Embedded newform data - 2175.4.a.k.1.1

Formats: - HTML - YAML - JSON - 2025-01-21T04:01:05.597097

• 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': 34800, 'analytic_conductor': 128.32915426248584, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1], [5, 1], [29, -1]], 'atkin_lehner_string': '++-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [2175, 1, [1451, 2002, 901], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 6, 'field_disc': 966908799406120, 'field_disc_factorization': [[2, 3], [5, 1], [17, 1], [1097, 1], [1296193897, 1]], 'field_poly': [-2588, -82, 692, 27, -49, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-2588, 82, 692, -27, -49, 1, 1]], [7, [-16555808, 4689056, 4072, -31972, -364, 47, 1]]], 'hecke_orbit': 11, 'hecke_orbit_code': 45035996340815999, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 4, 'hecke_ring_index_factorization': [[2, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '2175.4.a.k', 'level': 2175, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 29], 'level_radical': 435, 'minimal_twist': '435.4.a.h', 'prim_orbit_index': 1, 'qexp_display': 'q-\\beta _{1}q^{2}-3q^{3}+(8+\\beta _{1}+\\beta _{2})q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '2175.4.a', 'trace_display': [-1, -18, 0, -47], 'trace_hash': 609311786836216488, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.484', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '84.468', 'prec': 20}, {'__RealLiteral__': 0, 'data': '5.615', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2042.027', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [6, -1, -18, 51, 0, 3, -47, -51, 54, 0, 81, -153, -169, -30, 0, 131, 1, -9, 116, 0, 141, -90, 52, 153, 0, 294, -162, -344, 174, 0, 340, -499, -243, 920, 0, 459, -332, 378, 507, 0, -616, 90, -334, -52, 0, -158, 85, -393, 879, 0, -3, -2220, 850, 27, 0, -624, -348, -29, -758, 0, -36, 152, -423, 1795, 0, 270, -939, 186, -156, 0, -1388, -459, -1708, -814, 0, 566, -2585, -882, 1250, 0, 486, -1372, 748, 1032, 0, -800, -522, -536, 1099, 0, 539, -1698, -1020, -4542, 0, 1497, 22, 1433, 729, 0, 737, -2760, -5128, 3920, 0, -874, -3938, -1377, 459, 0, 996, 932, 1441, -1134, 0, 1479, -1521, 148, 323, 0, 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• 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

  
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-0.23368089174005086, -0.3599708212171609, -0.22215949902586613, -0.2368055059468545, -0.29780332363946127, -0.30056584211463316, -0.15645639090480407, -0.19806763539949662, -0.22764734551112237, -0.2552028014851094, -0.19487565843678462, -0.15322530492961528, -0.2365627256307552, -0.33669727452872966, -0.30865668876993163, -0.33192281224120496, -0.14280186236330275, -0.3340515515107703, -0.17250113071578974, -0.2687829649170709, -0.14017821185272566, -0.22169504928883152, -0.31736762005070074, -0.3300751691059069, -0.3322375446819724, -0.2166899604258804, -0.17895750309180644, -0.22405730681259908, -0.37126900764769893, -0.42395970533518457, -0.25644829452407064, -0.2772467386248034, -0.20437862264380208, -0.41995473020634355, -0.1748695183214362, -0.15797794519186215, -0.3133290970732441, -0.06685011757973278, -0.40203494037310344, -0.23035675693489518, -0.32220290973215177, -0.2533794959177474, -0.314381207849674, -0.3012394046703228, -0.2754272084163062, -0.3340961244236027, -0.08325312355736252, -0.12826434107230708, -0.12829066860601068, -0.3448732130444324, -0.385453879474404, -0.21588122229678972, -0.398327551083107, -0.11948153010816845, -0.30495873504062215, -0.25939276238491044, -0.2135579259187299, -0.21336965210255388, -0.12851739464166237, -0.39967009212072563, -0.18809219841490743, -0.06777840001803286, -0.34172962288073117, -0.1626306858793185, -0.36159681028444574, -0.2200185251633173, -0.23839366574293927, -0.34986301781180656, -0.09386916982654339, -0.24787944006044094, -0.3569638779858041, -0.2303711357876885, -0.24395872578710062, -0.10916901445603662, -0.17532307539056816, -0.30704437590605843, -0.1091937353527177, -0.18472406366836522, -0.29692092765521977, -0.2747418196470525, -0.34542204626927236, -0.31119606427095464, -0.21195283146872562, -0.16702584838651335, -0.11526668904221019, -0.2462506395572433, -0.24669518694360895, -0.2510398114309977, -0.22546126244954925, -0.22007231248314407, -0.19049627476081343, -0.27311948798752, -0.22103834655468513, -0.3131300615044094, -0.2774368814952309, -0.18293115436118762], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': 5.427168122226475, 'hecke_orbit': 11, 'hecke_orbit_code': 45035996340815999, 'label': '2175.4.a.k.1.1', 'level': 2175, 'weight': 4}
• 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

  
  {'ALdims': [35, 26, 33, 39, 28, 37, 37, 31], 'Nk2': 34800, 'analytic_conductor': 128.32915426248584, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [2175, 1, [1451, 2002, 901], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 888, 'dim': 266, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 7], 'hecke_orbit_code': 67111039, 'hecke_orbit_dims': [1, 1, 1, 2, 2, 2, 2, 5, 5, 5, 6, 6, 7, 7, 8, 10, 10, 10, 12, 12, 16, 16, 18, 18, 21, 21, 21, 21], 'label': '2175.4.a', 'level': 2175, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 29], 'level_radical': 435, 'mf_dim': 912, 'mf_new_dim': 266, 'num_forms': 28, 'plus_dim': 148, 'prim_orbit_index': 1, 'relative_dim': 266, 'sturm_bound': 1200, 'trace_bound': 3, 'trace_display': [0, 0, 0, -24], 'traces': [266, 0, 0, 1052, 0, 12, -24, -84, 2394, 0, 40, -48, 44, -60, 0, 4252, 96, 0, -24, 0, -120, -62, -216, 414, 0, 652, 0, 414, 0, 0, -484, 288, 0, 1378, 0, 9468, 56, 1528, -816, 0, -848, -894, -176, 1996, 0, 1012, 792, -480, 12198, 0, 408, 154, -1160, 108, 0, 1392, 780, 116, -1012, 0, -3376, 944, -216, 19842, 0, 744, -1324, -380, -984, 0, -1944, -756, -1132, -1768, 0, 4488, -944, -1554, 924, 0, 21546, 4948, -980, 936, 0, -180, 522, -3304, 1768, 0, 3892, 2876, -2796, 7038, 0, 10764, -92, 2836, 360, 0, -1120, 3360, 4140, 2840, 0, 3132, -3580, -432, -1196, 0, -912, 9858, 1392, 3936, 0, 0, 396, 1680, 19912, 0, 48186, -4020, -732, 2564, 0, -540, 8572, -5200, -4716, 0, 16448, -4854, -1672, -6268, 0, 10380, 2440, 960, 3196, 0, 3456, 400, 7688, 38268, 0, 4784, 1584, -3704, 1240, 0, -836, 23900, 864, -102, 0, -7080, 4056, 19816, 3612, 0, 1968, 0, 7664, -16560, 0, -452, -2384, -12576, 40678, 0, -216, -12052, 9688, -1044, 0, 11916, -2268, 3426, 10092, 0, 692, -1772, 4788, -4360, 0, -1620, -12324, 7996, -1080, 0, -12112, -6696, -2732, 21320, 0, 85790, 13464, -558, -1276, 0, -4584, 1166, 0, -19350, 0, 36808, -1944, -1702, -6912, 0, -5568, 1428, 8832, -1800, 0, 3726, -6808, -1028, -12312, 0, -13440, 7776, 9796, 45948, 0, 2338, 3964, -888, -19856, 0, 1740, -2262, -20452, 5868, 0, 27596, -7212, 19814, -21736, 0, -10144, 14188, 0, -10268, 0, 23400, 1056, 22008, -3180, 0, 37728, 3726, -10000, 59920, 0, 126572, 18812, 20052, 23040, 0, 0, 30250, -6296, 20616, 0, 59840, 1080, -9466, -5040, 0, -18476, 19588, -20496, 41920, 0, -25188, -7604, 48908, -4356, 0, 21476, -696, 4192, -26080, 0, 87474, -2960, 2592, 73938, 0, 3744, -17336, 14016, -42, 0, 31744, 0, 6716, 25768, 0, 24016, 15136, 10416, -5096, 0, 12402, 8456, 77516, 30552, 0, 58064, -1176, -54824, 13640, 0, -4864, -31440, -12264, -4292, 0, -1932, -35652, -14336, 85212, 0, -15944, 456, 43224, -51200, 0, 11728, -31832, 504, -80700, 0, 768, -29748, -204, 15576, 0, -4152, 13752, -21720, 57216, 0, 96752, -18548, 4176, 29492, 0, -7344, -506, -25588, -22320, 0, 97460, -5232, 42216, -32280, 0, 38694, 35740, 16368, 113194, 0, -51828, -6316, 15440, -7632, 0, 40824, -22932, -8484, 105980, 0, -50188, -3712, -8046, 46544, 0, 21852, 8348, -42048, 81420, 0, 12748, -1584, -36492, 19456, 0, -5584, -50396, 6744, 3028, 0, 17964, -4964, -64988, -33804, 0, 50308, 10926, 75688, -29796, 0, -9106, 7704, 11400, 12252, 0, 22332, 48324, 8096, 9108, 0, 36964, -2976, -64952, -13452, 0, -17184, -27308, 7128, -58628, 0, -32244, -216, 8692, -9480, 0, 49968, -4320, 9620, -67076, 0, 27590, 38112, -48, 42736, 0, 109782, 4170, -39512, -5424, 0, -30316, 15396, 160940, -8384, 0, -15184, -84924, 1992, -31380, 0, 40392, -44312, -87564, 3672, 0, -79472, 5160, 16092, 12064, 0, -116660, 52280, 1386, 64672, 0, 19152, 36660, 39080, -71736, 0, 325468, -10440, 25168, 127200, 0, -17136, -14412, 23448, 246234, 0, 972, 33612, -38952, 39204, 0, 94040, 12912, 8700, 77568, 0, 154524, -34592, 12432, -76116, 0, 3528, -20934, 9632, 12528, 0, 21848, 4896, 58364, 17776, 0, 64640, -127436, 7020, 128128, 0, -143784, 53400, -50348, 6372, 0, -14756, 1044, -97836, 218516, 0, 93772, 27032, 18726, 283818, 0, -9108, -19464, 38176, 42936, 0, -106440, -17844, -38626, -46336, 0, 57848, -89100, -16056, 154190, 0, 123150, 11108, 116008, -30384, 0, -3480, 90756, 35776, -96788, 0, -1554, 62472, 8496, -39216, 0, 35688, 57568, -119272, 114990, 0, 68408, -1944, 180656, 96504, 0, -23120, -87236, 35448, -297988, 0, 178578, -84940, -17508, -7080, 0, -73296, 72132, -13584, -6596, 0, 29030, 52252, 40152, 14832, 0, 2340, 42464, 97524, 6696, 0, -105752, 41040, -3724, 75440, 0, 134964, -118676, -11916, 134236, 0, -27576, 117796, 189172, -4872, 0, -146856, -3420, -10684, -314180, 0, -184080, 18208, 14472, -54824, 0, -8856, -8874, -46328, -246168, 0, -156260, 6192, 109960, 61488, 0, -140576, 148048, -76740, -88698, 0, 96444, 32884, 11368, -17496, 0, -47944, -5388, 90436, -153588, 0, -18928, -62872, -6804, -174488, 0, -125472, 63932, 94528, 61302, 0, -572736, -10188, -101714, -22000, 0, -4428, -204696, -54156, -129748, 0, -15912, 10672, -92756, -21168, 0, -87912, -108402, -205880, -59820, 0, 19726, 89728, -34248, -25480, 0, 75492, -107336, -10580, 40392, 0, -308076, 6000, -240228, -43704, 0, -124540, 150788, -8496, -61228, 0, -12528, 124548, -7256, -88056, 0, 46056, -13986, -36084, -205344, 0, -301104, 91416, 4560, 60540, 0, 8316, -76560, 146160, -35760, 0, 140464, -2400, 281708, -227160, 0, 4020, -79456, -75312, -337558, 0, 51906, 35252, 30952, 193914, 0, 41056, -78504, -55880, -307344, 0, -8068, 106016, 44532, -94792, 0, -136008, -76272, 89000, -143628, 0, -308936, -8820, -98110, 184264, 0, -226044, -68292, -49872, -21866, 0, 8424, -9384, -87772, 35688, 0, -60228, -10404, -13372, -612600, 0, -189428, -71424, -64512, -65524, 0, -32472, -23932, 76816, -1620, 0, 124700, 72300, -100190, -19928, 0, 92016, -112032, 4698, 46778, 0, -54744, -70040, -19580, -51648, 0, 444424, -29736, 73200, -390608, 0, -160762, 37824, 105912, -97088, 0, 15912, -172940, -57752, -67608, 0, -72956, -28824, -43800, 179776, 0, 186212, -1160, -42420, -18400, 0, -119298, -89212, -449012, 35028, 0, -296288, -5064, -133748, 400528, 0, -95108, -24664, 25884, -268480, 0, -91176, 92968, -104016, 107802, 0, -323084, -25164, 162192, 360144, 0, 223706, 342788, 81120, -453448, 0, 63342, 1828, -141768, -131352, 0, -117632, 157536, -57664, -131416, 0, -121884, -56164, 85200, -207760, 0, 53112, -36764, 139816, 96876, 0, 63540, -93408, -340872, -13032, 0, 120300, 383112, -828, -63048, 0, -210372, 106692, -345820, 33720, 0, -20968, 25524, 20880, -182412, 0, -193966, 102200, 28032, 90464, 0, 3240, -278258, -99208, -291108, 0, -443084, 141984, -9838, -10788, 0, -105512, -324544, -37836, -85636, 0, -285264, 97672, -94624, -10080, 0, 189752, -167076, -46032, -377228, 0, -591664, -126848, 30240, 201520, 0, -48192, 188288, 35984, -59214, 0, 57860, 37260, -17980, 130788, 0, -262112, -233092, 48888, 59272, 0, 25560, -62584, 77548, -20904, 0, 36120, 3984, 161752, -42916, 0, -464068, -80072, -120252, 30264, 0, -174192, -262300, 42084, 28188, 0, -633764, 7656, -294800, -329792, 0, 532138, -294460, -32220, -336050, 0, -200784, 219556, -139804, 48120, 0, 100112, -3888, 80568, 2200, 0, -41996, -124420, -25764, 397404, 0, -10764, 104072, -41512, 279432, 0, 43848, 101388, -9440, 20048, 0, 223896, 256068, 36036, -398168, 0, 308748, 225152, -313500, -8208, 0], 'weight': 4, '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: 47141352
