    {'hecke_orbit_code': 343647715759, 'n': 25, 'trace_an': -436}
  • id: 8361355
    {'hecke_orbit_code': 343647715759, 'n': 26, 'trace_an': 0}
  • id: 8361356
    {'hecke_orbit_code': 343647715759, 'n': 27, 'trace_an': 37}
  • id: 8361357
    {'hecke_orbit_code': 343647715759, 'n': 28, 'trace_an': -43}
  • id: 8361358
    {'hecke_orbit_code': 343647715759, 'n': 29, 'trace_an': -93}
  • id: 8361359
    {'hecke_orbit_code': 343647715759, 'n': 30, 'trace_an': -911}
  • id: 8361360
    {'hecke_orbit_code': 343647715759, 'n': 31, 'trace_an': -43}
  • id: 8361361
    {'hecke_orbit_code': 343647715759, 'n': 32, 'trace_an': 181}
  • id: 8361362
    {'hecke_orbit_code': 343647715759, 'n': 33, 'trace_an': 733}
  • id: 8361363
    {'hecke_orbit_code': 343647715759, 'n': 34, 'trace_an': -43}
  • id: 8361364
    {'hecke_orbit_code': 343647715759, 'n': 35, 'trace_an': -43}
  • id: 8361365
    {'hecke_orbit_code': 343647715759, 'n': 36, 'trace_an': -521}
  • id: 8361366
    {'hecke_orbit_code': 343647715759, 'n': 37, 'trace_an': -43}
  • id: 8361367
    {'hecke_orbit_code': 343647715759, 'n': 38, 'trace_an': 691}
  • id: 8361368
    {'hecke_orbit_code': 343647715759, 'n': 39, 'trace_an': -43}
  • id: 8361369
    {'hecke_orbit_code': 343647715759, 'n': 40, 'trace_an': 199}
  • id: 8361370
    {'hecke_orbit_code': 343647715759, 'n': 41, 'trace_an': 456}
  • id: 8361371
    {'hecke_orbit_code': 343647715759, 'n': 42, 'trace_an': -43}
  • id: 8361372
    {'hecke_orbit_code': 343647715759, 'n': 43, 'trace_an': -43}
  • id: 8361373
    {'hecke_orbit_code': 343647715759, 'n': 44, 'trace_an': -161}
  • id: 8361374
    {'hecke_orbit_code': 343647715759, 'n': 45, 'trace_an': -3}
  • id: 8361375
    {'hecke_orbit_code': 343647715759, 'n': 46, 'trace_an': -279}
  • id: 8361376
    {'hecke_orbit_code': 343647715759, 'n': 47, 'trace_an': -43}
  • id: 8361377
    {'hecke_orbit_code': 343647715759, 'n': 48, 'trace_an': 271}
  • id: 8361378
    {'hecke_orbit_code': 343647715759, 'n': 49, 'trace_an': 362}
  • id: 8361379
    {'hecke_orbit_code': 343647715759, 'n': 50, 'trace_an': -21}
  • id: 8361380
    {'hecke_orbit_code': 343647715759, 'n': 51, 'trace_an': -43}
  • id: 8361381
    {'hecke_orbit_code': 343647715759, 'n': 52, 'trace_an': -2107}
  • id: 8361382
    {'hecke_orbit_code': 343647715759, 'n': 53, 'trace_an': 53}
  • id: 8361383
    {'hecke_orbit_code': 343647715759, 'n': 54, 'trace_an': -2864}
  • id: 8361384
    {'hecke_orbit_code': 343647715759, 'n': 55, 'trace_an': 111}
  • id: 8361385
    {'hecke_orbit_code': 343647715759, 'n': 56, 'trace_an': -1978}
  • id: 8361386
    {'hecke_orbit_code': 343647715759, 'n': 57, 'trace_an': 11}
  • id: 8361387
    {'hecke_orbit_code': 343647715759, 'n': 58, 'trace_an': -349}
  • id: 8361388
    {'hecke_orbit_code': 343647715759, 'n': 59, 'trace_an': 59}
  • id: 8361389
    {'hecke_orbit_code': 343647715759, 'n': 60, 'trace_an': 29}
  • id: 8361390
    {'hecke_orbit_code': 343647715759, 'n': 61, 'trace_an': -1433}
  • id: 8361391
    {'hecke_orbit_code': 343647715759, 'n': 62, 'trace_an': -43}
  • id: 8361392
    {'hecke_orbit_code': 343647715759, 'n': 63, 'trace_an': -2451}
  • id: 8361393
    {'hecke_orbit_code': 343647715759, 'n': 64, 'trace_an': -801}
  • id: 8361394
    {'hecke_orbit_code': 343647715759, 'n': 65, 'trace_an': -43}
  • id: 8361395
    {'hecke_orbit_code': 343647715759, 'n': 66, 'trace_an': -253}
  • id: 8361396
    {'hecke_orbit_code': 343647715759, 'n': 67, 'trace_an': 3053}
  • id: 8361397
    {'hecke_orbit_code': 343647715759, 'n': 68, 'trace_an': -43}
  • id: 8361398
    {'hecke_orbit_code': 343647715759, 'n': 69, 'trace_an': 25}
  • id: 8361399
    {'hecke_orbit_code': 343647715759, 'n': 70, 'trace_an': -1978}
  • id: 8361400
    {'hecke_orbit_code': 343647715759, 'n': 71, 'trace_an': 2021}
  • id: 8361401
    {'hecke_orbit_code': 343647715759, 'n': 72, 'trace_an': -63}
  • id: 8361402
    {'hecke_orbit_code': 343647715759, 'n': 73, 'trace_an': -43}
  • id: 8361403
    {'hecke_orbit_code': 343647715759, 'n': 74, 'trace_an': -43}
  • id: 8361404
    {'hecke_orbit_code': 343647715759, 'n': 75, 'trace_an': -401}
  • id: 8361405
    {'hecke_orbit_code': 343647715759, 'n': 76, 'trace_an': -225}
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  • id: 8361500
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  • id: 8361511
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  • id: 8361512
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  • id: 8361513
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  • id: 8361514
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  • id: 8361515
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  • id: 8361516
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  • id: 8361521
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  • id: 8361522
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