Newspace data - 784.4.a

Formats: - HTML - YAML - JSON - 2024-04-25T08:21:26.143268

• mf_newspaces •

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

  
  {'AL_dims': [[[[2, -1], [7, -1]], 15, 13], [[[2, 1], [7, -1]], 15, 9], [[[2, 1], [7, 1]], 16, 5], [[[2, -1], [7, 1]], 13, 7]], 'ALdims': [16, 15, 13, 15], 'Nk2': 12544, 'analytic_conductor': 46.25749744450064, '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': [784, 1, [687, 197, 689], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 312, 'dim': 59, 'eis_dim': 48, 'eis_new_dim': 5, 'hecke_cutter_primes': [3, 5], 'hecke_orbit_code': 67109648, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 4, 4, 4], 'label': '784.4.a', 'level': 784, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'mf_dim': 360, 'mf_new_dim': 64, 'num_forms': 34, 'plus_dim': 31, 'prim_orbit_index': 1, 'relative_dim': 59, 'sturm_bound': 448, 'trace_bound': 11, 'trace_display': [0, -4, 0, 0], 'traces': [59, 0, -4, 0, 0, 0, 0, 0, 477, 0, 22, 0, 24, 0, -58, 0, 52, 0, 20, 0, 0, 0, -194, 0, 1299, 0, -424, 0, -62, 0, 104, 0, 208, 0, 0, 0, -168, 0, -100, 0, 100, 0, -116, 0, -112, 0, -264, 0, 0, 0, 1318, 0, 528, 0, 1168, 0, 554, 0, 292, 0, 752, 0, 0, 0, 392, 0, 662, 0, 304, 0, 400, 0, -612, 0, -2236, 0, 0, 0, -810, 0, 2227, 0, -876, 0, 1442, 0, -776, 0, -564, 0, 0, 0, 1334, 0, -1478, 0, -428, 0, -384, 0, -976, 0, 4120, 0, 0, 0, 394, 0, -128, 0, -904, 0, -842, 0, 1424, 0, 8, 0, 0, 0, 2053, 0, 7716, 0, -2160, 0, 2808, 0, 2640, 0, -6076, 0, 0, 0, 762, 0, 172, 0, 1356, 0, -3126, 0, -3408, 0, -704, 0, 0, 0, -992, 0, 1818, 0, 3508, 0, -4898, 0, 4056, 0, 14632, 0, 0, 0, 8602, 0, 4474, 0, 776, 0, 8125, 0, 7140, 0, -376, 0, 0, 0, 2934, 0, 14254, 0, 1592, 0, 14462, 0, -3616, 0, -15200, 0, 0, 0, -2370, 0, -1932, 0, -3856, 0, -6158, 0, -8984, 0, -2272, 0, 0, 0, -2496, 0, -20044, 0, -4752, 0, -10268, 0, -8608, 0, 22576, 0, 0, 0, 7406, 0, 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0, 585646, 0, 317216, 0, 929824, 0, 0, 0, 1221214, 0, -646760, 0, 157864, 0, 280442, 0, -562252, 0, -319976, 0, 0, 0, -170394, 0, 773844, 0, -828480, 0, -78888, 0, 49436, 0, -869968, 0, 0, 0, 610244, 0, 491107, 0, 19240, 0, 852258, 0, -965888, 0, 25844, 0, 0, 0, -928164, 0, -1283414, 0, 471700, 0, -1096508, 0, 738872, 0, 427056, 0, 0, 0, -1069536, 0, -716808, 0, 343512, 0, -442026, 0, 676928, 0, 101456, 0, 0, 0, 423720, 0, 1588908, 0, 460416, 0, 686256, 0, -295136, 0, -736800, 0, 0, 0, -1104820, 0, -600852, 0, -323188, 0, 553770, 0, 585824, 0, -80096, 0, 0, 0, -388734, 0, 632602, 0, -729872, 0, 1086628, 0, -78176, 0, 576448, 0, 0, 0, 498450, 0, -383926, 0, -378728, 0, 16110, 0, 553008, 0, -23744, 0, 0, 0, -87764, 0, -262210, 0, -65192, 0, 6826, 0, -70656, 0, -629780, 0, 0, 0, -534506, 0, 56372, 0, -235408, 0, -1012492, 0, -565592, 0, -48000, 0, 0, 0, 45098, 0, -77710, 0, 59588, 0, -1436404, 0, -953904, 0, 1006512, 0, 0, 0, 248344, 0, 1224, 0, 371632, 0, -933896, 0, -522192, 0, 57280, 0, 0, 0, -809660, 0, 