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 1, 'source_hecke_orbit_code': 45035996340815999, 'source_is_minimal': False, 'source_label': '2175.4.a.k.1.1', 'source_level': 2175, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 1, 'target_hecke_orbit_code': 45035996340815999, 'target_is_minimal': False, 'target_label': '2175.4.a.k.1.1', 'target_level': 2175, 'twist_class_label': '435.4.a.h.1.6', 'twist_class_level': 435, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
  • id: 47141353
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 1, 'source_hecke_orbit_code': 45035996340815999, 'source_is_minimal': False, 'source_label': '2175.4.a.k.1.1', 'source_level': 2175, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 6, 'target_hecke_orbit_code': 31525197458702771, 'target_is_minimal': True, 'target_label': '435.4.a.h.1.6', 'target_level': 435, 'twist_class_label': '435.4.a.h.1.6', 'twist_class_level': 435, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 4}
  • id: 47141354
    {'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 1, 'source_hecke_orbit_code': 45035996340815999, 'source_is_minimal': False, 'source_label': '2175.4.a.k.1.1', 'source_level': 2175, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525197458703641, 'target_is_minimal': False, 'target_label': '1305.4.a.h.1.1', 'target_level': 1305, 'twist_class_label': '435.4.a.h.1.6', 'twist_class_level': 435, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 2473000
    {'charpoly_factorization': [[[-2588, 82, 692, -27, -49, 1, 1], 1]], 'hecke_orbit_code': 45035996340815999, 'p': 2}
  • id: 2473001
    {'charpoly_factorization': [[[3, 1], 6]], 'hecke_orbit_code': 45035996340815999, 'p': 3}
  • id: 2473002
    {'charpoly_factorization': [[[0, 1], 6]], 'hecke_orbit_code': 45035996340815999, 'p': 5}
  • id: 2473003
    {'charpoly_factorization': [[[-16555808, 4689056, 4072, -31972, -364, 47, 1], 1]], 'hecke_orbit_code': 45035996340815999, 'p': 7}
  • id: 2473004
    {'charpoly_factorization': [[[51862040, -2652000, -1616004, 138585, -701, -81, 1], 1]], 'hecke_orbit_code': 45035996340815999, 'p': 11}
  • id: 2473005
    {'charpoly_factorization': [[[158715904, -27767552, -1031008, 147252, 8984, 169, 1], 1]], 'hecke_orbit_code': 45035996340815999, 'p': 13}
  • id: 2473006
    {'charpoly_factorization': [[[-178244224, -6559872, 3666840, 78868, -6842, -1, 1], 1]], 'hecke_orbit_code': 45035996340815999, 'p': 17}
  • id: 2473007
    {'charpoly_factorization': [[[105108863360, -4129304224, 1945248, 1387832, -9252, -116, 1], 1]], 'hecke_orbit_code': 45035996340815999, 'p': 19}
  • id: 2473008
    {'charpoly_factorization': [[[-670601037824, -11709991408, 413170516, 1666910, -48319, -52, 1], 1]], 'hecke_orbit_code': 45035996340815999, 'p': 23}
  • id: 2473009
    {'charpoly_factorization': [[[-29, 1], 6]], 'hecke_orbit_code': 45035996340815999, 'p': 29}
  • id: 2473010
    {'charpoly_factorization': [[[1225416704, -4747911808, -253322816, 5271016, 3104, -340, 1], 1]], 'hecke_orbit_code': 45035996340815999, 'p': 31}
  • id: 2473011
    {'charpoly_factorization': [[[-128139819712, 15445437016, 195887628, -7509358, -11847, 332, 1], 1]], 'hecke_orbit_code': 45035996340815999, 'p': 37}
  • id: 2473012
    {'charpoly_factorization': [[[-4772989110016, 390234302240, -2800061952, -35353730, 21813, 616, 1], 1]], 'hecke_orbit_code': 45035996340815999, 'p': 41}
  • id: 2473013
    {'charpoly_factorization': [[[142035778816, 1498849984, -342087872, -9267812, -46327, 334, 1], 1]], 'hecke_orbit_code': 45035996340815999, 'p': 43}
  • id: 2473014
    {'charpoly_factorization': [[[-11309241395200, -401634282240, 15811474720, 16995516, -315840, -85, 1], 1]], 'hecke_orbit_code': 45035996340815999, 'p': 47}
  • id: 2473015
    {'charpoly_factorization': [[[-89482466320, -1948928208, 595715280, -19576868, 223321, -850, 1], 1]], 'hecke_orbit_code': 45035996340815999, 'p': 53}
  • id: 2473016
    {'charpoly_factorization': [[[452631511470080, 1582571911168, -25979931264, -145028224, -49968, 758, 1], 1]], 'hecke_orbit_code': 45035996340815999, 'p': 59}
  • id: 2473017
    {'charpoly_factorization': [[[-205098218864640, -1508806895616, 19400847360, 20950336, -312592, 36, 1], 1]], 'hecke_orbit_code': 45035996340815999, 'p': 61}
  • id: 2473018
    {'charpoly_factorization': [[[22050939793232192, 138096655964624, 63676993352, -734243528, -721110, 939, 1], 1]], 'hecke_orbit_code': 45035996340815999, 'p': 67}
  • id: 2473019
    {'charpoly_factorization': [[[756565599059968, -27873317675008, 273395904512, -619615072, -490844, 1388, 1], 1]], 'hecke_orbit_code': 45035996340815999, 'p': 71}
  • id: 2473020
    {'charpoly_factorization': [[[43004306977950656, 31632412761224, -584774356692, -1229564186, 54729, 1708, 1], 1]], 'hecke_orbit_code': 45035996340815999, 'p': 73}
  • id: 2473021
    {'charpoly_factorization': [[[2412907030988800, -39914976322560, -21800332304, 676172280, -360648, -1250, 1], 1]], 'hecke_orbit_code': 45035996340815999, 'p': 79}
  • id: 2473022
    {'charpoly_factorization': [[[-11861601235333552, 31425677700488, 774801662848, 604333578, -1667915, -748, 1], 1]], 'hecke_orbit_code': 45035996340815999, 'p': 83}
  • id: 2473023
    {'charpoly_factorization': [[[226457216857600, 24987453240128, 206803244608, 334784180, -738088, -1099, 1], 1]], 'hecke_orbit_code': 45035996340815999, 'p': 89}
  • id: 2473024
    {'charpoly_factorization': [[[7260437023180432, -290491821560576, 1791091445672, -60404584, -2940887, -22, 1], 1]], 'hecke_orbit_code': 45035996340815999, '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': 1, 'hecke_orbit': 11, 'label': '2175.4.a.k', 'level': 2175, 'portrait': 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Jyv0OkbmlVBzRNIYnw/oVlLaPc8Ti5AoD20MVy8OaTTSzi35DDRcNm9OWb7hi71WoCQhjAUtHpVFlseEzWBK13OLXgcOSs4MRdzajnGr/Z4/XVd3nID+HKcQyebnJpXnF9MmF+24D6yZLj2skV+4T2rbJ4Y5+S5Sc4v11hcdVhclay0YlqdmG4/YW4loYvDP/uehr76kqs+rpzZH02SQfuya97yUkPir/T4pgb42lqLuRVDvcKvzs0fvLna+5T8xJflzXc9cch534+FuHKWswt1ltseKy2HlTastBJWWhHLrYS5VTi6LJiZWeOXv3+Z6y+qcXp+knMLdc4tOcwvG+aWYs4sJix0YsYnB7ziii4vvxg8WcVXPvMrFc4vOcytCHoBxLGm4mnqlYSJsRgNnJyLaXdhxwaXejXAGAHCo9vXbN8YsLzmgLFSZK0LQQwGw0orZMusS6evEMogdECz4rJ904C1nuDkOYdEO0w1JY2KwHchjgW9QDK3Ijm/bJhfjfH9AbgxN17a5ebLBDPNKsurTU7P+5xbgvmlmPmVmLMrcHTZcO2lS/yH719l43iTU3OTzC1XWVz1WFqTrLQSVtsRa52E1a7h1LIkcTv8+g+f5di5q+I7Hm/c/5/+3Rv1vov23y9k9PPBoE6l2nipofKij29aDX7gyU+ybec1/PIv/Otf+bPPfO1f/pc/uXPvwsrxnRsnT8mNs13e/IqYOHLRRoGRGAQYCUgEAiEMjjD4Es6tVHjosOKKPStcvG1ArQKuI/Fchec51KuSmivpdV0Onajw5cc9Ti4EtOOIQ6cDNkyt8NZXrHLF3g7XXtzixFLMUk9Q8wccO2dotetcvluyNkg4cELRqDk8dxIu2mwYhAmDxMNxIiYacPC0j3ISXBnjuNAPJNdf3KPfk1yxN6HdTzh5rsGujYp6LWQtMMyO91jttvn4XfDk8YSnjw/YsXmZK/e3mZgMefONHd55i2HPxgZJNM7xs2McPeNyek5zZiHizELC0QXBqbWIl+1b5Je/v8OG8XFOz00yv1xlcc1juSVZbSe0OhFr3YS1nmGlC+d7ksX5iJ2bWrww15FX7FrYuXf64K5wIG4QzkXVRnP8K7/3wU/y+b/4+EsNmQs+vikZ/JOf+QhfeMxRP/GW6BefObD2b2/76nH17MkBZzuGWr3LhmaH3/rHK1y9p8b55QmW1+qstCqstFxW2g6rHVhtJay2Y1Y6MUstOL0qcKoDbrpshe+8JWTXbJ21bpOFlSqLKx5LLcFKS7Pc0qx2NO2+ph0YeoOYqWbE9g0aEPiu4cyCi5A+O2YVuzYbNs/2mF8NeOpwg2suMtSqqzx7ZJJGPSQMXaYmNP0BXLJ9wEfvGmf/tpggMEyPSaKkT6Pi89yJAVW3zlX7Yp4+FjK/7LFlymfXJti+MUSpiDNL4LkGIQw7NsRMNCSdvk+359Luuay0FStrsNzSrLQSlloJcy1YHiRs39LlO1+9xE0XO1TcJueXmiytVlhac1huC9ZamrVOxGonYa1rWO7C+Y5kfi3hhn3ned8/WWS87lH368wtTXLi/Cxzne1JosZ+5ad+bOw/3Ht3L7nlNe95qaGz7vFNBfAjh1+gUqlUz507t/3+Rx5+t4nO/sf5uTVOnlOcXUo43xKcbQtW+hHX7lngt35smSt311hYnWB5tcZqp8JK22W17bDahlZHs9aJWe3ErLQN8y3Bua4B0eUdr2zx5us1uzdVCMMaq60Ka12PVkex2hV0eoJBYAhjQ5KAkgbfhapvGG8aZicjHHfA0fMhzxzx0XGdW28Icdw1Hjswxs5N8MWHY155uc9Cq0/FUcRJxOQExJGL48YsL9d4xdVtvvhAg12b4NHDAS413ni9JhZ9njmacPxMBUd6bJhwmKgLqr7A8wRKQKwhjAyDEDo9w1pX0+lp1nqa5a6hnyTs2NrjzS9v8Y6bQ9ANltfGWFipspyRQQvWOgmtbsxaCu7VHpxrKxbbMdfum+d9P7bA5Tt9VjvjLK81mF+uc2quwqGTAVu3TXDJ3i3/rjl57Se2btt0KggG/f37vnmC0G8agM+fO8zs7Ix36NCRHzxw6Mjv3f31x8X5hZ6sVQRRrFlpa1Y6hpWeZKEnmetGXL93gV9/7zJX762wtDbO0lqdtbbPWsdjteOw1hG0OoZWN2GtE9Pqala7hoWO4HxLMzHe41uu7XDjxTE7NiiaVZd2p4LvSkARxhKtBdpAbwAIzURjwOGzBm1C7ny0TtCrsneLx01X9Ij0Gvc8Ps5VF7kcnuvSWm3y8it6fOUxnw2ThgMnDT/x9jYHTvhsmJR8+XHFTZcoVnptjp2e5Kp9Ifc80ycOatx4qceebQP6cZc7HlOQCI6ecWjWHBwBvb5EG0GiDVEMSI3jaVpdQ70RsW1TwM2X9PiWa2Km6hXmV8ZYXquy2rbnZrUtaHWh1YlpdWNa3YRWz57fuY5gqRNzw/5FfuW9i1y522dpdYy1Tp21ToXlls9yyyWMoOJpukFVb9h6hdmxY8+Pb9+x58OrK0vhlVd8c4D8mwLg8yux7Pa7b33woU/svWSTet8dX33WXWkJ+oEmCO2z07fPdg/W+pKFvuRcK+bGSxb41fcucs0ej7X2GIurDVrdCmsdj7WuQ6ujaPWg0zW0ezHtbkK3r2n1DItdwWIXoiTgyov6bJxM6PYMb3p5wM6NmjiRONIQRnD3UxVOLVTYNBHz7NEK6BoXb1VcvV/jV3o8drjH4lKdy3bWaY6v8sDTLtddVGG5t8bqapONGw0PH1B872u7PHLAYeusy1K3xerKJFdf0uOBZxMmq+NctrfLQqvFw8+PU3XqXLvfsG/7AGSXp44LZicj5hcj7nnKZRAppIREG3ZuCvmWl4d0uorNE5qrL4IwrLHSqrHS8lnrurR7ilZX0u5Cu5fQ7iZ0egntnraauy852xa0+gE37Vvk//nhVa65yGd+ZZxWp0q7W6HVc2l1XNp9xSAQdvXoJiythuzYd0102f7gZ95667uPOG7j80J4+qXG1kueyRwMesRx//sfe/Tx337s8WOTZucKjVqDKJYIIZEiQSBINBgDGA1CI6VBSodHXtjAz3/Q4e03rfBdr11h15aQueUmvlel6nvUfJd61aFTlTT6LmN1h94godtP2BBo+oGhM/BZWaxw5rQhjDVn52J83wACTxkcKej1bYVf3HN42U7Bns2G7Vt6BEmH2x9RHDwywRuu8bn6klU+crvBEzV2bunx9AOKLeOK6WaPiqoSRi4LHahXHLZuEDx5MOTqfVVuuWqJP7qtj+c2eP0NBtfv8dWHQ774UJ3nj1fZvbnGzk0JMxMhu6YjLt+ZoJTGUQYw1HyfmXGfMHLp9DyePezSHTj0+oruQNLtQ3dg6Pbsd+/0E7p9Q7tvWOvDYk8xv2qojbX4yVsX+Qc3BVyxu8b5pSatbpVOz6fdc+n0HHqBZBBYV6kfGPqhIYzhsccfcbdNjf/2s888tbLnomv/Rafb+6NGvfZ/LsCDoI8Q/PCpow/96uFn754MWz2On63TrAs8FxItyIweg72QAokUBiUNjkzwpOTpwzM88UKdw+cWePvNXW6+dMB4o8lKq0a9XaHZ9+j2HDrpxe4PHHqBwyAwDEJNGBmiyBAn9hnGHkaDVALXEVQ8wXhDMNGAjdOarRt6TE+0+NJjcO8TLlKP8YZrXF52cYf7no8IB01uepmg1e+zsFznxn2a6fEeVcdnECsW2xFKC162z6HWCHj8UIVXXT3Gy6/s8PghBWaMay71+KG3rPCVJ0O+/EidA6cqbJ9RbJysMtGoMdaAqg+uY1AStIEDxwVJIohiQRhDEGG/Y5DQDzSDQNMbaHqBptuHdgCLXclCBwI94HVXrfDWm1t8z+s1cdxkbqlOu1uh0/Po9F26fUV3oOj2Jb0BpfOnUUqwfcbh+LEOzx+6c/LlN0W/8aY3vMrpdnsfrL+EIH/JAG7MIhD80OLpe3518dQ9szONgMpenzgBhKHigUAghUAIBUIgBCipkVIjFTjK4CpN1RUs9ap87K6tfPWJNq+8fI33vG6Ny3d1mRqvsbxWo9P36fXdFNjKPkNBEEmiWBDHdqk3abWokgbHgYoHtapmshGxZbZHTJfDZyM+fk+FY6frjPtVrrvU4cYr2jz8Qos7H2xyw0UVtm/q8dG7BEr4NBsRa90AbUAJmGn2aHc8dFzlra9c4GNfrLFnvsKbb+gRRsvc88wUUVLh+ktnefN1bS7a1uKrj/d4+nSNp457bJ2UTDYFNV/gufYmlAKEMGgDWhuiOL1ZI0MQWSAOQuiH0BkIVgPBSgeEM+Cq/Wu851vWeOWlCVPNKqvtGq2OZe1u364E3b6iN5D0BpJ+AL3AMAg0QZgQhpokMax1BMstWG0v8+zxO2fPrfGrb33jq8wLp9p/uG978/8MgH/wQ3/M1482+Ze/cu8PXLz97Ptef+kD09PNiCSeoN2FfqgII0kYCZS0FXVCCISQKOmgZIKUIl2eNa4yeI6h6ghWB4rl1gSfvLvOQ892uenKNd7z+jWu2tNiKqkSxz69QYVu36UfOISRIoolcSJJtEAbgcAghcH3NLVKjO+FeG7A2eWA2x6VHDnjcfzMBEr77NnkcckuxTUXt1H+Is8cbbBlvMZlu2HjzCor7SaXb5HE2vClR3yCnmS8HvPG6wd8/p6IU3MN9u91Ob824LljLts2THDlrkXue7rDA88JgtDj4l2TXLzN5+KtHY6eX+HIWXjkYI3Dx+rUHIHvSOq+oeKClDaoMsberHECYQxhIugGgvZA0I4g1DHaDLj2ojbv+ZY2r7w8YdOkz2AwxnKrQqfr0x149PoO3YGiP1D0AkFvIBmksmQQJgwCTRglBKF1m8LYEITQ6ktOLbWZ/9Tts5fveP59t1w5ERvz/o/c8cUmt37rd//9Bfif//mn+fPPP8ytr7vyex54/NTv/OYdx8ZfePUaP/YWw4YpB9eppeBTDEKFowxKSZQUKCVwlEKpDNwJriPwXI3nGnzXUPMSxiuCTuCy2p7g0/c2ueupARsmerz71S0u3jZg0O9y2S7Dto2KIHJJEkWiJSYDt9S4TsLJecPxOcFaX/O5+2qcXZrAhC4TFcXmKYcdGx12b4HL9rTRcon3f77OysoYN1zscNmeFl99SiBil9kJSb0W04s8pJFgJMrxaA0E8yuCS02NV1/T4f7Hq2ye9rjhskn+0VuW+PAXOzxyqE534LK81mDX5ir7N/W4fl+Hb39Vh3MrK3zuPp/lns/J8y5nz3q4SiClTXRpY0g0RNqQxJqJqYgrLu0RBBEXbwt416sDZscUkw2fKKpwfrFCr+/RC1x6A4d+oOgNFP1A0g8E/UAwCLArQZDkwf8gNASRTlcJ6AaC+a4kcCK+9cZDTJpT01+979rf6Zs90aR/+E8/+9k/5+1v//a/fwB/5Ouf5LpXbBO+G33H8RPnPzBona3VHZePfXWSd91ylt0bHJJEWmmgXBzHWEBLg5LSlo0qgZO9OgLXSfAcgedoKq6hGhlqoWGskjBRFfRCSSesc/xMnV//00nQMSKOueaKHrs2hsQxaKMxxiZxpBBIJXBcj0OnPA4cqVCvODQ8yXRNMDMlmZ102Dyj2LEpYf+ONRKxzO9+psnJU+PcsM/l4p0J/bjDg8/4jFddpsYM442QWtVKIa0lrYFipWtYbiW0ulVecdkajx7ocfCUYrxZ4fpLx3nvW5f5r5+Fx4/U6fYNax2H+ZUmG6drzE4M2DE14F9/R49mrcXTx+HQaYnrGpQyCKEBY/9nII5h58aEmy6PSSKXKPYxpsYgdJlb8ugHdkUbhCqXb/1QpC6JlSRBaFk7A3YQagaRIQgMgxTcvVDQCgRzXbhoa5vveW3E0upGnj0wPy78ygeWJ3bFxxZmPvn7H/yY+bEf/q6/PwD/+F9+iC8d0SpInnjHhL/8EVfPVfZsczm+FLFwXuC6IdVKj0bNQQjLokq5ONLgSMvkVm9LXEekzK0IXEkQavwwIYgM1UgTRJowNDRjLLPEEMaCQSQJEp8oqXDwSJ2nDkJiDBbaVhu7Ejxlaz4aPly2CZpVGKtLJhqKqXGH2UnYvjFg08wakVnhdz8zxtFjY1y9W7F7q2TP1lW+9lzM/PIY1+ySTDQ1Fa+PL32MEsSJRBhDnISsdivML7tcfXGVl+3rcN/jFTZMCGqVBlfv0/zkO5b5nc9qnjvbYK2rWesoFlcdpsfrTDSrTDTHaNYiZuoRO64O8d0Y14lRKkEKG0wY7E0VRYqFRYcoVkSxIowUQZS+hpIgkgShZBBKglDYADUUBKGxgI4sqMNI25+luj77e/0I2oFgOZR0oxAR23EXS2uSk+cFZ+cP15rTwUcuubirv+PbnM9sue0Dydve8t6/+wD/6V/7BI8+W1dBuPiuO+ZP/dE/uObpyo1XTBFGim3b1vjAFwIMMRV/QNV3MdhgSUmrsR3l4DrKPl2DG0o8V9iL4AoCz2r2INREkSGME+uKxKVnAnFiSBJNoq07ozU5uG3wCo4E1wXfEVR8Qc2X1GuKsZpkYkwwOxmzY2OPRn2Nz9wfcs8zk6wtNbliu2LHJpeLtg1IxBpfeqRG3XWYmVA0agOeOYrtuN9m6AWKKy+KuGKPYe58wuKqR39Q49brOnz96T6HzyrqVYnvNbl8t+Y//MAydz/X5/N3T7PcNuyYTVhtOYw3FWN1l0bNpV41VHyN72l8J8FRliRk2nFrDDZhpQWxlsSJII4FUSwJY2H7QiPrvISRIIwMYQhBlBBGKahT4ghiYzV3ZBhEMIgsuLuRYDWQrEUGogAlI04sDPjIHX0OHK0QJoL4+POV194488eDte3/8I3Xz35q8fgHkpldf7sg/1sH+FQllr1g6bseP3T+vz/87LnK0gK85w3nkEJww6Vd7n3G5fYHXPZtDhhr9JASpLAa23GsHnYdB9d18EPFwLVME7iS0BOEkbAXJ1JEMYSRtA5CXNh+caJJEusuJCZ1SlK3RAiBlKCklT2eI/A9ScWX1KuCZs0w3tBsmAyYmegQmzU++XXJh784xWylwhXbBds3uezcrNmxaZXPPGhYWalw8UbFRBMatYj5E5KFVR9vFwSRYGZMMj4Oh48bVtuauaUKF+2s8NprOtx2b4WpBvieh5LjXL5H8CNvXsCVC/zlfRM8f7bChnbE7HjMWF3RqCpqVUnVd/A98F1SeWeQAqQogRx7YycakkQQJ6RAhyixXnYUJZYUotQ+jTVhrAkjCKLUlcksyEjQjwSdSNCKBO1Ik/QHjFW6vPmmHi+cNjx+ZECluoaH5r23LnPz3rMVPVAfODNXd8D/MyzP/N0E+Mc++TmSRP/AV7/+7G+dO3W6WXFrfPQrG3nwQAuXCEdWeOGcpNvVaLPGT7yzz3gjxvdqtLtJGki6uI6LFyaEroMXWmkSRjaVbhlHWCZKWSmOIUogSayToLUNuLQ2WQ9nCm4LcBvAClzHAqTiQ62iaVRjxhsxM+N9pifWuP9gyB/fWeXQ8XF2jrns2QhbN3ps3QD7t7fpxW0ePtCkqlxmJhTjDRhvBEyMxXielV/GQD/wWGlHrPUMrW7MwqrH9o0NXn7xAnc+0uPQ2SY1P8JVHkKMsWeL4vtev8S1+xf44zsbPPzsOMtdh9lmzHgtplaRVCsK3xX4rsR1bayiFKl9aFFusD2sWpMDPU50urql1mKsiRNNGBviiNwdCWOb0Q1jGMSWVHqRoB0LOjEM+jE67jNVa/Pj71zhX313l3ZXcsnOeYSUCK3YvckjjCaZP3e+GYux3/WaV3qP3H/bh6+/+W+vtvxvDeArqy2kkj/8sY9/9leXFs5ObRwT+K5mqefz3LEN9OOEJDEgY9ARv/VxnwNHW3zbq7rcclWHDdMhnXaVfuDjuTG+5xKEDr5n7b0M4FEkCWO77EZx6mknpNYfKXNLtKEAt01SpswNjrIJE881VDxNtRLTqMRMNAM2TbeZb/X4vc+5fOnRSVZW6+ydEWyfFWyZ9dg6K9i1eYDjrfGxexyOna6zb4NkoiEZqydIGXB20eA7EinAGEEYOeyYbfMICe2eYrVtmF+psm9rhW9/dYtPfdXjxLyP60QI4aJNnSiWXLNrlR3f3eZLj/f46JcmeexEnS0Tgul6Qr2SUPEEvivwXBurOAobOEuR12QY7E2mDdZpSSzgM5DHiZV0FuwQJrbWJcySR7GgH0MnlnRi6IeapBewdbrNLVev8bZburzpugTfqeA0XG64WJHEikHgs9Sqsdaustr2WesuTG3e0Xvfja98mxr0Oh+s1P52asr/VgAeh2soV/2jRx968FfPnX5hdrwhEcKA0ChpEzOdUNFLoB87BNqnFVb42Neq3P10l6svbvPdr+/x5htaTI379Ac+/cDDd13C2CWMnDxQimNFlEjiWBIlgjiWJIkg0aLQ2lqQqxJjmVsKUMq6Dq7SeK7G9xKqfkyjGjA93qUf9fnqM4aPf22Mh58dZ8JzuXyLYdOkZMOUx+YZydYNIbu3rPL0iT6f+/oMY8phZkzQrAuatYhWL+GLD1ZoeAYhLLD6gcNbbwr4wkO2JqbV1SysOmydbfD2m7s8fLDDgcMedT9GSWFBrmsMQqv1v++1LfZtWuBjd7d54PlxTq1W2dgUjFUMNU9TcTSeC44SKEkq++z3zsqPdCrVtC5WuDgFuiUIiBJBlKTATgSDWNCLBd0EG/OEIfVqj7e/YYXvfn2bq/clbJh0GAwatDoucXqtwshlELh0Bz7tnsdqx2W5pTj3xKHZbnT/r9508yv1/GL7Qxtm/uaTQX+jAF9ZXeOZoz0OnVbfL/t3/mZ34WtTU3VYG/PQOiLRBoFBCfBVQi0SDBxBPxb0lEvfczjT9jn3UI2HnunyqSs6vOu1fd5404DJcY8w8AlilzByiSI3dwTiRBEnacImKQCuTcrcuqgpE8LkGVFHGRxH47kJvhdR9UMa1T4Jfb7yuORP7xrn2eNjiMhn54Rh07hhelwxM+mxcVqyeSZi+8Y2pxc7/P7n68RBla1bBeMNh2YdmrUI4Ya0+3XGGwYhBMZAFEsmfUWsYzqRR6eXsNpWnF2scunuBj/6bWu87898Ti7WcVSU3hgOcVxhEEo2Tvlcs7fNFbu7PHfyLB//WpU7HxvnXKtK3Vc0PKi7NgHmKnCkTecLMVxdp7GlPdrYwDsxECe27idKBGFik0T9RNBPoB8b4jhGRwFTlT63vm6Nd7+uwysvjxirOoRxndWWrYeJYococohih0HoMAhdun2Xds+h3bPVjIdPLfLVx780246D33z3W2+KjTn+P3q9Cer1iW9OgK+2e1y8q/q2u+559L9++ra7mq+/+jyzUxs4t+TgubamI0nsMilT18KPDRUlqCWCXiLoKZ9e7LIQVPjLh+rc82yP67/c5Z++s8Ml29vMjiuaNYcw8ghjlzh2cpAnGcC1RBuJMVYSmDygtAGsUsY6NE6M78W4KqTdj1hsR/znz1Q4vjDB4wfGMdpjqiqYnTZMjwmmmoqpcZcNU5KNUzFbZnpMja/ypSc0jz0/zhVbBRMNSaMmadY09WqIcAN838Gx1QY2y5hI+oFDfxARa2ErJbuGlbbL3HKTG/d3efmla3zsyxWqKwpHRhaQxiFOPMJI0g9cpscrXLuny7V7uzxyyzlOLkr++M5xFtZqnFn28ZSk7gq8TIZJG3jmRJ5JFSyTx0YQa4i0IEhgEEOoDSQxxBFSBWye6HPFDns9rrskoVl1iOM6rY5PEHnEsZMCXKWBv0MQKQaBQ3+gCAJJGAqCAFa6hkrtHNXB56aOv+D91y07rl01Sedzf5OY/BsD+OEjR9i1bZP6hd/6472PPfFC88jxAQtL49x8iSEIE4QAVwl8LwObLZhylcBNDH5s8BNBTQn6jqDn+PQTl+Wwyp2PjXH/833qfsA/fFOLbVMxOzb3ufGyDo5QqX9u5YrNStpaaWNKzI1BSIMS1jM3xCBjnjsuefSgw20PN3juVIMwrtFwFDNVw2TdMFEz1gdvOkyOOUyNCzZOxmye6bNpZpV7ng14/22zbBp3mGlCs65o1gWNWkzVD7j/BcUgdHDrFlTGCMJYUnEUV+3r89Az47bwqZ+w1nZZWvOZX5rgR988z5mlZR56cgZXAiJCQw6gIJR0+w4TjQrjzTov39fjlit6fPdrFjl4WvOFhys8fLDKC8fqxMIhCBS9SKGETEsfyoFnmhMwmlgbjNa4ImHMC6kQ8fKru+zaNGDrdMR73hhQ9ST1qksY1mh1vJypLeGowmuPFVFkbdxBqAhCGzcZwPcFV+yR3PwywcaxLq3ztzdFdGwvl71XHTt6NNm9Z883D8AffuJRlgax13vmwR982XbxW8eeWWP/Zjtd9cQZqFc1xoBS4DmkOlik3rPBiSGSAlcb/MRQSQQ1J2WRxKWfuPSSCp1Owm9+bAITR2yYGXDp9gFTYzHvem2f7bMhUSRSvS2hxNyk+lNKjZCCT99d5emjdYTjcPJcjbPzNSpVxZgvGK8bmhVNswKNqmCspmg2FBMNh6lxmB6P2TA1YMtsm8Ss8emvN+l361y01dCsKRo1SaOqaVRiXDfkSw9VCHoSd9YOgswkSr2quPX6Pvc+oekGkm4/od1zWOs4zC3XuGRXg3e9ss3jz9U4udJASQ1EqV52iRJFENnETHfg0Op6NKo16tWAS7YOuGH/gNMLLU6cX8NxE5465vCpr9UQSllwi5GxlEYDtiY5ChN2bIh592v7TDcT9u8wbJiCJHYJwgZx7LLadokjRZQ4aRxkwRwnGcClfaYmQBBZzz1JbMDbqBo2Tbv0+1Oc6BtaPUNjqvZbuwb39a67tv7h+fMPhBs23fTNAfBnD55ASH+fHsz93tLpp+XMhEO9YrtNpEwlibBes5v+RutgGJtcUdaHtQkZga8NlcQQJ4JQG8JEEGpBkLgE2iXSsNht8rWnNYaEv3g4QojEXiSTFY6nZon1AhFC2fpypYgjB6kdXEfS8GHXjKHuamq+puZDzRfUq5JG1cqhsYZkoglTYzEzEwGbZzokrPKf/7zCfc/MsmcKJmope9ckjWpMrRpSr/WpVmv4ypYgCGGDXa0hilwGfUE/SOgEiu7ANnS0OorVuseZ+TFecWnAT37HPL/9KYdTaz5CaIyJ0Ikhil3LjIEtY230HeoVj1q1Qs2vUfEjGtWQay4K8dyI6y6Kec/rejgqTpNAOg38yyC3K4zWthbfdxXgMQgcllcdW7eTZDFP+oxlHgNFsSSJJVEii8A/dbbCKLVwEyuLELbhOohctBa0e3DsqYfkd050f2/5/Mav99rBs38T2PzfBvidX/oLNm+YrN7/2KF3PPbkATHVUNSqtigqjrX9MthIPfOdbTo+A72N2J3E4GZ2lbZAj7Uh1qmfre3nSEOsBaGWxEaSaIdI+ySp7VV+5FlKAY4Q+c1UqRoqjqGiEnwXfAcqnqHqC6qepFaV1CqOBXhdMN7QTDZjpsYDZie7bJ5d5v23aT565wa2jSumG5pmXdGoKeo1qFUTGtWI88uao+d9Kp69mSGr9BMMQoddGzUbpwe0Bx79gUlZXLLWcWhUKzRq47zndQscOz/HBz63BUc6GDSJTuy5iB2CUNEPbVFUryKpDRyqvkvVT2h1bIzhuYlNmLkJjrSNElLadL5In7Z0RQAiBbmgpdMqS23jmiSRaK1SC9Z+jhNRCvBF6mbZ/87mJKwTk5UkZ0GsNhAaMFoSJTZxNDXmcezwC2JtTb5DevuOfvrTn+2/851vf2kB/sTxFe/oubmf21if/7ldG4UMY0WSgJQqtexMnkHUiS1FzfxnJUElAicHdZp80NaTTbKsm7bln3maPa2Us16uyAOlsuYG0kyevZEcqXFkVkNu4wHXMdY3dgQVX1LxJFVfUa0oGlVJo2YYqyeMN2ImmwHTEz22b1jm4RcCPnb3ZiYqPhsammZNWHBXJfWKpl6JadQCHj4ETx2ssXfGpDd2kTbvB4rr9hsu2t7nkWfH6QWG/iCh23dSkLvUKlWqlXG+81UrPPXCAg8d2AhGoXViy2FjQxyZvJ6kHzjUBoZqRVHxNL7n4nsJvqNxnATXseUPSmm7BYu01wNh3a2MForg3JYQ68yR0pn9WrJiM2BrYcGbgt5mSrOchH1vk28pwBNIjM1TZCUVSQJPHEikc3zuF7/7Hwy8vTucXwHClwzgnU4gu73eL/2PP/39f7Fr63Fv64YxVtuC3kCgQkEoRZ5AUNqQZCc1fa+UseBOLHBjbewX1yIHtNb2ROgU5DrNxGXJCmMMpcz70IqbpaqLGyrNWCpKRVs2++d7ioqvqPqCWlXQqBqatYSxesx4I2BqrM/mmVUeOtTnl/5oA6fOjLN7WjNeg2ZVUa8q6hWoVxKqlQjPHdAaGJRUuMogZXFkiRbpku7RrEb0Yp23f/UGCZ2epFVV1Do+Fb/Bzo0R/+EHW/z7j0gePLABg0IbTZJo4iROU+m2xLjvS6qBouJJfM/gewrf0baOJ21xU8o6SVIaVCpThDDDDbppat+kJGLSWpYkBXyii1d7/SRJYlfXJAN4qSQgf81LBYqa9Ti2jRP9QLPWSTizdMp79fXmZ1521T924+AH/p3j1/7a6fy/NsCNWcKY1q+0zn/pn12782hlopEQJyFRJPP6apstFGiZAdYCO9EGrdLPOVMb3CT9s/Qk6NyjBaON7SJPS0DLT0YAnsruNLC0EsXWlFu7zElb0VxH4nt2AFDFtyMZqr6hXtE0agnNWsRYI2Sy2WfzzBoPHezx7z88zaFTk+yYtA5Loyqp16Rl76qhVkmoVSKiJORPvtxAKoUrrfefM7jJlnWX73vDKnc8FtIJfXopwLt9RaeraPkOFc/Hd5vs3xbzH39omV/4sOCBZzegjSTRNq0exbbQLAg1QcWWu/q+oOIKfM9mNj3H5BlbR2mkst54tqLmAC9SnkBKIthcQiavLOBZl0yzJAW6BO4CzKXXbDXOSwRsMVdvYMdWrPUd/uvHFysHFu/559/3zteL0/Ptn9+24a+XBPprA/zeh0+gjX75B//00WpdLfE93wKe5yGln6e/MxZNJMhEoLQgSYGt0xTx0GeVSpk0u5a1X1mgC1tHkYE6O/Ejx5UBPKvByDJ5GXs7TlZ3InFdaes3PEHFtzNPan5CvWrB3ayHjDf7zIy3ePhgj1/60CTPnZxm64Rgql6SJhWHesXWr1QrMVU/xHUDzi5P4CqBkjq15YogM0kkcazYNGGI44h2VLGdMoGmP0joDCTVnqLiuXhuBdcZ4+KtMf/xHy3yb/4QHnp+lkRLC/DEEMVJyuSawNdUQsnAU7kEc11wHdLSY2lXT0keC4n09QIYt3KFNCmEyJNDFtQj7/UIqLNVOMlWYArZqovygOwm6ccavzHgW29eYt/GQVUE217O/8aM8r8WwB+478vs3erUfvE3P+sdOxLR7m/g8GnBt17vUvNkagnaUFkIUBq0KqrYtBZoaVINZr+sdjIwl2WISQukSnIkY+4XOTYpiiIqKe0KkoFbSZk2SmTyBCou+J6mWjFUfaufa9WIZi1kvN5neqLFY4cH/MIHJ3jm5AybxxUzdc1YVdCoSGoVRa0qqFbszWFT/SEPHRB0Bx4VRXqT2XORNSHYIMyhXlHceFmHh59r0ovSLvUgoddXdHyF7yk810v18ziXbNP82nsX+Nk/gAcOzBJpSaR12ixd9GAGnsT3tGVvt6ijd1T2JJUphYyTaZb3QiDPkkKmBHDrn5PKl2K1LRdzZUVuegTcOr22SWI9eCGg6kuu3A233mzYNDVBbyB47rEveXHtTbXbbru995a3vOlvH+Cd1ePUxzeP33f3F35/5wbzqrivGIQS15EsLrvMTEhcJ2UFx6BKd3cGdF2uyVYiB/QQa5cArXNgF03BpNo7vxjC+qtCpuBOi4xUDnBQacWg64DngudqKl5aYOUnVFN50agGjDX6TDTaPHkk4Bc+OMFTJ2bZOO4wU9OMVaFeEdSr1jGq5eydUPFjGrUB9zzlsdaqMDFRpMkzwOhUp0aJYnZK8bqXdbnnUW27aEJdArmk4koqroPreDhOFSk1l2wz/Op7F/jZPzA8cGiWSDtEaQWgLXu1TO5HMq8u9ByJ46RFWFKgnOzckB9fdhNmUkVkVWkUCaHRpy69al16zVfegq1zsko/Z++za1irSKbHPc7OV1hcNnT7hn4cv2rL9uN/+Na3vf3Hnj1wfO3yS3b97QJ8bm4etbjys52VY99Vc1bZvsknCG0QVfVFOq8krUPONafBWbeUpScnlR9JLkPI2fsbMneK9Cwjl2tvmVXQFbo7k0yOwtZnOAbXtY3FFU9T8RKqlZhaJaJeCWjUBkyOtXj8hYCf+4Npnjy2gdlxl9lawljNpOBO2bsiqfqW/St+TM0PiXVAJ/QRSuJmDJ5rcJEyXeoTRy51b2DLBcIKExnIBwk9zzK470lbE+9kG9AaLt9peN+PzfPT/13zwMENRNohSARholMWF1Qije8aPNe29Tlp3OEoWyJsWwHtebIyRZRWQHtW8xuzHOuMgDsnoRIxlcFtr7O5AIEVFZ5SCLQ2tHuaaE4hpSAMNQtLC6x0j33XRRc9czQMo3/zt8rgq8tnGJ/cvOOLf/lHV6wszzHWsNt3RLG917PWMluHnPm+Jf1mROlLZp+H7/7ihIkSUxRZycLqNgVrl4PKbLlNa11UGkw5jsFVFtieY/LqwYqbpLo5oloJmGj2GKt3eOhAzM+/f5onjm1gZsxhppowVjE0UnBXK9ZOzMBd9RMqXkyzHnLghOHux+t4UuIqnQZxhY7MlvIoUcTa4dXXROzd3eXoqSozNRiExj6DhN4gZWFH4Thu2qNqvevLdsCv/cgS/+YPNF9/boZBVCVIJGFsqKU13L6LBbmTrV46722VKslXOCVFCeCiBHLW6ZUC5GYY4KWVNgO4yYBuGJKbeflyXidkSIx10vqDBLD24SASnD8/x6OPPnbFj/3ID+04dvzMyd27tv7NA7y9dh7PH9957sSD/6npL76t73RxlYOXzqzWmWuS6rh19cepf128z5i69IW1KJiBEZdknVuSMvcouIVBqswWTAcEqZS1HYPnaFxX47sa34upeDEVP6RWCZgc67Ha6XHvs/Brf7qRp49MM52Ce7xqaFQF9YrIvXLrvGjL3p4FeNUPCJOEQb9CRdmbTAoxfE4yqy2RxLFjtbwTEISGfiRKANd4XoLnOriuTJuw3RzgCLhyl+DXfmyV3/yzmAcOTnGu1WRQl4wnhkZsqKQTB3w3rftxMifF5OydSZUM4PnxpgddxnlJIdqrm1+rUbBfANDfIJ4SAkRskAhIG0OyuvTVdoeDx5beduddDyS33PSyf37i5LkTO3ds/htm8PAA2lRviHuPv0OEzzI5VrMtTWlKNgNt/siYe4SRh4CeLtcm/W9Hv3QZ4NkpLqvCPDNKOVgyeRmAypuVTdr+pvHy8lgLbt9LwT3ZZXG1z6/+SY3PPTjDUneCmTHJTCUFd8Xq7loaWFZ9Sc03KYNb7V3xQyDkric9ViOPKZ+heuxMsmXfPUls80PTd3jt1T0eOhTSiXzG0sbeQajxAlur7jkW4I4yKOkipE3QYODibZLf/qdtvvBQn1/50AbOLE3QH3cY9wSNWFOLwY/s6GVP2YFGbhZoSpEHwdlrOVAv35hC5L0i+fXJwV5yuDJSy8Ce6/QR6UnqjJVr9cHkzRhZXXoYKe568DBec/Ydxq39SafbP/E3yuBJ3EGq+kW95dt/SgQPMNFMGIRBWi0miRJVuCOmyITpkrzIvFNd/px9eV3IkSy5kH/hIcck093kzJKlmzMXQGUAV8YWcqXZOzft7/TcBM+NqXgRvhfRqPZxnB73PJXwh19sctt9s4S6yWxTMF2xssRagJlPrtKnSJm7zN4RjhNw//Pj9EKHTbXseEYZPItFJFGsqLiKl1/SJ9YW4P1I2JEMqbc9CLQNDp10Nkxq74k0uW4QTI8Lvus1XRr+OT70xT73Pj/FXFSlV5E0Y0PdMRbkThqHKJPGJSYFeXYORVE7LkkZtYhxyo9cqqRfKgN9uTzjQsFoIT31yOeidLdckx7Fgk7k8udffY4rLr/op37wna96Yq3dPTzerP/vAzzoHmfuxO047sTmsHvolihco17zcV2TAjyrx85qsdOKvjzFS6nxIAO+WMfspqy5cyCIC6Yos6aFQppkWTlbMagk+eSrjLldZWsxfDfC8yIqbkitNsDzevzpnQ6//j9mObo4ietX2NgQTPoJTd9Q96GedthXfZvtrKQJIVu/kqQrgZUnS+2EbujhKYUnTR5gZsdvKFauJK3jCGOXqjtg43iftV6DfiTSsQw2VnDdJLX5VGp3KgvwocDVVj6+7ZVdrrt0kV/74wEf/dIMK3Gdnu9SdyVNx9bg+A54irwZwsmSPunKJ3OpUiSAhjT5iCgfDUBHJWY5oFznvJQ/a/JkUaxts4VtkRP0E8VgucujT7xwS1XqzfNLrcPPHDjFFZds/98DeBglTG5+zc7OylPv7649ykQtoOKHhJHDIPAIQttGNgTyJJtdnYFdl5I1Yh275wDPTpYRF/S5BaZgkzT7JssAlyadXVhm7qw7P8ZzrCTxvQDf7XNiPuYDX6jz2a9PcWx+gmbNZbICE35Cwzdp6j0Dt0zBLfOkUCXV3r5nb5xmPeAz9zscPlmlooTNGGYOCgXKC6lmdXgUO1y8A95yXYc/vH2Kbs2hGdmBOn6Yxg1K4zgynexFCeRuiVLtqrB9WvLz39vjil1n+IPbJjk2N8ZKXKXnOtSVoJYC3ZPG3jipy5Svftl5zexDrD4vAG7W++QlNs+l5gVBPgLqPDua1SIJIm1b5HpZQ3NoMEmElAlffeQ5Xnvzxe//rre94k2LK+3/qVT5hgDvD0Iqvssddz+y9Uv3HNjzpXvbfNe3SK67aMBUY8BFWxUVv0o/8NI2MltSGesym8sczDmzm4J1ipMihuTIUOFUqU5CiALY9jWtb0nBbV2TjL0TXCe2nTtOjO8HeE5AJwn5vU96fOgLGzm7PI5WVSbHFJOeYczT1FLmruXpe5nWqaTSJPXOc3B7NnsZRCGHz/h0Q58JP3VxsqRTxoCZ7DKlmpTIoVl32LU1RPkDOmGDvieoRnYGiZePz7ASxclcD6FeJHhVzIz1+NG39XjHq+f40BfafODTUyz16/SdChVHUXMEVWUbTby020dJkWY3SVdDc0EmhwvIlVGHpfyzIVCLEXCnRVcpsKO0Ra4TQy/SKDPg0u0tZpsDrr4o5m2vGLB926Y9MpFbL7v4phNah0jp/fUAPje/wMRYfaZRcT95330H3YXVrfz6n2riwYCdG9f4jZ9Y5PXXtFCqyiDwiZSbF8DbmX9FFVpesGPEOlmSBY8vxtx5IafIwJ5ZZWX2TqvkVGIB7tixE54bUfFCPDekNQi5/2nJn97Z5NNfn2KQNPA8jylPMO5p6p6h5htqXgHuii/xfYmfShObGEqdiRTgnmszn8fPG+59rEYYufh1sy7AzB5FPsASQBgpXNfhddd1+NhXuhw6U6dfsaMZAtfgxeBGGjfU+axGKyNkMdyHAjyJlsRaUvMdNoz3+env7HHJ9oCP3tng0QNjLPbrDJSH6zpUHEFVgi9TGzWzV6Wx+QTB0JMRoJfZu8zoOWkxLFmGEkKm6AWNtCBM2xa7iSGKIpyow+uuW+E3f3yNbbMu/V6dbn+WudNH3drkrZ/sdtsvi8PO4l+bwacmJ+ShFw7fcPfd94xN1yOUkCx1JYtugyPzFX7mD1z+8bct8J2v69KoJfQHFVSsiaQi0SqtH5YFqPMgVJQkScbcwww+VPhje3Tsyc1Tyjov97S62+CoxAJcJbkccZyIVjfivmcFf3R7kzsfH2Ol1UBWKzSqinHX0PQ0NddQ8wxVj5S1LXNXfUnFU1Q8QcUjrdDTKbg1vmv1t3ICXjgDZ1sVm1hJ9e1w4qSon7HBVFagJAlDhw1NwUXb+jxzKqYXufmAHS/Egk8lqUTJEjUgRzpzspsnsyGjxNaHv/t1fd54/SpffaLDR77U5NEDTZY7NVrSo+s5eErgSYEvsT2c0u5Sp0RxkyqRlv2OAHykZ+KCTF6Ot5ISo8dG2B5QDf1EMEg0OgwYr7V5z7cu8aNvCdg+3WBpuUmra/dhWlxxWX7k/rHLrpQ3bNm293a+wfCgbwjw1ZU5v+qZ/95Zm6tPjzt22ZcaXxlc6fDCuSl++r9IJppn+c7X9NAeabeIkwJcrQO4KTcDM5rAGaGFIWlihgr0rSzR+bxwJROUTPAyN0NGLHZi7nnM4Yv3NfjcvWMstOuISgW34dJ0YMy1nTxVl1R2QNUT6VOmJaep7vYEfsbeGcCdGM+LqXghxkTc9bjPyfNVpicFrtSpjhVFo28JBWao3FTRD1x2bBC87uoen30wpBu59CNBxTV4sWXxIDKlVUrlfjVCDskU+5RFo4K2fnvVD3j3a/p8y3XL/MXXO3zhvhr3PN1goVWjLzz6noPjKhwhcKXAlRJXmFRqGRSiJA2H7cOyRz4K8FySUAA8Mba0NjLYbi1jhxCRDHCSLt92wzK/8eNdBt1x5pfHWOvYmSorbZelNUVv4Vx9x97kv585c+4SoP+/DPB+kBCGwfc8/9wz41IMaNYdBAlSJihpMCahnzis6Tq/8ccTbJ9d4OYr+4iBQQptAa5SgKflswV7FwC3sqRwt7PTU9RDkINaZMydzi4UKcAdJ8FzIiqViEGQcOgsnDin+PiXx7j90SYLq3VwKzhNl5qSNFxDw9FUXUPVhYprwV1x7UxCW2YqS0+R/rlJQa5zkHuubU87ek7zzHEfXDdd5k0pRT9kQQwt13ntdGLHOV++K+DSrV0Onq3RrwhqscCPDIEitfZ0yt6Zm5JZkIVWyX321IrUWqXTB1wGoUu1GvADtwa89cY17nisyye+UuPEuQoHz9YI13xi32HgOEglbTofcNLXjMlz2UIR/GcUVU42565RtroYQWwgwTolFuwaozUkISLsc/NVLX76+9rEQZVWt0arU8s30Frr2IaQhZUOR44cpF6rfiOOfnGAt1otEYXRTz702AvjRtuaCymsFytlTJRAPYA15XD0uM8jhxxuua6HjiVCaJS2MkXnXe6yxC6UwJ2dkSIut1gweUBpT2DWgaLt6AeZ4Pt2kmqcJMwtw5e/5nD0TJW7H65ydrXK0XN18H1UzaHiKOqOoe5o6yK4Bt+xg+N9lxTE2VOmT5UCnFRzp+B2E3zXsre9sUKOL8KBEzVcOWwP5hKFoh48dxUyJ0WnfY2xy6U7+lw02+PZYzG92KURCQIHvNgQRKQMLnIdLqQcYnIo2W/lOu1E5n2UUeISuB7Nasj3vSHglVe0Obva5q5HPI6d9rnj8RrnliskfRctHSJPIaS0K0XalS9JM56QyxYuxORl/Z2zuUmTQal3rGP7NCEiCnn5xX327tCEbYcgdGl1fZbWfFbaDt2+3RvIUZLe6pHpV73iu39qbeXc+8YnN18wfHtRgN9/75dJkoTO2jxVH5qepJpW0NWrivYgpt1LSAYByATHFQhH46gQKRIS7aByYMtUnmSyJEvrQR5gFgtbKWIvWDuXIirB9ROixHDstOCZY4ovP1zj2eMezx+v0g58gtAH10M1XXwlqCmoOZpqyQf2naxOIyubtXXhfipLPE/heTK9AUyhvd0kHbpvdX7FizA6ZH5FEhgfx5F40uCUbLYRAs9BnpjhfscwdhE4zEyGSDWgG7n0HGGdjqgoGHOUHspAyizzBZDlHBAYXdi1SWkwkpuofPxEL/DYOBGyfUPENbsD+mGff3i8xbMnPL78UIVnjlc4dqpCFCvwFUYqEJJElrJBOX1fIBNUzm4ZSJsLKRrENZg4fSaQxCSR/fNGNSBsDDh4QnJqzqE7MIShIU6b2U+cXqvfd/+j3yWlfN//EoMffPpO2u2ueua5E2LTTBospU2zWtt+yx3bBrz+Fef4+lMB9z2h7OCYSOJUY6ROcEwMWhBHCpNKlDz3ZvKwcehkCGFDMCFt3QhCI6QhCg29gWX0E2ckf3anTy9SPPl8hSOnfZa6HkHigeOBclFNhScFVQU1Zago7DgzlRYeKcvanits0qMMblfipbLE98D3SF0TmzJ3HY3nxmlGNKJaCVlYTfjyAw1aHZ+JMYEjdVFVKS/gOGTXW5cCQi0JAsX0lOKNNw6449E+p1p1+q60MsUBNza4UeZZpx67TKxdSHnWicx/hzZO6XdYoHuJInEUsWvHPkSRa61UN6LuRbzy8piXXxLw9lsGvHBa8tQBl36o+OiXaxyfc0FIen2HJFRZ+SbGyQA+YhkNATwLsQuAi9ggdLoJgU5QXgIKen3B7Y8Z7npcEQ8MSRAiZDEZWErodGMSeUTs3r1ffeozX4rf9Y5b/2oAFwKazdrvTdRbV/oiTFkiG3lmqPgJG6d7bN/Y5/u+ZY25juF/3FbjPb84wffeOrBF7IlhZlxz1WUR9YottAGBMGKd4s7ORDacp9UTPPW0w3JbUq1IHj7g8vmvVxhEikGkOD/noYVDZFy0cMFxEL6DIyWeElSkoZIC21fGBsVpitpTpFNkLXN7WV9mDm6V9miKnL09V+N5WYFWkrO350UoFfK1JxSffbCB8hxrtw3p7xdn8MwLT5LM8VAMBi5vvanP5+5v89G7xujGFeqpDnczHR5lSRmTdwsJIXOA2V8lS1q/BHBtmTx2LJO7jiJ2HJw4sUBXCUrZQfoTlZib9sfcuD/CiIB3vabHILIZxr/8us8jBzyqvmCprXjqWY92T6YqSVzwCucBQlqrUq9orroqZHrcDmLVieF73zTgxHnFrT8xzdm1Gv1wih1Tkm3jIRVP5PsQSWFrXoJk7cpLL6v/njH86F+JwYNgBc+baJ48+Kn9GyfWVFjr54wghc0QVryY8XofJQ2T44a1Adx+v8/BYz5fusfWBxgNYxMJN1wZ0ajagx/Je60DeNbDudZVPPqMR7ulkI4k0JLAOPY4hGMnCEkHpIOUElcKC2Zp8KXGkxYIngJPFTP6LMhF0fDg2EaArPG4DG7L8GlZrZsxeFJ6xvhOhDEhZ5c8wqCCPybx0rS3SqvyhrKYWUcPwyULeXe6VoSRy0RDsW06xBMD+rFPPxZUHTsEM6shyRJaSpbLW2X+u+zvSIN7rYvsqdZpr2Rp9EOcpHkDlW46EBPFCSqyuQRHJUgZs3VapyuG5pLtA0LTRzqaVkvw6DMOaz2JyhXLcFA9fKVtbXi9Ai+/MmRsQmNshSx13/D8MY8/+GyDhWUPVVcs9m2AW3NNOgLPStg4MbSCSJ1Z7O3/qfe+vbm0ttaeHh//xgA/fXYFIdvvO3zsqdfsnjiK71YIIocotiB3lB1UWa8MqFUHtCPNx79c5/DJCrGraBmV53fba3D+axf6iiPAzpaN7OIIgc62XCCtORWqCHKkTK2sDNRp2lmSbtya+calVyftpFekW++Rg9u2dSm8FNyeQ15iahk8ZXFH46XZUdeN8P2I00uaP76jDo6HK0URYObyRKxj8LI/nCXDLNistRpGLu95Y5+/uKfP8/MNuolLLbab0toqQFN04qgsJ1AO9ooYx0ohWSrwyp46r4VxHIWb2Hkpbgp0JYukma0bT9+LdBtHmeAIgzAJ0zXNt75Cg0hSmQmIbP+Mb3DtjQAtMYnCmgoGQs2+HRHf9S1dfvfPfNaCAcvYCcJ112Zcwab1e6HBWV3lxuXnXrO8fO37ojj+J/9TBv/LL3wVpaT3ma91eOMNCbdes8z2WYXjKDACoTSOtIHVgVMJn/16g9/40wkC6YFygGKpRAgSl9GaV4Y1WvF3M9OpHLwIKfMWNCXAFfZL+sJWC7rSfnYkaU1F2j2eFRI5lOagWJB7TtFVXwBc5rLF90ze0uZ5ujQ4J8ZN2dtzIqQMOTknWGxXEI6DLxmSJ3l6fsRCK0uHIeClTkcYu0w1A3Zs7HNwLqCfOAwS8BM7x9GNUx0ekztLRQpdDXUqFAVQspgnk/8+QZJonESTKIlysu3LVb6TnR0SpNPVIrVmU5CL7HejR6xckwM9i6tGrnrJPcsWt8JQcEzMT393F4zgL+6NOXgmZiWssCrcPM7w3IjdGzu89mUt3nat5qlH7/TEBfI96wB+7txJlIS5Jfj5P9zKn+9Z5O2vavOGGwZIDMKBXh8efNLlw7dP8OyJGlp4dnMboQqAiwvpsAvoMiHsspot5bkFlXmuKaiFdSYcafIaj+x9/rOU7ItSUPIGW08JC/YhcNteUs/LgJ4Fn+TbE3ppk0QmUVzH6lPPi4iJ+ML9VeYXq7hjCq9cw1F2UEa/+VDhkRgJAhWDwE6wffPNXe5/ekA7rtBzHKqxJkzT6UoWBVFZwZkQmqJzKAs0iyYSax2mM1UMJMr+TkcLYiVwEpnuYmfLHjKgF8k0nSfYpNSlxJseSsLlZoHIPPIRgAuzHhWpHSyEIUkSfCfiF/9hj3e/fsCHbu/y4BNV+gM3bcrQvO6GPm9/ZZ9Ld3icmos5eupo3kX2ogA/e+zTzE5VXvFTv/Loda1OgqOqPHBwI08cHuNTd/WQ2Cmx/Uhx9KRPJ3Ls3DPplCREqdNmBNBDxTrZZciSBcJu2i3SRIIDOCLrZ7QpYyWyLp3ifVY34UiRj0IoAzufg6Kw/YgXAngWcGa628lkiUn19nAtuedGeG7IXEvz+JEqOB5OKk+cUoFSlu0bvdetVVqqn877UmXuiUeRy9V7A6bG+7RWa/RiRU2BG9vvohJjn1EZ4FiQ579I5jmHPLmmTVEfpDSJFrhakChJojSJEsQpyONS8VpWDiEzkGegLk3IElhWzwFbmpiV5zZGF/Aha9j+e7EwRImLo2Iu3RHzyz/Y5+jpgCDKCtYkl+4EJT1anSo1P2LjRnndc603vuL3P/nq+37sO4ru+yGAf+UJTdWPvvX0sr5qrRfRdD0GyiNMXB450kytnfQAPYH0BYJMQhSMm4U5spxqvwDAs2g4G4qflWZmF2y0DiKbZZhJAJXWgGelnra5OOtUsbJE5d0rBbCz5lvL3qnmdsj1dmYJWsYuwO3m1YkRgojbvu5z/7MNpO/gSWHnb+cVhEUbXVHxN5rNLIrPdD4D0CbI+gOXGy/r85ZXdvjAbQ3CxKebSCqJ3QTKkUW1Yi5TpExZvPyrXozJQTsy7XYXObgTJVFKW0aXMh0toUulyEUNUFEyMVxGUcgNcvAWCbz1mc+C4U16g9h/L5S22cNRmn3bbOkDxsYs3b5DGNvqVUf12DS1etWm7XPfignvuyCDP3/4LNMTjTf+54/c+b2PH1ij5kp8V1NLB6NHnh12qVPWyQIamR5MBmw59EXKF3d97UK2hOU1x9m/IVOgl9hQlZbiHOAqY3JSBidvwxpi8bQbxlXD4LbjFEaYO+3Z9NL2NtfJGg7i0jMiJOITdzVJjI/Ks5flALPoa8ycjSENnu5GXDRjS3SSzfpTJImDwOXdr+3xJ18IWNMR/aRCPxG4MTmLS2mQsciLzqxdOKpFZcmaFCWQCxInHeugUpA7BqWtXEmUQSW2gtFmj2UB6IzNM6Dnr0WCjtL1HWbv4VIMynX+oxInWwV69j+wmdCs58AmsqSQjFcWaU50vrc2/Y67g+7JO/z6jhEGT0LCcLC3Ynp7xujiNry8pShJxzok2QmCocBxHTOL4T/LD/4CPysYzgwxXvk1Y+uy5syHd5ZmeyglCi2eVtwNDbtJge0oUTgpuR1oO+5tY7JJmbsIMJ0Se/tuyONHJIfPVTDKRUmJJ7WVVOU6jZIAH3VRsmc+WUCLkl9tQR7FLns2R1y6u8uDL1SJlEc/FlQkuInBiYUtghJpF06c6nCklQtDv1Iw1D5YLlstjWFLtK13seBO29mUKYE7qwUydtvw0qTgbPXIO66yEotS6QUj+Ch/LsuXMssXpbjZcct8xdNGAD5LqzHTgj1bx8O9caTvWMfgC4urdHsDkrDPRM2gHJ3X6hZDXOwUolzTMRQID4G6nMwRI0FGzt4lh1COAl5k5ZnDAzTz90LY7nlRgNsGmSLvFndycMshgJeH/9hue3Jg59nKnLkTPMcmdmxXUIQh4lN31VheriJ8x/ru5ZtwRJqIkRNT1t5lVh3yprVtB5yelHzH6zo8fqRJkFToKY9qYrV4Vs6qJCm4s7VCp554VpibSpURPa7TeY+jk6gSLVE6W5FM/t4CWRbvpc6TfxbUMq/RL4O8qOMvrveQs7LOezBp2q8AeFa0ZfSopLM3ZhA4VHsxQW+ZOBrk/1IO8I9+/HNIJVldXWOi6QwNSSwXqSdZJ3Q2xyQ7hgs4gaOgz95kya5hqVLc+aMgyZpgs6RGrsPLDK5EicUzuSJRzjDAPScdAORmWwemGU7H4OapeJ2+T4aejrKdO8+fhE/e2SCQHkqqNHs5PJNlNIM5eg3L521Yh6cXLlHEiYOfOHzHGwb80e09nj5WJVIuPSnxEp26RwKZpOctq5WXYsiey0BuRvYtKjN5orHDmTIWT7KxEtpKobxvs+iiUlIihQ0KCx1eYnBRDjjLcmU9i69/lEg0b1gvpjeMlh8Ekcvpk0dZWlqwlYllgB89fobdO7fU/vRP/tuux55cJuhny1UGbjM8wrgE7qI6cOTKjSB7nTxJv2DZaRgKyoaALnLgFGxeGndQGn9QntrkONkmr6n2ViPgztL3btaYrO3MkLxFLOvpjNNnhHJDDp916ITW97fyxIyUx47cvKMuSkkPm1EvPO3GKRI/DnVXsH/LgKcPhyTap689Komt2XZSDa6EnbGdbTAgcmBnNT86vwJ5hjMtCXHyCQf2Z0rbgamOJu0gsiOvs4bkbLpWkt9Qwy2ENo2RBYsZ2ZkS6ZlhyXaBR7nqNG9g12mBWlL0+yZGojUEoeDEvKE5Nb3rh37wR2rd1g/26mNbLcDPnp1jabn9Bq3Gf3Z+pQPCxfeyu9wUE0NLeyoWk6hMXgpZXk6G8D0KclH8fIjNh5i71C5VYkU1NFQzHTuWM7iVJLIkS8q7GLuK1Au34LYALoYCuWV5UmZvlfZ1eiErHc1/+fMGy/0KwnetPJFmaFUpBudcuCJjCOjYstl84kDO4NZRiWOHZs3hx7+9w1cfb7IceITSoS8lXtpDWYx8SAGXLfCpLs7KaA06BbfGIEecFZEyuMmD9AzsSoqUwa0kSjK2Tn931mVVDjAz3Z0DvMzoZXyUmbzUsjg0ciSbSz60/2m5qd2uNBWvw0W7xn52Zf7gff1B/y9yBv/aIwfwfZ+DB89xZg42Tkub808j/fIM73xCf3kkV6lQ7H+alF8nS8qMJwoWL2UDZUmaZB0yObClBXQ+oakEakdKnFSSODnAM82t86DSdXQObtfJ6i+G2dtVEZ4X8vG7XJ47WgXpIqXEz0pjRXGRi/5F+wVftJqwxOb5ThUlmRJrmfa4uly+p8fbXtnmj26voB2fvvTwpciTPkoKoqGAbpjJRZnJS+2C5ZoYrUAZuypoIyy4sylhGpJ8fkrm2kBSmi8u05a28rxxKUzpmpc98Re56dP/K8/PGc68kja12/c67ft0HdgwllAXx1maNySx3RjCAdJJSS61imJ6TNKs2eEykIE62+JZkMSmtPuCGAL46Hi1CwKc7C4XLwr03EGRGeBFEWT+TwEuC4CrUg21k9aluORSxFWFW+KWhgMVmtuyt+vYqVWrLc1ffq3BUsuHSuqeiFIw9iISBTGS8iq16a2z7TLLUEt0krkpDhNNxbe9psfn7h+w3PUJlUM/kak9KVL3pqj6zKruyjrcmKLrR+dsXrClk8VaKn0v088SEkV+3ssgF1KUXJRyS5sornMuUYYbI4aAkZoXwwFlMQEsybdIEemO1iIfM4ExKKUIQ5fN2qNadQhDqymcM6ePMjExsfOxRx/7ye7ZVZxNNTxX2V+iKe0goFGxIRK20EWmQ83LQ+lzRroAqIslKUvJpwCQGRDEiP4WOZMrQT43L+8ol8X7coeLHe7OMLiznQ0y5lYl5l7H4Nm4iWLkhKNs5vL4CcELJytofIR08ubconpwWGIVrkZBW+ValILJyzpT5E5G3m6WOGAcLt4RsmfTgOWDVUziWRZPrExxSi5OIQfKhV6p4M7KaCFN3JX7ZEHLYm5kObZR2t40WqYbGuTXJVtlRc7Y2bWiLFtK17ysydfJE5NtElCqtEy3Sck2s4oiu2tbGFss6jT/qITH6sNrXKOv+MnLrrjmyYOHDp9wpEgIg8HGZi1540xzlYlGJd03xf4DYSgYRDIvk8y8TpnYL5OxeHkU7jdk8Ozis57pRAnUQzq81LlSHmqfvyrSUcBlH7z8TLe0VmVwl0Ce7lfvpqWhGXur9LPjRCgV8YUHGxxeqoJXyBM3zyaOyq314yIuJFOKc1cailTe3Swrow0ddk+HvPnGHo88XwPtEidWi7tJOuQzGZZKxUqZmbaZbSjT2Gl0CJNAy/S9TFcVmT3tuU/SFUOKlNU1xcqRxR/a5CRVZvFs9SYltFFtUjhL5cA7mx9Dvh1hEAoGIQShIYxSAk40SQKt9jy798dvDINgYxgmJxzPjXFUQrMesWPTgEgLBqFiEEj6gaDbl8h+unTkJ8UekRB2p4Z8LFupem0duEue97AWL+b2jQZoZUBnkqWYCVKSJ0qU7MIU1Ol8wmLbDtYD2ykGBOUj3hydgjy28kRFVGshDx5S/MXX6vQHHtQcHClwxbA0GT3+crxxQYAzor9HLMOyLx7FDmMNh7e/esDt9/d4+JCHqbv0Ex9PkN9oKv/9hVU3nJmwIC+Hezb4TG8wZdk8kVaP6xJrZ0G9zuxCLUo7Q4hSoDtys5ft0iGZYoZORnZMwy19KcBjS7pRJAgi6AeaXj+hN0gYBJpBZHe3WGnHtHt2cGcQGRxMjzhR1Cod9mxdYRDFdPsu7Z59OtJBG7uZZ5RYy0jL7HQZhBFIY0t7s6miLwbuLF1dvvhWK5Zch5JUyaRItlvD8HsLbJml6WUpIFLlslmD4xQjlJ10EyZHDQPdzdnaPpWyAabnhURhwu0P1Hj+VA1cFyFVCqq0XqYUXAo5sjINSbPSxcxYMz1nQwkMkw1MkrknniQOYehwyfaYW2/u8tSJKkHskUiXvlZ4CSPHIgq2ZD3IzcixoLKbTaOVQGU2nRQYBdIUejxfUSVIXZplqItVI++8kaXjGCG3C63x5cB7HYunTB5GdoZ4uxvT6ia0B4ZOX9AOBAstyXIvJogG9MMA51//1ifoRy67Zxe5eV+LLVMDdmzy6PZrLLdqOKrKIPRoy+JK5TaQsstRbhOa4bAmlyVlBifT3aIE9LI0Kdi6YHGR67wc3GWrMGfsDODF5NRcoqTMbRnb5Ezt5K/FezcNLh0V4Xshz54U3HF/jV7fg7qLFFnlYKn460JZzJIcK5+NrBbFokswPFt7JOFTKsAKI5dGI+TWmwI+d8+Ap4754HgMtMRLtbjSoBIo6kJAJKTJFmHrLXKwF8A2xq58+SotLZtnq0oW5GuTypJSok3obMJYaQVLfyZ0IUcyA6HwwYtzU8ZMeValHrKkiz8fhJrllmauBYsdyVpgmJrssX9vlyn3LxCtO3D7GuexZwxKRjz6ZJXf//Q2Xra3ww+8scUl2/tMT3boR5McOjlFGEISa6uzM6bF2BNhrJ89Kk+GluYRe5CSNBGysAeHAT7C2ml6Phvxm4FbloZH2nau9L1Tng8+Au706WZTaNMCf0fF9ulEuG5EbBJuu6/Kvc9WoeKAtA3NbqmEd6g0tvwsf7iQRCkxVTljlzUjJyaba1IAPRi43HJ5jze/osdzJyvEsYsRir5wcBPyYxJJSQMP3Vrrmbw8xF6pVP9Ky+b2s0BqketwJS2jy4zRs+tVArooXcsi9jK5LM1v9xLxrQM5hcuEyVom7WiPehVWBhFnu4aJ8YDrd7b5gTd2uXy7QxT7RFHMhKdxrt8hUUrS7iqOnKvw/JEaP3diDN/v885X9zFxyJnTITNNWZwkkzV92qPPFryyPBk++NEIuqS9RfFeivWsLeSoPCmn6UvPdMeCAuilp1NsgpoB2i2BOnNOrGNiX5WK8NyIJ09IPnlXA/BAugih8i4ilW6kOlogVgRVIv/+wwDLT+NIY3BJg6eJDa3S0Q/5PvEOxji8+7V9vvzAgEeP2kkCkVb0EpEWfKWgS1LWXle9VxyLMcayeBlUltjTa2rQMt3PJwuKM+2dAV2AMKWssy6tYLKYZShLTD5KgEM7LZdAnr1mpRpS2iFNe7cnbNiwSkKPb7+lT831EGKCE2fHWG5PEWsfgca5ZLeHlJJeH1wVINCcb1Xpdqv82e0wW9PsmEnoKoPvWd07JDsy2y+7dhfwOPPLnP6BFGWADweVWXuaKHneuS0oyktj8Vpsx5G9N6UB+AW4h1i79Jo11mZSRakY142Jkpi7H67yzJGq7ViSNrj0hClNji0xuBy2OofJexhapvQmb4AYSW7kwWYi0SobTW2H4Vy2Z8AtN1gW7yeWxQPhMdDgJKII/JLMLjR2nNTwsJJ0Rk3B5Dl7SjDKII1AGWz206RTEQTINPayLkoqL+XwjS4FCF3O6hYzzYeAXgLKhSRL9jOZXl/fsxvw3npdg8mmQMgqQeiyuFrnwIka55fT1kkEzptfsYijBO1uRBDHPHOiylQtYVbYOo2aZxsGsqylNMPgXH8nDh11aXkqMfk6Fi+APAT0cv2JIN97p9i92Azp7jLAs9chcJeG4ufuiUpQTgngqUTxnIjD5wUfub1BELlQc1N5Qt6apsq7BJedk6GlipE7vriCZaAPLcm6BHRzIS3uUPcl339rj9vurXPorL35Eq3oJcpWGSZp8gdLryJJx3KMrCT56lsCuCxJJ5VqdKmtHBXS6nOZypb8mhly5h62ei9wvUdZvIyfHDdFtaEp3zQpi0eRYGG1Sm/g4DpJOhM+4eh8l3ufFhjtIoTB2bDrRzYkgwf+7aGzn+euZ2cIIsFELSv+J98p1xr5Yp2cuGB2SpSCyBzk5X0s7U9HmbzMguUalOEiK9JKttJGU1lHjyp2K3BU4Zbkw/Dzn2WsrfOBorn2ToPL0MR85q46Tx6u2nYf4aCEzVw6aQ12ubm4zFrl2ppv+BjS4OWssHVRjNYW2EMgl2jtEA5crr6oz7e/tsvv/KlHXzugHSIh6WsbI0idavAkixFSLZEDqJBLWcCLsd/LlIJPmXrfxmTgNzm4pUnJKJMoUqBLkiUHPJlkKYC8zoAYei1nug0a+29m8xyDWCL6DkmCnYjgaMYaAa+9ZoUnj7e46vJv/bevvf5lP+K0154af/ZI+02/+pFxFpcbbBqzw989R+SbFXmOwFUln1MW4CwHiwwdtBj+IkPJnRFQD8mU9aAeGsg+pL9NSX+nFX1leZKDu7QRlTIjkiSrFExycLtOxAvnJB/7ag07f8Wyd965X26bE6VjhSGGKr4vxYdSzc6Q7tXl2pBirqANPFNgG4lO7FDTOHEwicN3vq7HZ++uceCMCzLECMkgcXFI60Wyc5uk9JyUK60zHZ5Jk7TWH1NocEgtw3RTX2Nli8xY29jfYXTqj+fAToE+CnKznsHXY6f0ZzlO7OqjU6swCCVGQ5y4eJEtkNMGdszU+am3r3JkbelNz594Ydz5ysOSk2d9VFhn30bbVe6qC5SglspShSx0cr70lA+yLEdKSxMMg3nI8y4vQemdrobAnu2/mQG8BO58n5kyixfgzrvE09HDjpMOy8/8bhWjZIxKGTxRMZ+/r86Bw4X2lkJa7zvvoBm5eKWleIixCoVZJu7S++EG5CFPvFRo5Ghha1NkkcIPI4dL9ga89RVdjn7MJ0wUCIdEOPSFwEmzzZIs0M0clbJnUZIrJstlFDGBUgYjbdBpjAWoMmCEKVL8ArS0wNf6QhKlBPZyADoC7uEVv3Q+M+bAQFzOdCqi2BAoiSMN3UDR7nm4qsJVOxwcP8aZbFRIpnwu2+UhhJNurVxcgjzgEyIFmMgtvOIgBevYW2SlsMPBZe57XyggGWFwkbK2EoUdmPVkKpnth6kL71sO62+nLEmcDNxJscWJ1DiyGJqvVILrRhw7r/hvn2kykC7ZBK2iaz5dPfJ9bIY3xBqJnF5cnZQrMFNAFVV05U28yp0rBbgT7RAnLn4S80/e0eXP765x9JwDKkqliktfCFQmT1I9nvVKMgLyzJs32cFlKwwCmYJdSpPrcyWLwFOnbG7S36Ol/W90LmdHV+71wB4KPkf+TGfyJ8/4GrvlSUzRFpgesDbQDxQ7d1UZG/NxpsYVQjvs2OTZ2oZQE4aGJLHjvoYyjrnLUWLlUb39IsFk9mdFhmv4y41Kk7zGOJcDZkia2PclcCvbVVKAWw8/pS4xeTL8lJbFXSekHWo+8LkmZxd8O8hIugghU3lihnzv/P3IRbpQUPWiQC9LldLWigW4sxS+zJ95M4RUJLHDlpmA976tw699xKMV2alHxkgCraxtmGQj5EaDzQLkBbCLMFSlCaiyRLF5j2HAS1kCoSyBPb3GWmRANOvAvk6mXCAIFSJdJdJANillShGZLocwtAmgdjehOqZJ0DizEwPqTh/dC1hpK5Zbik7fEEYCnRQpXVEC8vA4svXpd4b+7vq7dHRpL2q+C5YeBrwZCi6LHdXSADOTJNL2klrJUgDaypFhwKt0yGT26qgIx4/49G0+7/9Uk0C7+TCjTJ7kTcVy+JjLlmBxnsqwvjDETUklFFZhGfRZyt6gtS4abfPkj90KvOLE/Oi7urxw0uNDn7daHBSJkAy07d2USXZcpljuswtbWrFNnl1NmToNGLIbUBp7k+eZV2FvBCFEFqOis2uZ/lwKg0nJUVOk74eZehjwZeALYTPlonTTZH/HADqtO+n2E9baMWcXQxozMdpJcDRtQt1Cucvs3CSIkxphlG6BIcyQXhy1BkcP8MUObh2w0/9uFNhiHYDMkOaWZXCrAuTWH9VFkJmzdYnJZVEdOPwap753xMoq/PlXa6wGGbgtwF1ZTNYqy5PhlUfk322dB17Cd1lr51KFcmXh8B6j2Vz1IXCnWlxphdYOceIw5iW84/U9PntfjeWOAhmBVkRYPZ53+4gygzPE5IU4tduV5Men7Odcn0sL/IzFTcriGcAzB8WkQDY5FtIbwZTrxLPVvtyUXMLSKKPrEvbS40s0hLGh04s5sZCQyBDlhwgnwnni4BRziyHz8xHXX9yiP6iS6HRJU6UAqczQ6yzA9aAuLy+jUmQI7OVWq9L7wj0pA3uYvWU5sCztk2kHxJtUehQBZsHcGWsX7O3WYm77WoWHn6miS9rbNjVk8mS43iTvPyyxNyNPMXKOhh8psEYSPuUS2mHrsOhDVKbwxePExdExL7885C3X9/jjL3igQhASIwSBdlBC2MlhlNPlpjjmsiY3RU1KNi22kCglNs8lSrr6SIb1eLpY6MwFGcJD0XU05LANWZnDqiAP2cXwOTXGFtxVfUVzostluzq88lJFo1HF2bvVsHFc8/WW4M++6rKlETPWcHAd2zhwIRunzNRDJJX+TI4CvPTFCrekNAclzwpmM8hB5DsXl/aeL70fZnJdclOKHdcytyRL5iiVpFo8Bbm07onvRhw9JfnIbQ3mOp7d71raQe9KUOzYMCKr1q9O4huy9+hjKNFTYvahrV5KwaYpF2Eldv8c+2q3P9lQT/iBt3S57xmfo/MSRAQoNJKBkKVNpOy5Hg40ucDnIvhUaQWpNJknbopqwxTchkwv2wBTmrTDH/vnmVzJCHKoXj3T6bl0Gl1hKG7IEt6y8g3PE2ycUtx8bchDzxueOiLZNCNwHjvSZ34p5t4nG6ikSujbgiopbF3H6A4Fxa9af26KJeYCEoUicByyA0WhuUUJ0Dlri4K1iw1fC8Dn4M7nZZuUodMNqrKETg7sGCUTnNQW9LyIINH8/seb3Pt41fa2pbMWpZS2a0cU81dkyT1ZF2COMPnoeStjfX0Gs3Atii2vh1P2RRmtbTfTmaOSaGLpoGKHW64J+ZF3t/ml3/cIYmkbUbUkTl0VqcvxUwa24QtZjgVUfnBZ+Wya6JEitQ5TcKeBqBSkertwU6Swfy5EBvSC3curvRkBb3GyysdXqgoRdhVxkEgBngfT9Sa3XBkxu2mNsTEPxyQuSeDha58ts5JmXeE5Mu1dXA/wUe14IRYvlpsyu5l1/mgO9hKjD5WeltwSm6ovyRNR0uGp1s4moA4Fl7IkS9IZ13lwKWNcL+auR10+e2+NIHSh6uTaO2fv7IYaYfF1zF1CcaFSLtx0PNTBkgK7kAZF8ZWRozq8yGpKbaVKBvQ4dqjWYt5xS5877+3z5UeVtQ2F7VqIhEO/vMIakY7aE9kR2GOQJSbN2zhLdSkyC0ZTBge0SOWKKBqSBakuFyJfnTOgF+ftApLpQqfLFL8zx5uw+RhjNFJKWh3JyfM1JhsGV40jaOLMjtk7v7XVpdnw0o1PBa5r8oE7Q7+kNGpg9EKt1+MvnhApyirLI9nM8OuoTFFZkqUAtsxlyTCoh1yU0jD3XHtLOyV2rWu47b4ah85XrDQRtiRWZNo7DXzXb2094gTl31mUgP4N9EmZMNLobKh8NjvXFJ3vOYMbPQx0qZA6QWqHKHDYtzHiLa/s8vABj1YoLcCxejxEke0DUQZ3OdBU+dUsAk+FlR6UbkZSoOtUq5tUnhgh0rqllL1LLYimDG6KGyHHWTmAzP9veERJHrek/46KBXGsiWPFIBQsrFQQtSoTkxWcasWy9uZZh0bNjjXLNjgqK7JiNwI7+Efo0hcdZfKSnl6f6StvzlQAp8zkOYtnTD3ioAzbhCVwy1Fwp6xdes3A7ToxmoT/8YUq7/9MAyMc63sPsXchT4atwfVAL9/YeTD0YhgvyZKCwUf1t8mJZLSVTWdpe63RiURL64srqYkSF6k0P/r2HkfOubz/s+nuHK5lcY0gEBKls0ESGVIurMlVicEyCWFlSVZlSO6kqDSFm4HYkFUeZiAfYW4BJhE54eWUP3KyijmKJh3/XFIQpsCZGiQ4XYkjE7ZsS/CrGmfrbMRUPaIpA4QwxElhT5VndeRz6xJrtGuR/sKS5TUsSUaCyyEQl5k7ky7ZeOSyPDHD+rskS/L96TOQq1F5MrxnvUr3nrEaPML1Io7MST57d51u14WqWs/eec13SXuLIsEzJMVG3ueB1F+JwUugz8FeymhmFYZpvUcOdJkBXaKl1eJSOkRRQqMe8/ZX97j961WOnE8zZHZmL4kQ9BH5aiPSDcKKRE9ZP1mEGshHieTtiULkKXxZ0ubZeTJYoW2EQZhUqlwI6OkNIMxoPEA6OsLku1MkiSkmrBnyid46/Zxou4nxxKaIno5wpKfRgwGuv8iujVVW2xX6gUsUSzuHQg/PoojKDmr6j5eDg7J3maeIS2n5AujFz9eBekiqjLC2KoPbzqq+EIvLkiyxuzPHOZM7TkwQae58qM5Xn0irBaVrAX5B9jZ2olY5E0ex7A6n6rOlk7/yI2fzPHVf8sZ1qnMzJ8XYjniru/WQHk+ERCUSLRRR4PD6q0Je//I+p7/oEuhUqqReXozDQGCDTiCbW4IuGN2Q6e2UySml6ckki73pVJL+81nQKdIVIo+zBEbaFjaTZ8NLQM/6OU2JFVJZkgE3Sex4ujiBWBtLtinxRrGhFwpWujAzNcBvGNy6wnn+/CVrhw6Ht58+bv7B975+kT2bxlhYbTAInHTjULtRURhJAlHMtNNm+CKWddRQADlUc2LWa+2UvVUJ0GWQq1EWLw1jL+8+MKq3y3ZgloqX0nbqSC/mnkc9fv3DYyTGKZwTqRBC5lumZEw9zOAlkMsLs/dfIYlZIJsSoIdkihmSK5rhgZNSFI5KPk5YWm9caIc4tvsL/dwPtjl0xuGeRyTaE6T7aIAQRFrRJ40b0gMSWbZGiXTrx9IXKdmBKie2tD4lZfN8IUhZX6dgNtKk9eLpzSOKkutsUFAub9bd/Cad0WOIYtt0HMYFyGMN/VBwri3YsXWV73tzl1tvkbdv3bJ5Tbljottunzl6fM79kUcOwhW7YbzmYCCf9KSUSW/uYrpQNlprVJrIIReEXHYoST6htKjjvtDnkr89+lkWNd6FLaiHg0yZUN5AycmzlkWv5ZkVwa9/ZIz7nqjb8knppSWxrk0YSPINpbINrtSLPtMG6Lz6sjRCLv8s8+lbecP00PkpypDF0I3+IjU65R0VRl2p0iBMYQzTUzG+Y3j4aY+1vhxZamQ+RTxzfCxB5SJr5I4UBepe9FEwcOHuiaH/LIfwBQNxwehPs1gkTgyD0NALDf0ABiGEse2274WSDTMh/+rdi1y0zefo6cUfOH7i0UNOq1VHCIGrE2Rc49AJzbX7Q3w3tjtspXdXL/BYWBF0eoo4m2qVHnXZfB+1/i4kS+S6i2iGP5esQDkUVOpcnryYNFFqxBbMSmHT94mX8JHPjfEXX6tjKgqEsugUDkLKkX5L1unvdR3zuWQRQxf3Ra55wUrribyQKTAUaBYd95lsEekEqkyXFwODdCpVpFYkwkH2E97xmj7PH3N53wcdQj8eMuqNdgmy2pms9jUpyxSRd/0giqQPuijxzer1M9liSCsMyz9LM55ZWp7U/swwUUxPLCeC0vMq03oXoB/CYkvSDQsycKWh4mou3exAtAUdKDbWbSmvc8P+hi2CSSJqfsBkQ5MkIc1aSK0a0KwNOLsI/bBKdzBDp19Na1VK3nYecI2A+0WsvwL8ZgTsZsQaLMkTUYB6SKbkz6QE9DK4E2Rec5Lw5Ud8PvzFOoMknYIvMmswzVpmNSdD32EkNV8GOgxp8CG5IkZQfkGVki79ZVvODEuV0RJaI0ueuCw5K0LZYEumxVlSk2gH39X84Ju7PPCUx5efsHYhyDwpoY1DkKRBZ9ZRnqQTEzKXpSQ7IJMkJg047X1R9sjlkGbNnFArcaS08ZvIilZ06sRkdSnZGUsJRAmZ1vgLOmGMiANCDQuLPm5FMukbZuuatZbi60/6bJ6tUfFdtNY42zdYr1UKQbOasHFqwHijz9R4i1h3+cTdij/76hira3X2b5JctMVQ8dNZ245AqPRLl4PLdTUl2eZMxXbgBXh0CfgFoIUYDi5lib1VrsX1ehYfSuokRYDpRPQC+JU/HOPYWR/jFLslD2nv0aQO61P08kJgHl1ci6v0oiAfGlY66oGTzWAvz+4WJSYvJX9kWnEodYnFFSLRCOEgQ83uLRH/7odaPPAzPp1B+gW0zI8rkXYvztxFkaWAM021o1NQYwkAROGNp/eMKRkPGZtnPZX5n6c2o0xXggzkQpbcylzyZuOvFVVf8qprQ/btmmep0+eTd1X48/smWeg2EELir2mMCQkil1rVBqXOvt11uzzrVapqjZnJHlPja3zx4YQPfnGcJ1+YIsFnS13S78FqO2bcOODL/ABkeqUkJQtwpG6kzOLqguxdbIUxBOoM6KoEbGGGXJJCnpR25C3VmzhORJzAf/10gycOVqznLTPmLpwTt8zeorAHL2R7jv7M/jArIBIvytfrmHzEIiyKrlIrzozKlWHrUGcOi0hZXKbeuEifSSpVtObqiyN+/J0t/tPHxwmTFHGQ2h+CBEWgGWbyEshziZK/t6Pi7KvFgC4zeclONCm4M6AXbg35DSWMKeKA9BzbfZYkVV8y0YRGxaOqpnjZzjWu/kcd3vXq03z4i+Pc9sAs/dhjrZfQGKtSH2+ioxjnxle8DuWO0Vl+mNa5+1nowJ98zeUjX9zA6eUxZmuC2bpmumGoVeyJzrzIsgYfSsnnfZNF7UiRtMlck2GNXbC9TuVBsemoGnrN3ieFLlfl7abLzzSwrCR85SGfD326QavvWg8w9bwRysYgwmYtnZJ7MtQ6l8mxnLUvMINwKCwT+WcxCuiy7r7ALTDa6ZO1sRk5AuzMMswYPpcq1kZMpEIabetVYkWzovnhd/V47DmfOx9UUIstCnV6hFIQa8kgh1gBcoO1+fIZlMIUrklJsmRdW6UErf3vUibPgG5fTS7UxdAKlkm2TBEIlGPrTroDh/NLdcJYMtH0ufHiDns3tdizecAdj0xw/KzHd111LW981ZUsr3VxAq0Y9xQHzgh+5fc8DpydYmm1ga8cdk8YxiuaRsXQrAp817oA2ZXOdLc9NyMlrmIY3EPZyAvIkvWZS82o/i5AnhRSJeuzTOWILFUJShkjnZiDJxz+2yebHFn2bAWZKGnvtGLQTWedFPtyXiCoHGHuQpmJdT97UXtQDLP2eomS1l2X2RxTkiXloFMMBZy5Ny5te5vIpIowVqpEhj2TMf/kOzqcmHM4fFZgnLLAEiDd9SAXJS2eJWLSFL9JZVxZsuQgLgM6HX9mctbOiMGytqaY3yJEkSXNb3wNcSIYhIJW146EiGLFIPAYq/f55+/s8f1vXODRwwnTW/so5TBeB+fZo1VmJn3uf2acux7fyni9wpaGpuFrap6di1KrCGoVu0y4jkwbj0etwZFUuhoG97p0+wWAPQxyfYHPet3e6TIHd2oZpil5KWM8P2auJfiVDzb57F01jKuKdPw3YO+i7nt9Sn4U7JQ+wzCjly9kGfBDrD0C9uxn62tSLiBRsgBUC4yUaRmF1eMyZXErVRRaaOJE40rrqrQCyc/+tmJ+TYAvSkwuQDpDINeiCIIzsGdFYEpkGUtyp0RlrF1m8myRMJa1DZlUKckAY/JBQVmHvnWN7KYLUSzoBzJNNHlEsSQIFd2BR82v0qiFvPayLuNbJdVJTRIbnGZFMd6ozE3X5R2vumTijWutFnVf4rvge4KKK+yrL/E9lW5/LYaHXcoRsKphb7sM6nV/NwVv4e+WpIgYtgWzPdJHNXcuWVRsWTytNQnRfP7+Ol95pJbWmmSWoCTbelxl4JbFXD8lhoPKrJjqgoVWJWYWI0DOAX8hLTIiV9bNKSQbPlmUoxZbxtiy1zzDKW3yR4gM5AYtbIWdNipldYkwtuLQdwxvuH7AW2/u8Se3S8JYkBe8Z6ikALmRIk/n54FjCcQqkywlQEvsThCjTJ7dECb9PdmmE1l8otOBnUliSTNJDImyGcwwsrkEkGn2UjIIFZWBS9fzWOuEVKqbUP36Hf5kYy6KQ9R//2+/y+6Lr19TUqwJE35Pa3mByTGXRlVQr0qqFUm14lDxFb6n8D0L/mynsmwPHDcdn+aq4fFp6+u2SR0PcKS2yZ+hv6sZKqTKtpLOu3QKcBdSJSmB3c45SaTmc/dW+X/+YIzjc37axFAkdJAOQgp8CZU0oeMq0q35WJ+EKiV3suGf5W1VbNwg88/27xRD+m3tshxO3GRO3ejnkjwayviW7Mriz+3SLmU6HiJN9pSrNofiBAFow2Qz4ZK9MacXFIdPOTbhs66kz24na9I7VQzdseW/l8mToYnfKYjFBW/ushU4/M/ZfzObblaslvZLZG5SkkhbOhILwkgSRopBYKhP7MH1x//lysKRh3bsvSXdJ1NH6ETiKs1EUzI55uSbqJa34fOcYndgO4qYfLilejFgq2G5oUYkiUqdkmGZoocYPGNt66oUGUuZ1pnIVJJklqDrJhxfknzoM3UOHfWhoXK3xCZ2rPbOpMn6LUhKfj5FsLlOmlAKLMVw3fcom5cbDC5E6FmBFUZfuGy23JCcsTk26SMFqTVoa7aH2tvSegIhNFoohDEk2iEKDBfvifjBd3R45BmPE4ulpSrfO9Z+iTgNQjMAF4xcCh7T+StKFAFohm+Z1qWU3RfL/PabG1mcqHwvH6EhSU+8BelQ3BHFVo87SuGobL9Tl7Ee1AcxUZRg1yHgyisupVKp4CpD0D5LvebYYJKMjYoZ3NlmTtl2fNmI4uxZzCfRhUQZCRyHvG6VAjl3TtaDO9uHvXBPdA5uNeSeRDhOzEpH8Dt/0uTuJypFlWCWsUzBrSTpDsVlz7vU5DyiuYc6d0qfhzW4yfNxf5VHObikJE2yhM+wfEnBpbM5JKn2zmuvLZoyAEgh0+Xenmerw9PdiLGaPOlpXnNVwD99T5v/+IfjrPYyoZwiMN9mUxFrmcsMLWxQaDI9LuzPVCmRo3VRR59rcWOdmBz86fdTpXEV2bcuhhOllgs6zwfEsd2uphg+ZQmp5rtcMbadHbsvZdAfFADfumUje3dtuXPh5L2/fvUl/s/2BxFhrPLSWUGpVru0742d91fMJck72ddV/Zlcaqy3Bi8EZpOzdfHn1g5UogC6lAlKJCiRFVIlDITh9z/T4IOfbtBJ0rakjLlT10QIO2Y4c06GdDfFs8zmxRK/fhzGyKo+FFv+lUBefi0DPtfkw0Fm1hyRLdfSFNs5isxNkQah073kc10uEUIhhCbRCmJDw434kXd1mF9W/O6fNOnr0tFnbC4N4JBoSSCy3dfS7Wt0saW4Edn8wqzRwbJ5thLacRMiryFX2Q2edwiVJU6265pJVy+T77SmpM4li8HuABgECY7rU39q4ddvfvUld/Y7ZwuAX7R7K4cf+Re9y3aK46sTfc6ck6x0qgwCme6kluoiTGngfFH0NMTeWZeNLKXUVRnQuuSi6LS5OCsSGmHvMvAzSSJK7J1Zg+l742ieP+zxZ3fWaEcOeAoo2YJpgCnIOnVKU2JH69PLtuAIew8FlqW/U/YJh8H9jaFeXMjSz3Iww/BoZZMz9lDyJ81oypInbm03iRYWEInOLEOVAz+ONQ0/5rvf0OWOB/+/9t483rKiPBd+qta8pzP1OT2cnke6m2ZoaKBlHhQBNQ5gSBxujDExGK/m3mg0jvd+X5xu4pSrvzgSNRhlUEBAQTEgzYxA002DTc/zeMY9raGqvj+qaq1aa+9uGkUbzVe/32YPZ3P67LWf9a6nnvd9n9fF2ufkFSLTxoG0sAQAB0XE5UtaD+cqYHAqaZPFpbMtVJWhNAMSaWePzPpnzco0vZIpuwpTD7cIuHLQYlwnA7NjxDgQRhyHJhgaxMPW+oFtt775fzXvvu7jGcABoB38CTwvwJYt96MxsRbVMlfjoSkY11q3rgaTFgAAPYhJREFUlvkys52cN6AGfVoMZTw2wE2K0Zro6bgmoOVzojh3CmzC8hFc6d2Ww7Buq4trPt2L9Zs8CIcafFtHcGrIgiI18ilOaugmDaaUxAR7jmSb0T9D+NGgLToeGIkeZJdwk49r5bg4JY3oKQwkK6UlAiBCgAtqRHkKIigIV5QFAiQSWLEwxpf/fhzv+ATB+s1qc6KlQ53RpLJQVsBCov5GTqTywSmkf6Li45wQMH18lXzIhQRo1iChphQLw/8wbZNTKpIQqslDfkcJTc81MA4kiawwrAQJ3nT5Ipxz9jlotdtYUQR4rTodnhegEvQhsQmqpQgENlqhGrapvthiy5hpepnybso7KIqZmTSrB4vAJiR7j3zM1CVJdICbKnDbDkNdUPzrzSWs3eCB2SYt0RtLCoBksmAO1F2it0FPTEDnunbSn2V+HR2py6N1PoguD7tVEyLDV7dCLGpQFqqcsNKGXJ3ZVGCWNIWCQMgkEARAOOyE45SlId75Rw184PMO6gkBnMIfpz2MCSAIRcwliBNC4CALGozI42wroMs9gwwkXEhqYwmkwOWCpDZx6Y3Krvx0jCEX6dhCfUg5B9qRQL0t4NkUNq1hSt9UNJvN9LimAA8CB67nb5465GwJEM6noo16c4p8k6XGMhupd8vcSBY2lfly1iKfLgI7e52kQNbRW3TQkiyKq+4ch6HJCa69pYwbf15GaGkqoiN3lpKnOnrTjJqk0ZsaiomO4LRATYqbS6CTyhhRnBwN3AYVMR+bdSgm+rMspjASP5lRPtVFWUoP11SFCAKialSIoLLeQ1MVLqTKwi0wIuAmCa68qIlnd9i49uYKGjEkyLn+UDqKA4pVS8qiomkKbMi9jX4ujzNJO++5yEDPidlzmh8Pz7kAt7KfUaHrl/K1PpNhBLgeIuFusW1nc2b+nI1iwf/5P/+ElS87a8tE2xt85KmR857b0gSlFZnUsTPOnQ50Msbx5WyKjce2nVX62aa6YjGjA0cXUpkKi85S5u8tyowoLj296zHBN28r4xPf6MGBEUeZuTj5YiqlnNiqkcHNNTKoFD0paN26rNeM9NSYOpHq3cY9MYZlqXsdSXOvGyUBuStGrqnBfL04ILdwhYF5UoqsbNk8GYlWG4Sxp9Dz5DOw1KoMK5dGmGwSbNhiyyRQ1/NUZGUHijYxQN06Kx+5kL6EHCS/edbqEIwrU3qyd8qlWm0iRNp699ZsLJ3H8Mpzp2DlyXO/dPDQ5q8vWbKqM4IDwOHRMhzX/3HYnvJqC8nJAqodjHKldeeTMdQ026FGUibNPuoNpSqIIgLEiOSEZBGbGLTEfF3SFh3FWRa9LQbiCdz68xI++fUq9o/ZqohKZyopTOWEkiwdXzSwz2rYDSWlyMUp6RKhC5E7V4zywleuotCM5h2WEhklISqypc+59gohWQRPpcOsQEtKjBSCCDAum5EJKJKIYlovx4fePomRSYrv3lEBfKBT/aRatlE/lO2MjMhbAiBSm08bSmLWPJoQGezUc1vAeCzAlA2FbfRjatbAdT25Yp2CC5TsKmpube2SWcGPm838H2qZT27/4bfxkb/u37ls7uSqwZ72qY4S0M3Re44axacnlaUj+dIJClknezoqxHieK3G1dEaSpzdzQykjNi/wbqWDewKb99j41LU1PPkrTyom1CyDddIITqikJp7Svm0q0tnuuXY0DWpdR0OMaE26R+9slpCK0OpkoGbkTjOZKjtnUp9C+1pxJDgtvA+5KF5swCj6/3Xq90CXx2akh9S6az0MgQc8tM7B6BjJA5zo09HkWBxmUY3uI2VCgj0WQCzkaERNOYSK6mnvKbLNZc5CA4VobjxutDl2HibYsAt33HTXti/9tzf/ZQ7guQgOAGPhPBmf6FZUSk1wbkGb61DDAzCnlJAMnLrxIJMEdeTVKWQjksttfnbpTL8kLpPEJNt4EpLp3tQFtuy18dEv9+Cex32J3FyNiamcQHXqqGIqtVs/YhODBkXhy+8Gkrxykv/+U9Age3/6NJfPNpIg6JwUnZXPFi/dIhfh5Qaz2Kycj+JaF5c8XUV2xcvBLfldqH+AtwUuXBnif18zgY98uYate6E2nVpwt9SGU2V/iDpq6RAmeS9UCp+DghEgVkHAJrJMwhFyw+8IAYuT3IgYSwg52JaSbN+noj2nsuk4jgWmDvm48Ox5YIzjpm/kj18HwKfNvxyU2tFTj1+HXjoOxyapO2uaWlcOUxkNyar89ImQgptwECoTNHkaos5X/Rxa38woCmAoK4RJkDvA9oM2PvavNdz4swARUZmnnGqiJUIpC+odfbfu+I7UfLcGB5IHrTnINJfoKaL611wZPREK5Jmi0llpaCgqGrhKRSHqOU0znkRNSaDqPTDsGgQ4t6DdZxkEfJvhqktaYBz4yJdq2HFQI0YL0boNR3U3pPfGaZ9GAqrALiscGaGIhUztuwTwuNz8MyFgCwKHiwzYBtB1ObatMuucCJx5Wi/eetWFUZIwXPOO5wF4T+8Aevqq79+1bdnS8b3j5/dXxuG5iQHwjDNbRKQUI9fw2y0xo3h0Cm4jcpvxKgO5+jnlsvebcFAb2HHIxge+WMMP7i5JcFsU+UylAXIQg3t3qznprBo8Iri7XNbN6Cy/dmHUprwQRGfALl75c2l8YYLd4Of6CmBe1gultRkXl1FcCCpdokDVsZZ5eaLqVSAoEibggOHqV7RgW8AHv1jDjkPIWnYIRZpOl9qhPBjpV1oEuY7sFgRR9s+EIiYEISVwBeAJwOVS77aF5OG2HjzLtTkUgcMB2BzzZlVxwoKl9/qVue8HDncc2g6Az55Ww/on756cMVTe6Ef8nJLTtjyXq6iqv+xijyRXpaqSc+tNoN4YStuGLDITovia1jNZXi7T/4bWaAkRIBbB3jEbH/q/NfzgZyVEupxP+e5lG0t9k5tAvbFMozaKdd5dMpcdz48ybsOI7ll2hxwzvs2NZfrcjNS5NH2XW8dGVINa5OpV0vsc4KmK3FJaTB8roAshwBmHDYErL24h4cDff6EH+0ZtI/3IkdGS7HNAQA2e1QdLHx/1/diaVloQxEYsZL1LRAlcCvgK7EyB3dLDrdSvoQSwY4KBps3CqLTxltt+NvnaV7/8+QGuv0SHjFyzeF5rFeKRU2JGEScOOJc7ZQBGXTbLpD9qjASxEzjKlzuMOHaN0rRBNe0KETKqzuhncG1AMCgnVUB7RkNt2hKb4uu3lnDjnT4ii3QBdAHsRlJHWx+b3LsjYwlkniIwwJ076YqvG6pJFzJe5ObdwF18LLq8KQ9mgZyUxlVjgaEVp/KbqYUXuLggIgd0Xe+hW+AIl4VjXBl7OgS46tI2Nm518OlvVpBAZDvitOgbUDtLuI7A9AE5dSO3ryAEAhR7xmyELdWAYsl7QR3EwkYiKBJOkFABlxI4Qjesy88YcYI2E+CMwB8or9t5sH7NzMFK12PcFeDLT74YB7d+kTE2T6zbvBXL5jTgOQFaoQeuOrGpEbmddNZNDMeRrq0x49g3BmzYbuPpLT7uWKP+X6MDgHOBwBN4w0VtzJ6e4LSlMforTH55iRRZicrE/PQBD9+/K0BIrQKYu3BvpWyksiCMSsFC9E6bGQoSYXYjaZ9hjn/nIjjJnwg4hmXQkfSlbin69O3FklmTf2dURUqFGgxSRjxaFDet4CQXV97jQqQRXsqKDB4T+ONXtPDYszbuesCHAM/UlUR+6v4qw6lLY8yZnuDKi1rwXNn0YJ71jBPcvsbHs1tcbNjm4sC4i6jtAHYMOA6EcBESGwwUCQAfArY67hEH6rGAa9WxajHDylPPFNtH2uzdb3/dsQMcAET1rWBxhLXbR1D21mDFvCai2Ib2d5bGlomaThbDdSJ4foRmzHDfehtrHi9j7SYP96z1MVK3wUOr8NWryxsY7n48QK2c4Krz23jluW2csSLGtH4GMFnLfNsaD+//Qg3PbHPkToSSLhE7AzeItBEznWFz3BuGpKbBCtEF3J1qiQY3Cp8mB+xjRnkG6Dzw9ezMgvlPeiJ0AbuZQMlx8GOJ4hrImaoiFPgl0DkEl532Jy6I8Nm/ncD7KHDHGk/WqjBgWj/D6SdFuOycNq46v42eEofr6c9iXt7kiXjhikmM1QnuecrBk5sd3P/LAL/cUEK96QIuA2wXCVwIZTXnK5EgFgQsamHR/DquvGhe4/WvOvP7rhfgn97X/dhaRzjm+NjHPwnbtmLCDl3wrVt3+LWyj57AlYU7avS1Y8vRe74bQiDCE5spvnhDBV+6sRe33NuDpzaV0eQ+hOUDngt4nrRKc5XpjmMBjmyQbbYonljn4IF1Dg6MUCyZy1AJgNvW+PiHf6liw1YNbpOSWCmPy+4pKCWpO6xNTN27cCM6a5m/ZdMckGrb3bKXacaR6rmfNKeDE2pMdM5lNru0vpFC9tJ8DzX/H9WYS0n+BOyomzHKfI8kdxr/T6dcq28i9zshgKEBgZOWJNi1n2LLbgtzpzG87211vPdNDVy0KkTZAQiniEMHUeghCl1EkYsodBGGHuLIhhAOSh7FSQsYzl4R4YxlIeZOjzA6yXFwnIAlUHRG9s26lMCXcMGpC9u4+qIW+qdeuG/rnvpbVp+2Kj4Sjo8YwSslgsMHn/2PadMWfqzVntfz+NNt9AZt9FQa0quSCthWgsALUW9H+NS/l3HXQxWs21ECF65s+/FtI6oamQKhojdngLAAEgGUgFGBbXsdXHsTwfYdFi5YHeGWu308/ZwDeEbozOmtnSGXquidghr5oiozXd2hngBGIoZ0jeQ6imsent4X3nO0aC7Q5TVd641ixM4is4yonbZukn6Ymc7Ce0E6I7mK4pnyktlQEB15U37Opf0xFxAJsGJRgr99axPzhzkufFmIi0+LUHEZWBuIEwuMO2DMAWN2OoY8i+S6FkmAthkcO8Gy2TGWzW7jwjNC/OThJj79nX6MteSXwagLgMC1BPoCjtPnljBvsBezFy2C7fQc9epoH+2H/VMGw1a78c7Lz5l7Q4VsKPtunMp8FmVwnQiNMMZHv1nFt27rQz32AdcDbBeEWrAIga37FdNeFQImgERYiLkNwSjSTi7KAIejHlFwC1i1NMb9TzhSlipWPpk7ciILf7R6YRMJagvINQsXEztHSvQU94zZayRTu0yQG6+loD7KEkd5LVVUSJYA0mjPcXRxBB6epvBlh7oGMFfOrt3kQ5oCnKRaup4uwY0TWNJTLv88RnBohOLRZ2xcdGaIiicgQsjqRWGDMQdx4iJmjhxayykELwBcFeLFCUMYJ3DtGMtnR1gwo4mSK/DhrxNMRhaEZUPAAhdAMyZ4egvBooWLGv1N7519QzPCXxvg+/e3eK228NGVqzBx0y2PlJtIcNp8eYBcO0GjHePj11bw7R8PoI4yUPJBqQ3XIvBVO5ijjXzSL12ACSDmBE1G0CAOuOCAkCY0Fhd4+bltfOq/T2L5khjP7bbw4FoXe8YsI11sRO4U6PKxri/R4wdNCwiC7D4fvUXHZTwn3xogNk8C/afkuLeGQ/7FowO+24azCHTNX4XJwXUau6iFiwL/lvSiWD9ORFZOqyN2VgAlI7pWSDLPKUml9hymuP1eDw884uED4xZsMoFLz2xLUUVQJMxGFLuIEwdxIq24tQInj0/WzaVVuDhxECUOPDfEn10egpLD+PA3bUxEAeBKM825s0OsmB/h/PPPmJg1POfRRnOMH+3YHrWBsK9/ANVa7dDmXdGVk8nL4vsereHASBUA4HkR/un7gQJ3DdQrIXAc9LoE/Y5Ar8PR43JUXYGqK1BR9zV163E5eh2OkkVALFuBm+GCVW187r0TWDYnApoCb760hb+8qomqx7JmWBNMpgaraIkNczOJDqWkI8GjTxMT9CAdFMaAb8dGsxjtC6did2AXHucaG7rVYKjNZL58NruZMzV19M2NIxRQUq+ZEMqn9cURbvqPJYRgIqT41xtK+O5PAiAgeGabg//xuRp+/pgHocppGbcRJQ5aoYdW20Mr9NBsy1sr9HKvt0IP7dBDK/TRagdotMogrIS3vDLE3199GCIOQSAwvRc4bwnBX7zu9HjWUPPKSrV2aGho4KjB46gR3HMDbNmyHaevWLx7ag/d8vQTu5ZQsgfloI1fPifw41/2oY5euJ6HsgOULQHPykpRbZovWiIyCEEI6dDrxgIcBO0YEJzh4lUNfOG9Y1g0MwGP5K7d8Tj+6Pw2bvi5j6c320j9wnI3SVNUkRlol7R8DsyFzVhXHt5FQcnVoRR+T7eVq0U5EshF9x+aVYVZFFevGc91NO4EuzBeNymKyF8BjBNCR2+orGRRtpSZZWD7Nhu33usjTixZB2QRbNxh493/bOEL7x3FRacwCE4Rhi6aLQ9hbMvO/LRxRv4e0w5bF+IltpzczJiNSkBxycoIN68ZxTPbPEQxwd7DA6izM7ZY/uLdB/btxtTpM48K8OdtAXccC9ueuXE7SfZeuWyRv36g9zDWbo3xd18bwoadg6iVPAz6wIDLUVMRu+IKlD3lipU+lvfSBk6gFgj0lYCay+GKGBesnMDn3l3H/OkW4paPhDlg3AYLCU5aFGP5/CTt80shU+ALurG1Ix0PdYIhXyfdTVkgKGwu03+K5EAOktteZmwJ6MKxj05TRJfn3TeZZoQv8u9itV1GR7S3SRqReTapw5zglv0/2YZQFK5BCYCnt9h4aqMHeKo8wnIhPB8bd1fxni8O4e4nPYBwNNo+xuoBxuse6g0P9ZaDRttBs+2g1XbQbLtotR202q56LCN8o+Wj0QowXq9i0XCAT7x9AictPIw9Yy30DC3AvoOtd1x/833bxZFFwHTZz/eGWbPkGfLzH1+zPvDo/7pnQ88NX/1RFZv29GBahaDscFkVZmvjnLxRTmqOQ7JiGS2/gQClgGDB7BY+/JYYswfLaDShMqSqHQ0CdsJw2Vkh7nogwJjeUuQ2m/J3mV06aVoeIgV358byCIVVhahNCv9k7meFKJ07CZ5vFaK30L9FCL0XUxFc8W+dtk8Ba9aiZDREF1BlDcnK4sFocdN6N0fGxTNFxdTV8x+w3qS44yEfwiJSIbMcSCs8B8KxsGlvDe/7agUfe1MdJauMyaYng0/ONThzE853g3Hlc8IRxTbakaQ4S2eF+H/+bBK3PFzCqacuvO+yS8/bOzLWwkBf6TcHePrZqn8Kr+pjxyNrMX7oUSzul4eZFmqqzce6eyXVnS1VyK4scT2HYmHFwimLy6j5wMHRNjwnhuPEcGwq5UjCIQTH2SsilDyOsXYhqa1ATorKCQoR3AQ2LdAWYnJ2kvJxM5tpKim5cwvIB2iC/CClY8W6UVylMVVM9KAYvaEBLNXWvHSoN5PGRlPd62wnNyoNhbHJhAFy8wMSAjQjigfWu8gauh2AeiCWC98mqJSA5oSD7/2kjJPm+6iVbXiuUAEwc1/QYLepALVo2u6YdX1J2lInwOGxMmpeG++6ahXcnvIXt21Zs2negnOP6bgeM8CHpy9CrVZ79MIzkpvRGnntE+u2IEqkR/iR7My0YZBFiPJTIcohi8J1Kcq+hSm9gGMHODQu0Fsh4AFVXVC6ZpzDEQnCUIAz8y8yo7fMXHY0ERvcv5sUeDTn2CPx8eyKnX35ZqTPKS5F8B8R3Ugjdkpzivy7sJkkBhfXzzMZMF+jotMOZhTXNSiaq9OOjaVUULRSkx51KuC5QJZocwDLhW9T9DlSPOgvCyShhb2HOKJYoBwQ+C6B68hWRye1FzFHshve8UbPAQhBvSngV5ZhSvm0m+fMXf5o3Jo45sBxzABfvGAq9uzZvf2SC898z5pH11ueV3o1QTu1eMv1GFIJap3501HbsqRxp/Y4rJQAz+PgHIhjC1Fsw7ZV8RbjYJTB4hQsoZgxleGS1SG+d5ePxJQJiUFPIAr825AGc8DNP89nCQsFWEVaAuQBXUQ18pyadHmUApigU0lRD0QH0M1G44JcCBXFichtPPOe2zAaHYrUJa+Jp80ThY1nAuCnD3rYs99WZcqyc8qmFCVLILAEfEcCmFIgihgaTQIhLCSMwmPS/i+2ZaS2LeToSupsoK6wti118sB3MGUg+FH/jFXv2bdv347p06e/+AAHgBkzhvHkk/ft+ONXr1hfsva9+r6HdsB3ffhu4TKuQK6jukWl1ZZtK2riUgQeEHgCniMvV7L3Tk7s5YwqOYtCgIILgmqN48SFCay7VF2PEVKVjmKk1ztT4UeqIqTdgGyqI8bmkqg3dJMCzSek89UjLxPoInueK5M3gJ5FbaJqRmBkMDNuLrm4StcrqwWSls+aHUBGW5hRN5ICW15O5UlAgPWbbNQnKBDoA0TTjinHaPXjQs6ubEcclGa/jzHAZgSORZRtH0kBnj/+Ar4rQGmEBmZhWt8Zz/xq4yM7Vp165guB7AsDOACcvHwIsGd8+rEnN82fNaP1xyJpwrEJEpZ9I/lKPOmuKiM9heMQ+K4uSRHqoKg0hqHH8sLlUh/4fESU/EO2QKFQ6y3yHfGFqN6Z0TxK9O44CYgZsNPP3PH4hfBwg47kQK2lPaI1cIloQfJRnENVEVomlVHcm5jUhhS4eNb5r7t+cuAHzStX6beQHX9toKSPj4D0LJGWxxyWrrMTVjo1m9uAxQg6JFp1zOKEwiIMM6b1JSeedGYyPPeUNufJC4XrCwc4cZbguzf+aLzcM/vPT1y0a9hG65wde4CJpkzLE52yFDqSZ/MiHYfAtSW4PUeknExvOnSlWRrN1LKowMhhivuecBETHa+zoyErB0XWsYPujbnd0vT6akO6HmhiJItIFp0LG87cid0F28eqqgggoxUm9yZGBFevESX/pZV/RKioLQ8A0QoLz2xNNDh1wVdR/04772kxASQDjC2Ac1dGuPYnDIcmkS/VMygVF7JfMmES5HasfW7ktyWgzDl1pYXxC6QtIDBeZ9hzKEFCBx581dzh1zolEnLuHMNRzK/n1cG7rT+98tVYsajSvOQVl0Q9fW2MTNZBKUUpsFHyLfieBde1YNtUWi9bBK4jrZcdRxUS2kJZMMuieJN7mZszAsnLDo1SPLHeATNLZQmVVwgFWB0oNOfu1MQ7wW6qJLmsZZeNpcm99R8nX8tO6jzrNtFvANk4ebvVpXT80Lg3JUEgz7EzbTvvR9I9a5lZEesx4SY1yWUxVdqecIqVy2MM9vFsMoPxmTKurzpxGBCr8dtxIhDHsu4kigViBnlLgDAGWiHQaAs0WnImfV9PE+Uehotefkm8ccvYiGuRhu+8kEuiXC84gusV1OaCc/7IrskLVvv+o8GMAXnmxYwgjIAoRpo9s6g2yZc8zXHUTe+mrcw/JW1C1n2bhCO1C7P0ZVHt4CFVHG0ZVhzYWmwsLkqF8rFRimoAOP+6qZQU6IlxIh6z/v08WE7lQaJAbdKUHD0xpcSstU1TE65KG4ji9ERnOPUocMjvR28wdQTnRE1rEzQdbCWoLJcjTKgR39LGB4JDdc2mrlRM/duJGr+dMAGayIkT8krNQXSDMuTfFMccYcSQMIGxSYr5s8p439tPbg0vnPkIIb9WHP7NAD5rWh9ardaH/vJPLhaPrNn2t/Wx53xCyjg87uLQOEWs6nkJyWqpbUtGb22/nLlg5ceUWET7F3IFcI77ngrQCG3kW9SUqYwRrYtFVmm0pnlwFz1IOnRvoJO2KCSnTLQQzbveHwu4DZ6syxnSRI/ecJI8RdEbTWn1oKbyQW8kpScJqAZ6lo/UbV9mt4807FQehmmfpgS5bHogCuwWyi7DeSe38ez2QGqP4Ko6VHqgMK5tjuU0PsYI4kTSx4RlZquciTTACAGEMcfIBMPoJEcrSVDpP6Ed9F/x+bAdfDgoeb82wH/9UwNAEAS83TrwiSUnnjcyNHUAc6YfxJTeBhjjaIccjMkQIrOYSKc/OMYtmzOfPS76ERIicNuDPibb+fY0Sojh7y26dsybppqd/DvffJBvMsh4eBqdidGaVuDbefAb6yhALzZayxc735PTwZGpJbopStukmdQj8y1UJaycGqMGjVthU5/SFpFRF9mBL39H1QdetboNIhggGMA5EiEQ64jNpVKiKUrCMj7OFOi5rjmHDHa+J/doByc5Nh5gmDo8PeoZmPKZ7/3ono8HJe+o1YLPt37tCK5XdfCEMIjC92/Z9Njin6898OEnfjVKw6aFvrKFcmDJoUFaClIWJpZhtSxdsQzToPSWgBIG10/wyLM2tu90IMzOncL4vzQ9X4je5rQGLWHpyGFOcciBPn2fsctHl2ieQ3oe/C90pVEc+c0lSR8TVfKabTqV0UM2SoSq2m/IqJ4WN1EV5Y1iJzm0SqjGBzVIlijDfKInJ9N0crJ8bIELC3NnxVi1NMQjGzyglIBzBxG3EHMooAskjCCxJD2x1WOLAxaXvbiA/G48F6gEAotmtrFk4V5s2jfABweH/vfsGVM/W2+MRr8pPn+jCA4AgU3ijev/87rp01dcP3/+2WLTbuCpLQkmmgxxMYIrvTMbecJTCzg7nUycTU9znQRhxPGdnwR4brcH0zWWEOmClI3/0ypKcWBUtuHM6BLJnQAm6IuyYVEPlwDJeHh3LJMuj54H4EcAfWeTcSYBZiWyuhRWqhPpiO/0Z5llmjSS16oJTSM54xSMG6+lP6eyI4crHxNmY9EMjre8sgHfiwGWAJwh4gIhVxtHThCn0RsqessGLj0SUFMqxwZ6KhwrFk5iwfQmzjzpdLFs4bKbS27cesdbrvpN4fmbAxwAVp40G4uWnfjcvHnLr3n1JRfxoX6BVihFfDlVDVntgVVwpbWll6FjMziWbF+yLXlz3Rhrn7Nx32MlhMyRFgMqgttEjnc0fb7zvZSGLXKBnnR/neQ4eVFNKeq0R1wvhKN0AfSR0K83nzngm+WsGvAK5CylI+hCSUxgG06wmsYIkoJavjcDeZJYcCnFeae3ccqiFhBFAI+QcI4mIwgZQcQIYjVuJEnURlMBm3GlsjAuQc8B341xYMzClOlX8HlzT7xmy6GXPQdnwYsBzd+cogAA8Zfjnoc2RY+FZ37jqoseLpURfG7NIxF6qhZKPpG0JKUoEuSOIyO3mxp4MtmlbyewrRiOHYOQBDfdW8WGXb6cfqUMNbWZpnSKldFbTinOc23tc1KskSGF6J2CW2VfzdR8qqKkYDc3l0XwHrvhT8cxPDK25c9yIBdqU6oMfqC4NiWgEACX95xKzkM0nzE2CQyKoqT0RH4upu0jtHm9GibLuAWLczmhLbGxbDjCGy5o4KGnA4DFAHUQcoomJ3AS3Q8gC+xsLiTQLcBhkqIwJtBsM4BQ1Jsc28emorUj+J8feffqb5yy9Blml5e9dAAOABectRCT49tZuXT15pMPr5tk0b3VwdoYJlsOGi0XhKjuduUv7tgcjsPgOLI737Wl/YRjxXDdCLYT4bo7fVx/dxVMOEZZppU6xTo0ayw2u+GLsy2zzWbGr7NGDGIoKhl1AcmDO5UIDUQWI/2LsTKVRAKwG8hB1MQHAOBqeCoBiNT9IF3m1e/TRS3qLDDVFGmbLJ2p5OeQs3y4UlQYESBcDZTlFhjnIIwjSRzYFsMbL27hic0T+I+fWqnnYJM4cAiBnSBzNFAKmozkqsqRApMthp0HWnDdPlx++cWTs+afvHnHnj1szvCLA279sV+8RSsYn7B+dPrK1e+68rVnjewcBzZsbSOOlVmiGjnoKN7t2kzeVIms68Rw3RBBKcTWg8B/3FnBzr2+7NBXpvaUKFdSVWppUZGTB80qwtxjw3ohOwlMM/p82jjHw2leI9dY7mAULwbIj0BTUi4Og44AOZ6tOTnL0Q+AsYyKpEoK05SFdiorOSpjKX6u6oS4hYTZCCMXs6cBf3ppHQuGmjJTk7QRswR1RtBMCEIGRCqhkyRCqSoygjs2xaJZCU472cLc5eeNLD3htHfFjfBHfbXnr/F+IetFi+AAUK3K/rhG4/B3hueda8+eZ396cvzBwUqpgZIv4DkcjsPh2hyuk8ibG8N1Y3hOiJLfBrHaeGor8NUf9uCnaytA4EJPKCaUwqOAR0U2RKqLz4muTEu1cZov5dXlvak2Tos1ESQn++mIZ4K4GLRfpADedZkKS9bUpIVz+ZwKpDSDqAKUrEdbnzWFv1LTLhA1NEqm8RkhIIymWWHGqbwnlqx3YZLCtJscF58U4T1Xj+NrPwCe3SOdp0IEmCAWrFg5+1JFTZmAFQMtymE1EiyaM4BLX3HWwd7hs/8+5vF3Zs859irBY10vKsD1KpcH0JicvPb1l59L5w8e/uTu7Q8OWlTq1tog33UYPDeG74aoBC2USy20wgh3rLHxxetreHJrCTH3AcdNqYlNoLr1jc4hYt4bkbyboU+hVr04GoSCyEQpss1kbmKakew5KhLNl3L96EdemoYcaRObgptkIE9/s+rqMU9QXToruorzSCmN5tqMKzlX0RVO5FhAxgkIkzN8CBEgTFksE4EYAq4HvO2yECuXHcLnr4/x4wcY6g2Blh+A+DYsKjPYrq1qUygQNzkaIQfzFh0cHD7/g4yza3tqvb8NKB5DU9uvuT7xyU/ir9926hPlMjn4zI7wPFs0As+VGnjgJyj5ESpBGwO9dURJEw89w/H568v46i09WL+5gsT2AMcDqAdYDixKEFDAt7K58g5VU5fVBtYy7vVrtqIh+rmuT89M1XVZL0mpinSNIrkN6ZFqUMzCLKKQk9W3HOlxMXNqZFZp589SQGqwk0JqP60Xya4rujNHP856KUi21zRVIpCOPUVO+4c8GdJ/Qf2HcwrHIpg7g2HVkjYWDIdotRkOjwL1hgth2/AswLMEPBsquSNwzhlTRqg/831PPL3l2vNXn/TbguFvD+AA8Nl/uR69C698CrSyc+ms9iu276p7vmehVo4wpbeBKb3juHdtjC/+wMfXftiDnz7Wg9F2CQg8wFLUxLJhUemzElABlwq4luLgljFi3Mq6+LU5um6Ry4BP0ggu5UsNbHlP0ohOUGw8zgXBFCCG3m38f4ABahwZ4F0rGqEBnx9H0i0Qm2l73crG1RmQbi6NMmNhlCDIP1LkT6Ausig0sHOANyiP4vVxbKGvQnD6CTFWLW/hhJkttCOGZ7Z7oMRG1Qd6ykBvBZgyfXjydRcPvuvURe3rLnvlm49ab/abrt8KRTHX3/zRAT4wRXx//YYpiVuqfouxrX61HKHeruPWh4Gv3zqItdsq4MIGSpbxTct5jhYBfCokNTEmo1kGRaEGNSnSkK7gNu8LwAPJKKuOfEDBAjilCnlKolvMUsWDGPTEaEczC7WKtKRryW03cGsubpbQqjdls1tVBjk1fTB745AmrwgAZlxpmKIqTIFcjgEXhrqi6zZJqpFTKgumKOWYN8Qx7+UMKxePYPatMe56YipGWgEGqwlOXbGwHTn9f/Hte92byk7yG6Xhj2X9NvdG6br5hzfhUL3fmjtlz2v7S9v+vVF/1P/KbRS3PdIHzgMQaiGBLNjhxp+kU/EuzTpGXAV0R2vqFGn7k47kusE5pS7qcRq5VcROTTRJ1uVvKiRmE69OLxs4Td+fniQ5bk8MXd2gQKazwBHuCe0SwfW3pQut1AyBtA7FeIuOsubvtdKrmwC1kJYp50ex81yGWd+sdLAYh02l53tWM6QHGxgnnpD1+pQyAG3c/piFL94whNMWntA+e+WMN19y7pyb1z17kL3mNW/4rWPvt0pR9Pre96/HJz50uThz+dXPTkZrf3X7w/4V3/0JcQbLAYZ7CCqOUIaZ0kHUpdnYEZ2Od6hQA4pEWs9i5+hIPlqnHNwiKRe31X3Kvy3ZT2pRAsvKJqLpaWiaG5jtYKaMZ3LRXCktOulJ8UrRQU0K4KYFymI+ztrSVKZSladmA1SRulrpJdLmjJSJ52hJB+8vPNccvHgVkqaeFCyxpekmsxHGLkYmKjg8VkUc+1g2K8LsObOaoTX7v7182qtu+um6J/lb3/zG3wX0fjcAB4Avf/VGXHzFIE47a96Gcy4pbZ1SsS7pcer+3KkEjiOwf1yC2bdU3Qgy+wadqXSoUGA1N5Yix8MtmmVO7TR6Z1398ueyhU4CnCouTjNw0wwIgI5KIrtX33AaNTtArk3ziQHwPBfvVkKg7Zg7ekaNewkqXW+S1V6zAtDzFnAk/zeatTSFJpA8sEnWcZPW6eu/JdV9wDlFzCzELPOPf25HGZt2VtAKPfiVheML58z+qytfu/f7t6zdg3f9+Vt/V7D73QEcAK79tzvwoU++Emct71s/fWr/nmWLZ5y3eGajZDn78MhGgl7PQsmRDbGR9vUgyLRUilzUPhI1yYE7Bb2K1pZ+TNOblT4noDqSKzrAU8dWA+QaZchOhNxm0gCS2SKWA3gxeqfgzlMLYpQgmIoN1/XXCdLCJl2mmkbyXCdQnviTI11RUqAbJQtm3Xw6xNeo7eZyxE2r7YExG0EwgZt/wbDz0DBOPunUw+XarPcemhi8TtQFXn7J23+XkPvtbzKL6x8/KM/eyYnxb1Pq2GP7a59av2v/YH8gMGdARoxf7ROoRxIFHpF8Wx/gtO67Q9tWHLvwMy0BWgq8GchpqqJYVqaHA7I4iTHpiZ2oCjhZP5GBmxgRkNKCN7dBBfQ6mlRAzFsKpAJV0fxbKG1dzTJKVHOvzBDK36f3FRZV2U0r+5eklq1qVYjSuwkxHgswkp0ElBAwpjt9VK246rvVs1Adm6Ed2dh1oARCKKYlIYamlXDC1NUHzz3/7A+EUfzt/v6+3zXUABwHgOtVrfVgdGLim+Wh88iM2fSTZy29b3B6bwPTBxmGd47hunsCNMIyhCuNzykMxYR2GnuaxkP52fFFbVxFa5uqSJ79nKrLsRBAlMhC/yjmYApETLeAIbuEW1Q39xIImsl1pnFPYWuaW0VqYLbY6aZc/VxvMimXvzuMCOIEaEccSSJn6QBIZU9uSQnPydkWE5WoISrRk/27TA160n8LT5UUmfChlIIrMyCpUDGU/AiMh/jpEw7WP0sxpUZw+olz8GdXrjrYN231BwH2zXLl+IAbOI4AB4C+Wg2TE41v/Mmrzk5WLgw+J+o/6QucHajzCbg0QcQJoqQE7hD1hWcyYWf07tKOltabZJFa+rNIAyLdQufoTauafw7IS74QBON1gnYkHZqEELmCLCvLhQNUpGQlrygKgx7kFyk8zo3mTj9X5vqkQS4EQAlFGANhyFBvJGC6iYAg+5ycwuba9iHTwCkhoFxGfDXEIe3I19IgSzeWasQg0ycdBYfsk3XdBI7dAova2LSvjPs2hDhx4VS8cvZFo+X+097HufUtxw2OJ8SOL8ABoForQ4j4O6vOOHmksW/dgic2zvzMbb942Hn92SFgHcL37psGzt2MexsR1yyaSi0IDE6ZNTUokFtZl79tyRou10baAC27/XkK9oGeGKOTCQ6MUuXWRDIN3tJ6cgYcweVlnhh8HaIT3DlgmxEcWZJHt9rZ2sbM0j5+8t93qgkOTADb9guwRKTHQZ60chPNbV0zTnO8Ww5VlTeLZg0TRMialtyViql9hBoYS6lQfiYEcZLghl844EkFV5wGLJ5/SvzsruD9C5ecupnBvz1wjzu8jj/AAYAQh+/c+asfzZz5p26yZVPz7Vf2fXlm9R5y22MHaMIUEC3AUw62OXBbBjUxFYmiWkG1giJNPTW4PVf6s3gOh+dyeA6H7zLUKhF6a2N4Zi/BpgNTMdybyH/flvYXZtKEECjbM3TKiEBXAk46jkGBfxuefWaJsWtzeC7D1P4W7n+2jUe31DBUclArCfgOkZ+LUbgcEGp+nzxxaErZGAcsrpqTc1ZwWVtb9jfq3TCXBd2QV9OExSgFAofqDh58ai7/uzevFK85ZeHfvJyc8G/1id3RzGlLjzesALxEAA4As2YtwZbNz0XzZw1/Z+4gvefwwV1XTbT6/18W1eGXOSq+rGXQK41YimOnEp2x9CVWf7E60eOom6vA7bscvscRuAyBn6AcxJjSU8dkOImHNtYw1gZ62gTCU+VLaQZQdi3JqcKmhYP+1499ZdG70H2kmrUdi8N1OHw3QcmPUSk1ceaycXz/fh+7JzwwLo9RwADumplXnio1FiVglIBr9yud3dT7Bii1iOnyW1krTjkHJ0RRRtna5nshOKM4Z8UcMLrgoxFZfoPrT9vZro9GJ5zw0gA38BICOADMX7AIAFo/u/vrG1ed6nzqioMrXNvZ+6ENT++yBisJLItgrK68PQjSy7FlZYYzaV2GWibv1FTGtiQt8WwBz+XwXY7AYyj5McpBjGqpjWq5gU17Y6x50kVQAloJSU0lZadQFg0JzRSUrsAuvFQI9J2lt+mApizT6NhC1c4z+G4CgOH8U9oYHqjj4UMVeJZsXpA6vWxHhv7s6krAqACzsuSQqXSaGdOEEwgGWBYFIRy2pbt9gNEJF4A82WJrLmvGC/5x0