1443156, 0, 225792, 0, -1504186, 0, 102096, 0, -728332, 0, 0, 0, -1091138, 0, -968768, 0, 34912, 0, 14106, 0, -853176, 0, -197324, 0, 0, 0, 807254, 0, -673260, 0, -509088, 0, -1254466, 0, 194328, 0, 224440, 0, 0, 0, -1176224, 0, 308880, 0, 561536, 0, 97958, 0, 403628, 0, -474944, 0, 0, 0, -998917, 0, 890524, 0, -495960, 0, 1501638, 0, -121980, 0, -451220, 0, 0, 0, 248934, 0, -369234, 0, -37312, 0, 1273772, 0, 568056, 0, -146692, 0, 0, 0, -545960, 0, -1058792, 0, 54608, 0, -207588, 0, 1026768, 0, 585888, 0, 0, 0, 614562, 0, -30382, 0, 50672, 0, 840414, 0, 713688, 0, 220424, 0, 0, 0, -36802, 0, 383018, 0, 463760, 0, -60592, 0, 25116, 0, -477408, 0, 0, 0, -428930, 0, 43592, 0, -595844, 0, -443910, 0, -852840, 0, -109568, 0, 0, 0, -407658, 0, 1441530, 0, 199572, 0, 122032, 0, -521744, 0, 849744, 0, 0, 0, 2301604, 0, -483224, 0, 658144, 0, -1061214, 0, -930464, 0, -63856, 0, 0, 0, 108592, 0, -719998, 0, 113672, 0, 1671272, 0, 160160, 0, -316840, 0, 0, 0, 102720, 0, 270674, 0, -242676, 0, 155834, 0, -135056, 0, 468256, 0, 0, 0, 810086, 0, -1249300, 0, 375876, 0, 1258220, 0, -900960, 0, 156656, 0, 0, 0, 682530, 0, 1265362, 0, 120832, 0, -805122, 0, 787244, 0, 82496, 0, 0, 0, 322312, 0, 137944, 0, -103872, 0, 825530, 0, -293408, 0, -789648, 0, 0, 0, 1383414, 0, 172488, 0, -207008, 0, 359736, 0, 973064, 0], 'weight': 4, 'weight_parity': 1}
• mf_subspaces •

  Column	Type
  char_orbit_index	smallint
  char_orbit_label	text
  conrey_index	integer
  conrey_indexes	integer[]
  label	text
  level	integer
  sub_char_orbit_index	smallint
  sub_char_orbit_label	text
  sub_conrey_index	integer
  sub_conrey_indexes	integer[]
  sub_dim	integer
  sub_label	text
  sub_level	integer
  sub_mult	integer
  weight	smallint

  
  
  • id: 300589
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '784.4.a', 'level': 784, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '7.4.a', 'sub_level': 7, 'sub_mult': 10, 'weight': 4}
  • id: 300590
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '784.4.a', 'level': 784, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '8.4.a', 'sub_level': 8, 'sub_mult': 6, 'weight': 4}
  • id: 300580
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '784.4.a', 'level': 784, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '14.4.a', 'sub_level': 14, 'sub_mult': 8, 'weight': 4}
  • id: 300581
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '784.4.a', 'level': 784, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '16.4.a', 'sub_level': 16, 'sub_mult': 3, 'weight': 4}
  • id: 300583
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '784.4.a', 'level': 784, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '28.4.a', 'sub_level': 28, 'sub_mult': 6, 'weight': 4}
  • id: 300585
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '784.4.a', 'level': 784, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 8, 'sub_label': '49.4.a', 'sub_level': 49, 'sub_mult': 5, 'weight': 4}
  • id: 300586