XL3U1Gyjs2YefrxhlDHekkBXK9LLv4L3PefP2BXvv71H9u996C9Zs39/3PTr9Z5JW8/fvxwgqhpp0aPgSc3je2QI2Fcjk63ZFRNN3eaolgEthrRKbk3V9GbIfASlLwEZT9COWgj8JtoJQwJsZUVGZGWCFzaODPNY6lpGt+9CaII4K6rS+Ilt8m08tYaRNXOVr0W4ijEiBNI6zwtXRJprqNrdhI9KsTowYTINrea7wsBRIyiFRLpPEblmxxLoBGFWLPexeJZUzB38Ypw6cqX/fOppcGP3XjTDXjdG950vGHTdb0kAQ4A5174eoyMTqBWIh961WUX0T0nzV89suu79NndbPXBA3X7cJ2gDIpaxUZflWLHwRCHJgQcSgBXUQeabQN1xLUpFJ+VzraacwdegsCPEPiyPr0Zh7j2x70Q3FU+fiLNFLI0AdQ5PiS3jERPbhW75YF8VrSQVKGq75SqG7Q7LHHw55c18PC6OkbbHjxKYVNuOHnpDbGMwrbuaDfsI/R7bEvAcxlsm2G8QbDrQIDeKkWlxGBbLWzfS+FXe5P9zcqDb7vgVXzB/HkPHp4QH4rCSbhe9XjD5YjrxW1Ze5FXf18NtldFuVL74H2Pbrtg7e7zrrhg9Rk3Xn7xAs4cF4QIDPXbWLk0xvRpYxhpcrRjndFTMpgunDPKZh0LasOWAdx3YwRehJLXhmU3cf3Pbdy/vgZqO3AUH07rP4xMoeBZ8sVcnTN9zLqQTkuI4uY0ZzVHM8qiO3g4pwhjF6uXMVx18QioaGIsAiYjglYkB3uFiUCkfQG16Q7P+DklJHUZsy2BwOPoq9Wxd/QgnnguxIHDDGHIUA4SjCdz+fQZq2/8/N+deUWZ7rygr7fng8PTel/S4AZewhG8uP78za9BY2zrZKnmv/vxdfM2PbnjlyfO62m+diDYjKH+EWzdD7Qjgv5AAiBhEhgOU0q02rA5Wo1wBFyHwXUZPDeB78Xw3Qi1ShPP7kzwmeuGMNosww8oPEuCDTAKnZT9AafGSYSsuhDIZEtdaAUUrB4MHTq7AhCDpijnXaMeG8qpKmEW2qGDnoqHD7ypjjXrR7F+q4Mxy5MncELgxLJALbYAJ+FIbKIALq9rlpWNFgGRvZyByzF7uI0f3NeCQ2KcuHQRBqfj5ovnnrU+FAu/cChsTJ5yytzjDYdjXr83AAeAcu88ADi0e/fuj3z0b66ec3j/Rvii+tp7HrkPazcC/R7BQE36Ih4c56iVJA2RpZsk1dEzkHN4TqJa5yLUyi3sHWnjM9+r4sBkDxzPQ9U2CsDSKK6LmjKZTevdWp7M+j5Jps+rz6EjNxNSfeMsO1FSmpNL18sbUW1ojBPEiQ2Lumi0AvSVGD5w9Qj+4esedo0OwLcseBZR2r6Ak0DaNqiUPuNIO2tKfoKeSowDox4aLReeU8Ki6RNYdQow0LMa8xcvvnl48bL3jk9Mbh+eMXi8IfCC1+8VwPUaHh5G2Dq8vVZd8j5PJN9Z0pr7njdeuu28xuFNIKKFgd4Edz3Rwki9hFpZ0gtHZS1dx9S9mbrF8L0Q5VID37nbxZ0PDgBOCT0uQY8rZ3/aVKQAZ5yA0YwCaYaRbQ5l3Yul6l2oEb01neEqqaIr/CxuGGgCypfcnGMjN5ZCECTMgjnHklKBy86awP3rRvGlWwJMuhUEFoFnyTIHx5IgdxKBOOGybkUQ2JZAfy1EOxnFo88MoOR6qIdTcM4Zp+Kdb1rwi427Br+wbOmcpyYmw+3DM2Yc76/911q/lwAHAC8YAIBNQohNq1dh/fjovdMXzDrhKxuf27LQ5w9YwhnBdXeUAUDNBSLw3ayz33G4bHxWEby30sIdDxN85eYBNFFFn0/R53GUHZlckpFT3gTkSWNTqEt+VlFI08xqljGlVJ8YMooyRZuoKrklhIBywOYkrSchadcSTx3ALOX2GsUUESzYiZVuGHsshnf+UQPb94/gtkc91G0XgU3gJhLcbgJECYcdEbgOR5TIYV/lUogbfxrjmc0EV7/6FDZ/3qJNTjn5qxOXn7P3tJOxsWOD/Hu2fm8Brpf6AjYKcXAjY+xS1y0Nc7Lsxpsf/0ltsH+ibNE2qmWC3gpH4MlMpbwpuzgnRskP0YzauOEXNTy7rxe9JRsDPkfNEyh5Mm0fxgTjTYJ2Iq8GEDKyOpbBndOSADmLSGdLCZV8O4yBkAuEsdSrCQUcQQFQmYSxjChOJLgdW/6tnpPAshmi2EGj5SGM5DzJOLHAOQWlHLOHErzh/Encs66KetSHikMQKPviMJGWDQADF7IsIeoVEKSKt712qCFKV060WtaVQ1OHd1NKt/++A1uv33uA60XIIITg2+csmLpz3+Hx5Zdd+MqzXvdy8rV9u7ckHt/UL9iBahQSODaDaydwHdmC5doM1XILd/7SwgNP9cGzfQwEHL2BnMhcDQgCj6IZASNxggMNCyVK0OtLPu/ZanQINCjVqERH9k57jjxBuAB4A4gTjmY7AeeyAYM7Uq23qAXHzhIwFFL/dpS9RjkI4TghDox4ODBaRrPtoeQxVBMLQkgpMPASnLNiHBetGMetD1fQ8l0kjCBMBGgoqzFti2CyBQwM9E0uPGHJyJyl8+xyKXpHUJ37ELcGxsHBbesPA9zAS1wmfKGLEApCCG/VG6MrFs+6c6Cvtvi6f//RgrPOv+ofJ+kZTyd06MkpA37bDzxEMYMQHJ4bYXQyxvX/WcXWkYocL+5JcPeWKfprNoaHPFy+muKf33kAZy3bj0MtjrE2RZjIemydwNQFXY5N4btAyReolhj6agmGByMM9rVxeCLC3kMM43WGRouhFXKEEUcc69pz1UBMAVtF77Iforc6icc2NvH+r3i4/QELO/cRHBpzMDbpYLLhod70MF4PMNjj4coLG+ir1aVHO+eghCEoBbCDWnv5CdOe/Js/O+3pv/qLN/7j/ffcvsD1ehZTd/6drVY0ahPyBwVu4A8ogptr/txhQDooNHft3gbHsT8jYH3mzNPnWb215V/edyhevH7jlnNq1T2W5zZw79M+Hni6isCiqLkcVR+oBgSVEkVPxcFQP8XQgMApC4B3XDqCDRtdHKz3o+ISVJjQBlPpPFDXkUVcJZ+hp5ygVokxc7CBXYcb+NbPati7v4xZAxw9Zfn/6snPCZMbWN1QYVscvhuhp9rERKuBf7uzD09tqiFYmKDmE1DqwLIsWJaA67gIvBittoOT57VxzrI2HthAMW2wgtddVGM9/YvXNFl1Yxw2rnHdJisFPt52zUdF75R5zeP9ff021x8kwM01c3gukKVRkud2jP1laZrXd+aUQ5+wJm93Xa/O9o0vWHnBqvJpm3ccxMSBNjybohK48ByCwJf8va8SImIJVi9v4a9fvw+fu8HBaLuK/kBWFMrGClln7tqA7wqUfY6+aoyhgQmEfBx7RtuYMZRg/wTBrvEAXEga4jpSskwSioRJL29AArxSCtGMmviXH3pYs8EBcWKMNm1MNhlqbQvNttRcKADP4Zho94DYS3DJWdYvN+53Hj/t5AXWG994XjQ40P8PQDRKyNDx/kp+p+sP63r0a6wf3nofEkbPO3H+yCsee7Z55e698ZLADsHam7DnQIyyByyZ3caKhfvx7N4W9h12cfGpCW55EPi/P5qB6Z6Dmf0CA70WeqsuamULtbJAT4VjqC/ErKmTGG2O4rM3eYDw8KaLmmAkxGdvHERzvIw5/QJTeiiqZQuVso2eioX+qsBQX4ThqQ3UKgfwlTsIbl3Tj0tW1rHtAMEzmyo4eZaN5fNLmD7Vx6EJGxe/bD5mTKWYjJxf7Tw4eOOZy4K74kT8Yu7ic473IT6u6w8+gj/fet1rzgWAX+zaO/aLC4dwH3i0oNkY48+t28WrvTPmzZs1/IGAbEXoTMHtD41g544INVvgilW7ccO9DfBWjxysReWA21pJbjQBwHM5CG3jjkcpHnl6EOcvdRG1Bc45eR8uP3Mc/3GXjzCR2yDGgck6g2MBZZ+gHUnpZe8ow/d/NoAz5nl4xckC3PHw8/Vz4XAbp50+G5wd/tTG/aNb5y56GZ02tY+6rrX5VOBO2+0/3of2JbH+ywNcr5nTewHgTv28MXkQjuP2jhze9+DEIYb99SS+8Oy+v7XOFi+fN4OgOjiGWuUhOJ6F2TNsEEIwpc/CRLuJg4cZFs6wgKEIIxNt3P2IjWXTgfnTYmzYYqEa1HD+idtx071ttEIXtmVj9tQYrYgjZlNAKTAy6WA4jjFzxhT8wzWvwcIhH/NnArYtfhqXJj536KDtLDlhOYaHp//i3POisZnD/7Wox7Gu/x/gR1jl6iAAjAG4FQD27t2HhQvwbLOVTC35hFPahOc9jcCO0Vt10I4Fyn4Sx5XTPj6j3HzV8HTEU6aF6KmN4V1XAwcOTcHi2Qy7DhAEvQR7Jmbi9BU1TPEtzJtuYcUi4vT10dv+9dvbPk6n2U47pGDcQV9PBZeeuwLVwEe5JGgcO/tfOYitUwanHe9D9Hux/stz8Bdzfe36+wGQqby5v2fOUCLmTo8x2D+J3YcYHt8wBfOGE2zbSzB/BsXjm+rYedDHtJqFmVMoli+yyAkLe8a5wH6v95Lj/VH+YNb/B15kI44yRgvVAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTA3VDIwOjAwOjM1KzAwOjAwfjnJcAAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0wN1QyMDowMDozNSswMDowMA9kccwAAAA5dEVYdFNvZnR3YXJlAG1hdHBsb3RsaWIgdmVyc2lvbiAyLjIuNSwgaHR0cDovL21hdHBsb3RsaWIub3JnL0jPKKMAAAAASUVORK5CYII=', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 55255837
    {'hecke_orbit_code': 45035996340815999, 'n': 1, 'trace_an': 6}
  • id: 55255838
    {'hecke_orbit_code': 45035996340815999, 'n': 2, 'trace_an': -1}
  • id: 55255839
    {'hecke_orbit_code': 45035996340815999, 'n': 3, 'trace_an': -18}
  • id: 55255840
    {'hecke_orbit_code': 45035996340815999, 'n': 4, 'trace_an': 51}
  • id: 55255841
    {'hecke_orbit_code': 45035996340815999, 'n': 5, 'trace_an': 0}
  • id: 55255842
    {'hecke_orbit_code': 45035996340815999, 'n': 6, 'trace_an': 3}
  • id: 55255843
    {'hecke_orbit_code': 45035996340815999, 'n': 7, 'trace_an': -47}
  • id: 55255844
    {'hecke_orbit_code': 45035996340815999, 'n': 8, 'trace_an': -51}
  • id: 55255845
    {'hecke_orbit_code': 45035996340815999, 'n': 9, 'trace_an': 54}
  • id: 55255846
    {'hecke_orbit_code': 45035996340815999, 'n': 10, 'trace_an': 0}
  • id: 55255847
    {'hecke_orbit_code': 45035996340815999, 'n': 11, 'trace_an': 81}
  • id: 55255848
    {'hecke_orbit_code': 45035996340815999, 'n': 12, 'trace_an': -153}
  • id: 55255849
    {'hecke_orbit_code': 45035996340815999, 'n': 13, 'trace_an': -169}
  • id: 55255850
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  • id: 55256045
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  • id: 55256046
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  • id: 55256047
    {'hecke_orbit_code': 45035996340815999, 'n': 683, 'trace_an': 22278}
  • id: 55256048
    {'hecke_orbit_code': 45035996340815999, 'n': 691, 'trace_an': 4473}
  • id: 55256049
    {'hecke_orbit_code': 45035996340815999, 'n': 701, 'trace_an': -6862}
  • id: 55256050
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  • id: 55256051
    {'hecke_orbit_code': 45035996340815999, 'n': 719, 'trace_an': -40620}
  • id: 55256052
    {'hecke_orbit_code': 45035996340815999, 'n': 727, 'trace_an': 13800}
  • id: 55256053
    {'hecke_orbit_code': 45035996340815999, 'n': 729, 'trace_an': 4374}
  • id: 55256054
    {'hecke_orbit_code': 45035996340815999, 'n': 733, 'trace_an': -43114}
  • id: 55256055
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  • id: 55256056
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  • id: 55256057
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  • id: 55256058
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  • id: 55256059
    {'hecke_orbit_code': 45035996340815999, 'n': 761, 'trace_an': -41236}
  • id: 55256060
    {'hecke_orbit_code': 45035996340815999, 'n': 769, 'trace_an': -21678}
  • id: 55256061
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  • id: 55256062
    {'hecke_orbit_code': 45035996340815999, 'n': 787, 'trace_an': 24126}
  • id: 55256063
    {'hecke_orbit_code': 45035996340815999, 'n': 797, 'trace_an': 78096}
  • id: 55256064
    {'hecke_orbit_code': 45035996340815999, 'n': 809, 'trace_an': -77525}
  • id: 55256065
    {'hecke_orbit_code': 45035996340815999, 'n': 811, 'trace_an': -33141}
  • id: 55256066
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  • id: 55256067
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  • id: 55256068
    {'hecke_orbit_code': 45035996340815999, 'n': 827, 'trace_an': 40564}
  • id: 55256069
    {'hecke_orbit_code': 45035996340815999, 'n': 829, 'trace_an': 37956}
  • id: 55256070
    {'hecke_orbit_code': 45035996340815999, 'n': 839, 'trace_an': 10853}
  • id: 55256071
    {'hecke_orbit_code': 45035996340815999, 'n': 841, 'trace_an': 5046}
  • id: 55256072
    {'hecke_orbit_code': 45035996340815999, 'n': 853, 'trace_an': 4324}
  • id: 55256073
    {'hecke_orbit_code': 45035996340815999, 'n': 857, 'trace_an': -57692}
  • id: 55256074
    {'hecke_orbit_code': 45035996340815999, 'n': 859, 'trace_an': 17212}
  • id: 55256075
    {'hecke_orbit_code': 45035996340815999, 'n': 863, 'trace_an': 21090}
  • id: 55256076
    {'hecke_orbit_code': 45035996340815999, 'n': 877, 'trace_an': -120034}
  • id: 55256077
    {'hecke_orbit_code': 45035996340815999, 'n': 881, 'trace_an': -50751}
  • id: 55256078
    {'hecke_orbit_code': 45035996340815999, 'n': 883, 'trace_an': 22438}
  • id: 55256079
    {'hecke_orbit_code': 45035996340815999, 'n': 887, 'trace_an': 27491}
  • id: 55256080
    {'hecke_orbit_code': 45035996340815999, 'n': 907, 'trace_an': -127240}
  • id: 55256081
    {'hecke_orbit_code': 45035996340815999, 'n': 911, 'trace_an': -51437}
  • id: 55256082
    {'hecke_orbit_code': 45035996340815999, 'n': 919, 'trace_an': -6727}
  • id: 55256083
    {'hecke_orbit_code': 45035996340815999, 'n': 929, 'trace_an': 46592}
  • id: 55256084
    {'hecke_orbit_code': 45035996340815999, 'n': 937, 'trace_an': -32709}
  • id: 55256085
    {'hecke_orbit_code': 45035996340815999, 'n': 941, 'trace_an': 40806}
  • id: 55256086
    {'hecke_orbit_code': 45035996340815999, 'n': 947, 'trace_an': -46015}
  • id: 55256087
    {'hecke_orbit_code': 45035996340815999, 'n': 953, 'trace_an': -20884}
  • id: 55256088
    {'hecke_orbit_code': 45035996340815999, 'n': 961, 'trace_an': -69354}
  • id: 55256089
    {'hecke_orbit_code': 45035996340815999, 'n': 967, 'trace_an': -68148}
  • id: 55256090
    {'hecke_orbit_code': 45035996340815999, 'n': 971, 'trace_an': -27594}
  • id: 55256091
    {'hecke_orbit_code': 45035996340815999, 'n': 977, 'trace_an': 14678}
  • id: 55256092
    {'hecke_orbit_code': 45035996340815999, 'n': 983, 'trace_an': 96960}
  • id: 55256093
    {'hecke_orbit_code': 45035996340815999, 'n': 991, 'trace_an': -92767}
  • id: 55256094
    {'hecke_orbit_code': 45035996340815999, 'n': 997, 'trace_an': -46008}