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '784.4.a', 'level': 784, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '56.4.a', 'sub_level': 56, 'sub_mult': 4, 'weight': 4}
  • id: 300588
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '784.4.a', 'level': 784, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 10, 'sub_label': '98.4.a', 'sub_level': 98, 'sub_mult': 4, 'weight': 4}
  • id: 300579
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '784.4.a', 'level': 784, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 9, 'sub_label': '112.4.a', 'sub_level': 112, 'sub_mult': 2, 'weight': 4}
  • id: 300582
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '784.4.a', 'level': 784, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 10, 'sub_label': '196.4.a', 'sub_level': 196, 'sub_mult': 3, 'weight': 4}
  • id: 300584
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '784.4.a', 'level': 784, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 31, 'sub_label': '392.4.a', 'sub_level': 392, 'sub_mult': 2, 'weight': 4}
  • id: 300587
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '784.4.a', 'level': 784, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 59, 'sub_label': '784.4.a', 'sub_level': 784, 'sub_mult': 1, 'weight': 4}
• mf_newspace_portraits •

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

  
  {'char_orbit_index': 1, 'label': '784.4.a', 'level': 784, 'portrait': 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lW2rHHZPj2g4oMxgtllwwXrDFU/ZrbpcmJO4SlwXRj0JBdtiugMQjxH4irNiTmPs02Xqme4aEOP+UUHbaDqSzavCdm2vkWtOkAICEJJs1vj3JLPZF0SRz4nzrkcOys4PhMx0wxwqwOuvKDDj7xUM+hPcPRMg5PnFDNzMWcXQk7NGw7NG666eJ7/8tZF1o+PcezsBOcWqswuuswvCxaT87jUjplb1sx1lJnctFG/4oW7HvzZN1/88379gsMQHRdi7JmGxnf8+icP8D/8089g4mizMzLxO0eOzbxuY+1jvOnWWdrttcwvN1hYrrKw7LPQdFhokV2c+eWYc004OidYO73Eu35wkRt2VTk5M8mJmTozCw5n5w3nFiJOzcWcWopZM9Xhe27scuEGRd33cWWF+WWfuUXF3DL0BhBGBkcZapWY8ZGIyMCJc1B1Ayq+gyNjGlVo9Xzq1QECqPmaxabPUltSrwoWW4KFdkzNNxigXlEs9wXj1QGOVFSrAZ4jOX7WJdIOkw1B3RcoBVEk6PYFc8v2Zppvhbhun0ot4oJNA152Q8i6sTpn58Y4ec7j7DzMLETMLkacmIOji4brLpvnv75tkXXjYxw/O2FXiQzcmqVWyFIrYrFtmG8LTrUUnVaTn31bn1/80VsY6G0fn53t/4znyZPbLn7NMw2Rb/v1T1aDz87OMTJSGzt89Mz/994PfuG6xw8++roHn5xjwzrFxRcIbrywSRgp4lgSa0msQRsHoxXGAAaEiJHCcHR+nP/2l5L//LY5rt4eMlafYKQ2Qr3iM1pzGW9I1i1JTsyN8Yk7ayhvwCVb+2xZH9Pu9NgyHfHS58UMQgeB5q7HfBY7PrV4wOl5RbNdYe0mn4UunJuDXVskh2cMOze6jNUCTi8p1o1FxFoy364y39asmwhZbCpGaooLNnQ5esbn4q0Rp+cMy60qF22K2bIu4MR8zEhjQLMdcvfjFUAShJrnXtHjhi2GhY7LhRsCdm2ReKJKrz/FY/t9Zhclc4sx88sRZxY0R+cE7ajP9Zcs80tv7rBmZIJjp8eYXaowv+yy0BQstTTL7ZBmJ6bZNSx3BbM9xVIn5ObLlnnjTQu0Zz7DfHvX67TabqbWv/qRbq//+3HYXR4ZnXymIbPq1z9JBv/Cl++mUvH9xcXlP3h09/63P/LEcXX0TIvlyOdcR3PNtnO8+8dnueKCGjML4yw26yw2Kyy2XBabDkttWGrGloVaEfMtOLEoqI/2uHbXMq9/3oCLNlTpdEc5PVdjbslloSlZahnmlzWzy5pOP6YdaPqDiDVjAy7eqjFG4DmGg6d9orjK9rWSizbHjI/1mV0KeOponat2wNjIEvfuGWfNWMBYXbDQdrloU0AQRDx8eJQgjNm5XrPUFUw0+kyNOtz7ZMhYrcYVO2KeOh4yu+gy2fC5aJNh6/oATcCh0wrXNWAMl2wLmRoRdHs+3b5Hp+dwbtFhflmw1IpZasXMN2NOLgiaYcSOLS1ed9MS112kGKuOcnp2hPlln/mmw2LTMvdyO2S5HbPcNix0YKYjmWnG3HDRDP/9x+fZuanBwvIISy2XfrQG4e2Ip9Ze/MFKbezfROFgcMkVNz3T0Fnx9U8K4MtLs8SD/UJVrvz1J5588rbPfO6Oq/cfOu31Q0G7L2j2JDNdyWw74todM/yPH1vgqgtqnFscZ7FZY6nls9jyWGo5LLUFzVbMUjtiuR2x1DKcXhac62hGR7rcsKvFm26J2LWxQrdfZ26pymLLo9WRtLqCTi+XJEEk0Bpcx1CtwPpJzcbpPqgBT5+M2HvYo6Kq3HJNiOs1efTpBuunFY8eiNk0regOYkaqMXNLmit3CuaWNPWKS68v2LQu4pGnK2ychkcODfBElZuvAq/S5cmjMfuPVZF4bJhUbJiAagVcRxBrQRhBGEGvD52+pt3VtLqaxQ7MNg2tMOaibW3e+MJlbtipGa/WWGyOcHa+xkLTY7GpWGrDcitmuR3R7MQsdwyLCbjPNTU37DrHf/+xWS7dWmV+eZSlVp1Wx2e57dBqC1RlU7T1wuv+4szZ2X/zwlu/J4yiKNywfu0zDaXs658MwBcWlpiYGHNOnzryy9/85r3/Yc8T+935hSbdvqbbN7T6mnZPsNwTzPYkM+2Q67bN8u5/s8DVO3xmM5BXWG57LLcdltuC5baxS247YrkTs9SBc01YHBiE6vPqm5pcujnihp2GsXqFZqdCFLlEsSKMJLEWgEEbg+9GjDS6PH5Y0h+E3PlIAxFW2LHR46arOgR6iTsemODKHR5z7Ranzta59uKQ/ccdQmM4esbwE6/qc+S0JtQN9p/UXL9TcHy2y8LSGFdeFPLVR3qEgzrPvdxlx+YAI1p85VHBoC/Yc8inUXWpOcLKMEBrCGJDGBsGGppdzdhon2su7nH5lj6vem6Moka7U2d2qcZiy56bpZak2TYsdyJaHQvuZsew0JWc60jmWhHP2nWO//mTc1y8ucL88jjNdpVmp0Kr69LqOLS7klZPEhtvML1269zzn3/rB3fuvPBd7XYzGhn5pxGAPuMAT4qiKs2l4ztOnzz5fYcOH3vXnj27Rauj6QeaXj+m29d0+ppO39DqQbMnmOtJZjoRN1w0y//4sTmuvMBjuTnGwnKd5XaFZsdjuePQbCuaHUGrq2l1ItrdmHZP0+waFruCpZ6hE0RcfEGf0WqEjiJedVOPq3bEDEKFIw2D0PDpb9Y4cLrO+nHN8TMeDlV2blRceZGhUuvw4NNdzs01uOaiKhMTy9z9mMe12z3mO2163TrjU4bH9knednufR/YZ1kz4dAZtlpbHuPyiLl97DNaOjHDNxR1mlpe5/4lxam6dqy6Ei7b0UU6HwzOatRMBx8+EfOZen16okBKC0HD1RQNe/rwBYegwVoXLtwk6vRqtTpXlts9yx6XZUbQ6kmYHWt2Ydiem1Y1pdTXNHix2BGc7kqXugGdfNMuv/tgSV2yvsLA8QrNTo9XxaXU92j2HdlfR7tmAt93T9AeaK6+82mzZesF//YVf/dPfePEt1/Z/9T//1DMNr2ce4CeP78f1alcszh1+aO/jd7hnz/VkbyDpBYJe39AbxEMg13T60OoL5nqKsy3NdRcu8KYXzvPam2JGKnXmlkZYalVpdnyaHZdWV9HqStpd6PQM3X5Mt6ft88DQHdibphsYgljjeQYnCb9dBb40GC3xXYepEcWmNZJtGwxb1/eIRYvP3a/Yf3iEF13j8dxrlnjfZ2PGvAle8pwu9+wJGa2MsmF9h68/UuXVN8Xc+XjM9imf+kibex/3+Z5nuTQa53jfpyd4/mVVbruhxZ4Tfb58n4uJamxd67F9vWDTWs3UWIDvhWgT4zoxStmyEc+BiicIQ4du36PVdej2HTp9Racn6fSg0zd0eppON6bTszd6qwfLPcFcR3CuaRgZafH6m+d40y0DLttWZX6pQbNTpd31afdc2l2HTk/R6Qk6fUF3YOj3Nb1BRK8fI70GE+Pj79qyceLdzVav+5/+408/o/h6Rl2U/Q/9GrL7icqpI8EbTp7uuIN+T9arLkKY5NYTlHJRApukERopDErGeEry1NEpfuFPajx16hzf+5wO1100YLTeYLFZp16tMNJ1afeSC9OXdPsOvT70B4Z+qBkEhjDSRJEh1opYAwakEriOoOJCoyYZbQjWT2o2re0yNtrka3sMdz7o4clRbrvG46qLW3xjb0AcjnHN5bDcG3BipsLLbjSMj/aoOD6DUDLbipCR5Ht2CPY0Bjy2v8It10/w7CvbPHpAIhjlmos9fuI1C3z54YB7Hq+x/5TP5kmHdZM+o/UqjRpUPHBdg5L29MSxINIQRoIwFAxCQ38AvUAnILRE0R1Ykmj3YbYjmWtDKPrcdMUir3xui7e9OGYQjDAzX6fVrdDu2iDWPqQFdl/QS8DdD2J7LgNDZ3mRbi9612wTqZ3R33j7T/9O/4O/+zPPGMaeUYBHkecsLvR/iejcz9W8UAp8ev2kkE1IhLBNOEIohBBIGaMEKAlSGRzH4CpN1RHMdWt8+Cub+cqDTV523RKvvmmZKy/oMDlWY6FZo93z6fZcugOH3kDRHygGgWAQSsIIolgRx6CTe0tKcB3wXUO9qhkfCdm0pktkOhw4HfLJ+zyeOjzCRLXKdbscbr62xTf3NrnjW6PcuMtnzWSPLzxk0HGViZGAhdbA3jTAurEOS/M+SlR4zlWLfPneCidnqrzixi5RvMBdj00RxhWuv2Qtr3x2k+0bmtz7hMPuk1XMUZ9Nk5KJuqBWEfiewFEiAblBG6vLo9jetEFoGCQ3cT+AbmBXv6WBYKkN0ulz9cXLvP7mJrdfEzI1UmVheZzldpVu36PdS8Gt6PUtuHuDhLkHlrn7A0N/YFvpwlhx/ExLSs/8/PYtwq1VvXcB0f81AJ879jf84l/U2LVRv2N58ODLxtXMTejQq1c9hIgQGBAOQoBEIgEpBFJIZMrgSqBUjKvAU+A7mqpjGOkr5lsTfPArDe7a3ebGy5q8/SXLXLK5ydRYhTCq0Bv4tHsevb7DIFREkSSMJVoLtBEW3MLg+zF1P8L3QqTqM9sc8JkHJcdnPI6cHMeEFXZucrlkm+Lai1sId5bHDo6wZbLC5RcYJseXWWhW2DipQGo+f7+Pj6TqG17+7B4f/nzM2Tmf6TWK+faAJw/7bJwe57oL57hnd5Nv7R2lP/C4eNsk12zrcsW2FgfPLHP8nOFbT9Y4cqKGLyS+I6n7UCkwuTEQa0MUQxBDEAk6A0GrL2gGEOoIofpcuaPFD724xY2Xajavcen2JphdrFnG7nt0e1bi9Aa2Nr03EPT60BtY6TgIYvoDGyv1A0NvAL3AEMSKzmLXa/Znfub5z5664czhD39h/Zb+b//X927gXf/2Ff9yAf6/PvhFpra+nZ9/3W/9VHvp4f826u1roF2ghpA2HBDCWHALhRQGKW0gJZVAKYWjJI4T4yiB62g8R+O7UPEMVS9mrCJpDVwWlyf42DdG+ebeHmP1Hm+9vcmOtctEocNFmwwXb1f0B9YtibXEGPv3lYzxvYhDp+HorKAXaf7qjhrLnTH6XY/JqmLDhMPW9Q4XbBRcfmGTWC7wR59p0GmOcuMlDjs2t9l9NKbVrLB5B9SrEa2ggu9JMAbPdVnuw6lzkl3bfC7d0WffgYAnDlW58fIJfvQV83zg820e3Neg03NYaDa4YGOFyzb1eO4lbV7+7DbN3gJ/eUeVbuhx8pzLnqMenmOJAEADsYZIa6IA1q8NuPTiLjoO2bF+wA/cOmC05rBu3CMIq5w6V6Hb8+gNXCvhBopuX9EbyOQB/cAU2DpmEOhMmvQDQy+AXijohoJuLJmbHdTPfuXYS87MBs971tVXR+/6t4vvWTrzccY3vO5fHsDvvusz3PLCzeqXf/e9PzpoP/ju773xMX/HDkO7V8WgkAKEADKAG6RwkBKUlCglLLiVwHEUjiNxnRjPjfECgz/QVFxDPdSMVGCiKugEklavwYlmg1/70CTEIZKIy3d1uXhLwCAQGB1jjJVFUgqklHi+xxOHPQ6dqFD1XOqOZKou2LFBsmbCYcO0ZOt6za6tS4Qs8IefbnDi+Cg37HS5cLNGOi3ufMRnvOYyOQbjI33q1QoK61+3eh4LHc1C07DcrnP7dU12Hwg4fNphcrTC9ZeO8aOvXOQPPwWPHKrT6RuWOw4zCyOsn6wyPTFgw2iPX/yBHrVKi/0nNXuOKHzfIJWNTxCAMRgNQSC4eEvE1TtjhHEIQw/MOP3A5+ycS3fg0hs49AeKfmAZux8I+kmw3x9AP9AMAs1gYJ/7gbYavwDufgLudiBYDgWd2NCajzh4ZF/j7S9rv3vu2NVhv/a9n42NmQk0UVX9w3sc/ygA/7NPfYZz7mb3wx995IdOHD/6ex/49Gl3z94qv/YTy+zcbBJwG4QwSKFR0qCki5IGRzk4ylhAK5vk8Fz7GLiCQSDxXc3Ai6kGxmrOyFp7Y6EmiGAQCvqRZBD7hFGFQ0cb7D1oiI2tPgRQwsodVwl8Bxo+XLIGGlUYq0vGG4rJMYfpcdi6fsCG6WUGZpH3fHKUw0fGuOYCh+0bJTs2L/HQ4QEnZ8Z57k7J+IjGc3pUpIsyWF9dA7rPYqvCmTmHGy+vcukFLfbs85kaldQqDa7aGfNvXrvEez6l2Xu6QbOjabYUc0sOU2MNJkarjDUiRmoR47WAl94Q4rshropQSiOlPS5jBFpLgkixuKiIIocgUgShYhAmz4G0j1Da5pBQMAgE/QAGgbHAThh7EBqC0EqSQZiwepiAOxC0Q8FSKGgHMfS7XLl1mV/51/O88OKz/t6j3u+uuWDfr3fcrdcFg87Rfwzs/YMD/CMf+wKbxkadxw8c+Vd3Pnr8d+9+4KCLW+Vz908gpeZXfqLJJRvbKKmRQttAUmr7UC7KMThK4TgK1zG4gcRzCgD3FEFyccLQEESaINSEkQ2y0mxfFJtkyTZobYPJNFkiksDVkdZu813wfUmtIqlXFKMNyfgIrBmP2bq+y0hjiY/dE3Lv3gmW50e4fIti2waHCzcPEGqZj35thDU1xcSoZGpswD1PSE6fU+xaD2EsuGBNzPOuHLDv0BgLTcFis8EbXtDi4X19jpyR1CsSzx3lsh3wyz84zz1P9fjM3VPMt2HrmpillsNYQzHa8GlUPerVKhVfU/FiXEdbQpDGroZgy4i1XT1iLYkiQRRLwkgQRIIwlAShYBBZtg8iGAQ2QA1CTRBoBpENVO17hn6YADxMZYmkFQqaIfQGEQQdrtiyxK/+xALf8yxNMKgw6t7vtU5FYrD4rJcKdeEfP7X7K9GlV734nzfAz3QCcWLx9E/uf+ror3/r/tNuN5zA8Q2RlHzufkEvcHjNTS3e8uI2o40I1auilEY5MY7SOE6M6zi4gYPnSDxXMXAtoANP2AsTCoJQEUQQhrnlF8WaKDYZuOPYYBLWNiaRRICSAiUFjiPwHIHvSaq+pFYVjNQMY42Y6bGANRNtkEv8zdcVH/7yJFOVCldsFWxZ77JlvWbrumW+8KhmcanKVZslYyOS8ZGAY7Mura6DUhDHkkZVsWFtxLf2aJZbmpkFn8t21Hj+1U3uut9nvA6+76HUKJfvgH/1kllcOcsn7xnn6dMV1rVCpkYjRuuKRlVSqyqqvoPvOfiu9fAdCVKa7Bgx9qbWRhDHEGlBHNkbLootCaQEEUaaMNQJWRjCZFVMwT0IoZ+sjL1Q0AkFrUjQDg3BYMCo2+atr53ne2/q8oKrDZ1OnUHgMVZ1WWoddxdmxt+9fmPX9SrOe5L7758nwH/vA59FB/pnvvyNff/l1Ikz9cmaxA0MrVDQEh6BlNzxiMv9eyvMtxd4xxu6TI6GdHpVuqqCq2Lc0MVzXDwnxnMdvFDje5IgUASRIEjYJ2OjSBBFyl602FjrTxtibXLWLjC3EFibTWFXBg+qHtQqmkbNDvaZHuuzdnKJ+/YF/MkX6hw6McqWUZcd6wSb1npsWiu4cFMH4S7x1UfGGfcVk6OSsbphrNFjpKHxXGt7ag2DwGG5HdLqxjQ7irlll3a3we3XnOOL93c5dLZB1Q9xlIcQo+zYKHnLrQvceMkM7//8KA/tHWdjW7J2JGSkJqhX7A3p+xLflbhOYh0qkcc22GM3RqBNcsNriGNNnKT6o4wYUqBbQNtV0DBIQD2IrCTpRYJWKGhH0A8idL/PSKXFO96wwL9/U5eq59HqVukPfILQox/Yh4r31VU0/ytu/blq5ugnfnvd9u/95wfwT/ztb/G9b9zPv/sFbl8+NzPqCBAS6q7V3K4UtKVLVypagcNvfsTl4f3LvPm2Ni++oc3EaEinV8ELPTzXw/dcBoFDENrul8BTBJEkjCRhmDzHCcDjhKViYctoEwvQGGGxbWwQK2QiTZQtpPJcTcXT1CoR9UrEaGPAmok2rV6H//lRhzsfm6TdqrNjSrBljWDjtAX3tvV9GrVFPvxVj9Nn61y6XjDeUIyPxGgzoN0TONKCTRvL4qO1CKkiljouyy04t1hl55Yqb7l9mb/5qseJWRfXCVHSxZgGYay4fPMi73pbi7t2d3j/p6c4e6rG+lEYr8bU/Ziqn8cnriNxVBI4J/kEe+j5jW5vfNCxJkpWOAt0Sw5RDEFkAR5EgkGcsHYEnUhaYIeaOBgwWmnz0luX+P7bOtx8pUaKGovNCkHoMQg9gtAlCByiWCKF5PSZ9ijzx2/fG73j9waxod8nHqt/94POfxCA//R//B3e/CsT6k//5Ox/feCxcy8Zq2gqjq2ZUImX7QiDKwSuFHRkhVbg8Ln7K9zzaJ0XXdfkTS/qcvO1AWMNnyDw6QceA9clCB3CyE0kiSKKVAJuSRQLokgSx6neFIneFugh5rZ+ukYpcJXGda2GrVdC6tWARq2HUm2+8aThE/eOcPcjU6yrKy5bD+smJOumPDaskWycDtixaYlHDvX59D1rmPQUkyOSkbpkerzPgVOGex71kcbeTHEsEChuuSbknj0Bc8sVWp2Y+SWHjdMNXvu8Do8fbrLn6SlqXoRSAnDRcY3BQLFxrc/337zE+rEZPnlvlW/tHud0q8KELxipGOqepuKB58Q4KskZJMdbLMwwqWTR1jNPGT1KgB3FEGpLGGEMg8gydjcSdCLohRodBUx6HW553jLf/6Imt14XUXM8BqGtWwlCl0HoEoYpMTmWlEJFp6+YXTr7wk0XfeVQ0LvpP4fB4M//IbD4XQf4f/+f7+HCzWMVHZ3++a9+a/bn+92u8F0JwjK3jG1CIg3q3Bj8hM17kWIx8vjEN2vc+XiHZ13S5h2v73DljoDxUYc49uj1veSkWZBHsSKMbcIm1oo4EkTaOgfaCLTOK+9MBm6DlLYn0lUaz42pVUOq/gBHDehHfZ48rvmDz47x2KFxnNhn56Rh7ZhhakyxZsJj3aRkw3TI9g1tzi23+PM76piwwvo1gtGGw2jdMFIL6MUx2ig8KRAyYXCtUI4i0pp2X9Pqxiy3Hc7OV7lkpMFbb1/mN2arHJmt4TihlTbGIdIVBqGk3fV43iVtnnNJkz1HT/IHnxlh34kGc4tVfCmpuoKGb6g4tvvIVcm5l+VrZRKAZ9nPxOWx8g6CWBBoC+x+DN3QMAgiHBMwNdrhqova/Ps3LHPdrohGzSUYNGh1fYLAJYhSMnIIQ5tUCyNlJWUkiSJFxR3Uw8W760888NRl+0+s8z/3yT8avOK1P/5PF+Bf/NQfccHmeu3uB+Z+jnDpP3fb3cSvtsiywAKVgN2R4ETgSYOvBD0l6Dg+fddlMajwpYftAMzveU6T176wx+XbOmyZ6jFadwgiN+mQdxgEDmGkiLQkjlUCbInWYBB5GJOA23O1ZTgnxnVCXBVwdini4BnNN59wePzoCA/sHSMKq6wfMaxpGCZGBJOjiskxlzUTkvVTERune4yPLfLRL8J9T45x1UbB+IhgpC5p1DSN2oB2HOC5CieyUsEY62AwkHT7Ma2kAKrZMSy2HGYXR7jp0g7f8+xFPvBZn/qCRInQAlI7hJHHIJR0+y5TYxVu2Nnmfe/o8MDTLR4/6nL/ngYnFyvsm6/iK0lVWXnkOQbfNSjyMh9DzuSxsXIu1Ja5gxh6gZUqoYkwUUjD67NzfY9Lt3X53ts6vOTGkIbn0u83aDc9gsgjiBzC0E3ArCzAI2tThgm4w+QhBLSaXRaW59/ZCUz3iUO1d//qf39P9xff+d2rQvyuAfz4yTOsWbe+8vTue/4D8cFfEvSZGPMIQutkCGmQQiTsbVnciY3VvzG4EVSUoRonS6HyGXguzajK33xthK882mPzZI9XPK/NuvGIbesG3HBxF4FickLiKEkcO2gtMUYmzJ2uy2nySGOEbQroDTTSifjW0w6Hz0q+9GCNg2caLC9X8YRr2XpCM1qzPvhYw2FyzGFyTLB2ImL9VI8Na5a4b6+VJhtHHaYaMFJ3GKkJRusRUgY8dVzR7Co21ZPhtgYGoWTtpODirQO+MWdo9gztnmXx+WWfmYUxXv+8WfYeW+ChJ6ZxlQERYgxEsZVo/UDR6zs0Ox7jjTovuLLDbdd0Wbh9jkNn4IsPVTh8xufhfTWE6zDXd+gvKKSQCCESTS4SkJsE5IbYaExsXayJkQGjIuS6S3tsW9tnw0TIK58bsG5CMDGi6PVHWVz2LIhjy9RB5CSyMX3IVR42TgojQRA6LDZ7NPuL73rtK66Xz3ve83/jHT/5hn59dP0/LYDXaxXn8MGD/+meBw78/44eWZRKOniORiATQCePyCClBbqTNPC6sS1L9WLwIkNVCepa0I8Ffcdl4Lo0+1X2HI/YfWwSoUM2r+lzzfYeo/WYm5/VZ8NkSBxGGJ1cOJNLk7QKUSpDoOGBPVX2HqnhVSSPHq5xZqFKxXEY8SRbJwxjFc1IxdCoSkZqktGGw9iIw+QoTI9HrJ3os3lti5glPnznGAsLI1yxWTPasD2WjZpmpBZiTMiDez0WFl0unLDZRWNgMJCsGZM8+7Ie33gspt2TdLoRrY5iqe1ybqHOZTt6vO22Jg8+XeXowghKaCBMakzcJEEj6A4knZ7LcsdnpNZgfKTPDRf1uOmyPmcX+jxxtEWlGvPEEYcH9/jERiKkIBu2mdmIBowGrYkjw7qpiJuf1We8qrlyu2bTtCCKHbSuMQhd5pfs6mkbQxKpmLB1GheldT5RJAjjArhTgMeCIASlFCOVtoy6h39+bmaTU61P/zLfpQKt7wrAjx+8i6/f9QVvYan95r1PPu0JJJ4LjiNycMn8WSUWniMFjrav3dgQxjabGGqoxIZaLAi11YIDTxDELoF2CbXhdHOEEw9qpIr50mMhNSdCG20vkrHd6iK9gkLah5RooWh2XKLAwXckjYrhwkmoe4aGF1H1oV4R1CqKRlUxUnOyRM/kWMSa8T7rptpEeol3f6TKYwcn2TJlGKuLBNyCejWmXgmo1/pUqlXcJNATiSyItSCIXHq9Pst9zbhva7XbPU2zrViqeZyYGeXqCwa8803n+B8fcTi5XAURo02E1hDGNmCztSOKTt+h03Nptn2qlRrVJFi+5coA1wu44aKYNzy/nyXShNCJTZpH3yk5xNpajWMNhZIe/b7D/LKTVFxaMEeRItI29oni9DkFtH2dBv0pW1vPXRJF1uGy/ru9SlXf4bHH93pHTwVvdr36r33s03dHr3/1C595gH/g4w/wuYelf9tlvT+4864nt6wZdwgiazlJbZDCEAuTBJcGFRviRKLE0kbtjrIH6+o0gjfWttLGnogkyg+1DSAjDYEvieuSSDuEkc98YDPgxuR5A1uRCE4ijdwksF1XN1THDb6jqSTatOIKqr591HxFrerQqClG6oLxhma8ETE1NmDNRIeNaxf4489rPnn3GtaOOkw1NKM1ezPUq1iAVwPOLmoOnvapesImXUgr/QT9gcNFGyLWTQ5od3zb0NGLaXUVyx2HRrPCSG2MN71gloOnZvizz25KLEON1lHiWTsMgrR+RNLtK2oVh6rvUvVs0ZjnxXhuhO/GVLwYR8QoGdussTAIqUs+ebr6xbFkftFOLNA6fRYJyCWRlugExHGcAjoBdQrkOGFrnbN2CuzcyrXujW1wiTl48uCW5zzvlj943cv58bh910A1bn3mAD5zboG1ayZqf/jhr7znG/c98IPCDES14iCDNMliwRxJg1I2s6iksABXmji2bO6kVlXiW6elnvGQhZV9n9pbSWbOmBTc5c+Xltfa5ghjg1plg1rXSepaHPBdScUTVHybMKlWHOpVwUgNRusxY42I8ZGA6fEOG6YX2X2kz198bSP1is+6Ec1oTVCvKWpVQb2a+OjVAY8dEzyyr8L2cfv3RULh2kB34HD9xYadm/o8sGeUbgC9fkynp2l1JMs1l7mlKhV/jDfevMBDT83xxNF12FtWE+uYSJskGWPrSXoDSa0iqPqKqq/xXTcBuMZ1NK6y2WGlbL2PzXQmTF44b2lCyCaFROZG6STVH+uCFRvLxHkRScOF/Vn2fUwG7DjOmdtakiTvJcmlwNBq950jh+7/wXOnnqXXbn3FT/V7y91K9X+/v/P/COBLi7N0O0v/brBw8IcPHFti/ZSfNQoIIYiFBbOUBq2tgxJLQ6wEKhbEyuDo5EbQwmYbtT3oIqh1koWMC3UkWbIitQCL4E4umBS5PaYEKGWzlk7SqeM54LkC31X4nqDiKSoVSb0iaNQMI7WY0XrEWCNgcqzL+sklHj/S5d+/fy2nzo5x4aRmrAaNqqReVdQrUKvE1CoRrjugFxgc6eArMs2bSpQwksSxS8OL6MeazkDa9rm+1eTNtqLq+1S8BlvXhfzPn1zmne8X7D64Fowk1jFxrImikCDUDAKH/kDSH0iqPviepOIZPE/hOQbPsSB3HJMBXEm7wuZSpQBygCR/YFKAG5HVtOS1LWQgt9dNZFZjRlgpwIugzq6zvf5RrNHGMN5wiLpNcc99p374WRw9HEXBr/yfYPR/G+CH936c0dqRTY/tPnq9z1nWTnoomzJDOJY5Y2kPWGbPFtSxNuiU4bUhViZLONjsmsizbAWv1iSsbZJaEpO+LmM7B7gkc26kFDjSJj4se8ukMlEmYJBWolQM9YqmUYsZqYWM1gMmRnusnVzm0UNdfv5PJzl8aoLt44bxGonmVtSrknrVUPNjGtWAZjfiU/dWMbGDp2xgLUTuPYeRRAmHV93U5p69Aa1+xTYS9GO6PUW7J6l1HKqej++NsGNdxK//6AK/+AHJo/vWJK11sbX1ojgZbyEZhIr+wB6T7wt8V+C7JjleG9Q7yq6oUtrEm0hqVgRloOdMnqb4KbC5tRYzwGeklIM6+z4uk1ZUAHZaRpFiQQhYbAnufeg4+4594foNW3Zteu8HPnXqJ37kf2+C1v8WwI05Dqzd2Dz31d+pu8de2/C7SOETRUnLVCyIFdmBKZkcrBSJ5EhBnR6kPWBTqBnRpWd7QlM7K3dITM425OnoNFMpCgBXMq/PcB2bynZdaQHgCSq+HbFW9TWNakw9Afd4o8f0eNOC+08mePLoNNsnJVP1mNGqLZyqVxW1AnvXqgFGBMwsjiCF3eZElrKIltG0cVk3bnB0RCcS9AJDb2CbodtdSdVXVDwXz63gOKNcvjXi1//VOX7+T+CRfdPERhHGmqhQNxIEmoGvqHgSL7DH57kyuanTQiwL8NSylStAXvysQ0AnqUxMTReTlkNQYPb0+6HVuFAXlD50AmyLBVsIF8eGxeYCR2fla1+69ZL4LW999U+/4NaZ05ddsO4fB+BP7TuH43Z3Lc0svn5xcZZGbQSDJpTJsiWTA5IQK5EcGESqWLaZyI14CNTpI2HpFOimyNwUi6ZM6YqITHeLxDgRebWgkjhOCnCB59rS2IpvqPqaqh9Tq8TUqxEjtQGjdQvuRw72+Y9/PM4Tx6bZPK6YrmtGq4J6TVKrKGpVSb1i/41aJcJ3Ah44AGcXPOqelWZCWGsuW+61bX5ePyG4/MIO9+9t0B2k7WA6CToVFU/huV6ioce4bGvMb/zrc7zzfYZH9q0hMgmTx4YwtvXvQWgIPInnyaQ2RWYrluMkMk2SgTwFeFqYlZ1NUZB+qSzEui3pNYmNSIBOBmxd/D6p5MyBnV/nYZCnPwsjQ2wUS4uz+GLu9e35Q+8RQfv0PwqD7979CBVvZOOhQ4d+fc/j+5lq1KlVBa5jGSADdnKgkQadfK9MeSnTGrQSZXAnr7Oy1hTg2LObMUrOMQnrFNg78XmVtLJIKbJyWNs0AZ5rbN23Zwusqn5MtWJrURrVAY16j8nRFo8e7PPv3zvJ0yfWsGHMYU1NM1qFetVW8eXsralVYqp+iOcOePKww9xclQvWkteCJPekTpyU3sDhws2Cy3d0uXu3phtIeoFNQvX6mk7PVgd6roPreDiqhpSayzYv8Zs/cY6f/QPDI/vXEGqHqVhbgIcQ+LZ22/e1BXiyWtkCLJE8kjoVmUs5kYI9AffwV0oqKdBT2Tic8tcmIa9S7JSDOn9NmeiMyZwVJWHtqOLg3t1smBj59S1bL3z9ww8/fPr666//hwP43Kn7uO0lr+F97333htb8yetG/Bau44Cxuk6KRFvJPBBR2li5kuhqnbF4frdbVyRlN0qMbdPtOXNjClZgciWKy6oUVvPLjL2tc+IocBxwlcFzDK5rqHga37XgrvgRtazQqsvEaJtHDw74d380ydMnrR04XbMJoHolKVGtKOu6+DppOIioeCFSDegELlI5uMqgFAmL5wCJ47TpwKXuhUBEO/Btq1hgRzF0+xLfU0mg6OI6GqVqSGnYudHwv37yHD/7+5qH968ljN2kwdgQxIaBa6hEBQ3ualxlb/K09U9JiVT5eUpBXjyfWVp/KJjP5UpBOuq01j4FcQp2C2ZTeJ3+PC4+F4wE+zckBw4votlz3ZYTzQ3/8WffcvoLX32El73oun8YgE9tfLZ45JH7r1w4fedHg8X9nr/GJ9Y602exFqhMfoiSJouLS1dcDBpTfU0J3EWtXcxKZsydZHLSi5E+MtckfSTLsKMMrpsA3NV4rsb3YqpeTMWLqFZCapUBo40eo40WD+2L+Kn3rGHfyWnWNFymq5rRiqGRMHetoqhVFNWKsQ9fU/UjqpWAYzOaP7+jgV8Bt+BUpB/bmNxia3c93vLiJn/xtS6z8xV6aRvYQNPzYvy+zMtfHbdg7xl2bYLf/bdz/MzvxXzrqTX0ogrTsSCINTUXBqGh4hl8Jy2htSuY4+gE4MI2cycrXUoOVk6lIBcgDJic0lOCKcpGnQX+prACr1yZ0+ccD2WgF02FILS/d8f9x71XTe/86DcfPfuaS3dM7SnC4LsK8N1PHVCY1gedzn3b10y0EELY0QvJ2IUU0FqnwWQh4k5fGxIWH3JIUlBrYT1tnWvtjLkLnyU93cXASCZdLFIUwZ3Uuzjatrw5OgG4TXxUvIiKH1CtBIw1uvTDDl98CH7tr9ax7+QUUw3Hgruag7taUVQqKkkM2cC04kX4XoTvBWgiuoMqo57ASWpwRBYCpzez9ZTDyKFRVzhiQD/S9EKRNfL6A03f0/RchedKPEfhKAelvOSmMexYL/iNH1vmN/865p6npjjdbtCPFaOuoeFpgtjgOwY/MnhOapGagg4XOYMnTk/6XJR+w1/5NSk4Wlm8lIO+WHueX3NT0Oz5LJc0ME3/vyipPz/ThPueeGz7D7xi2webC/PP4u+Rxv87A3x25ij9QfiS//VHd6zbvmaRl98o8L0YBKgoB3McC7SReaNBCnxjcoDrlLVFHkwWnJJixL6CuQsAzy5CAuq0WlGmBV0qt8XcxAf2HAtuPwFkxQuoVQZMjXWYa/b4jb+o8cGvriEwo6xpKKarmrGqYSRL4dtezZpvZ5xUfTuuouLbG8V1Btz5qEusXcuWMrEIZX4ceeuYJIwVUrjcfm2b9352inboMpqweCWw06hSBneVShg8n0BgtOCSLZL3v7PJX97Z41c/tJazi+N0RhzGY8VIpKm6Bj80iR9uYxDbtykKbooolFOIwqoovq0mN8mLjIxKUqVQd57KTVPU6GRJu7TLqBigRrHtHtJGMOUd58CeL6wLL/m+l+w/cPTzu3Zu/+4CfO7cMYzWP3Xt9t6G0coore4AKTSuY4EVpywuczDHaXIgzj3UVJakFlMuRYotZeK8zF1k7bT8NWPvpM47q1ZUJlmOk0xeMmbCdyO8DNw9qpUudz6q+eg3RvjrO9egxQhrGoKpSiJLKlCriATUkoqvqCTsXfF0thL4bojj9bnj4TF07OKrvAYn07V5TZNNYccKJR1efF2X930yoBt5lsVDk3W09wbaamfHzoZRiozB7fkRjI9KfujFLarOWT7+jS53PjbFuahK11OMRpqamzC5As8xSVxiMhZPbxwlRSH5k8QOiRYsZTsLrJOyeAr6YdcrZ/Fyks5aw2lGusjgSV168nqiYpg9W+NL9/Q23Oqc+Ckp5ee/qwzeXT6AlM6PPPnIx5+1aWqGakWjja2vcEWMEjYlv1q2SxthnRJdAHkWVKYsLvK7H/veasAuATwFNiaJ/pPMnMorF0vgVrYmw3NjPC/AdwMa1R5epcdffsXh1z44zbGlCVy3wtoqTPqakYq22UnfjkmrViy4qwl7VzyTBKh2Raj6AYstTTfyUI7CkzpzKUoanHx1iyLFIPTwnR5jo12agzr9UNqpUZ7BC2zturU2VR4cCruZFkn9iNaCsYbkTbe2ueX6eX79zwZ86MvTLIYNer5LPRQ0XNsE4SuRgdyVSeKnsPJlgboonOsCiw+TeZGIytexzOA5u5flafqIswRSzu7G2BtudgmaTy4QiD3P+tEffP2PPPjokQ8869oL/s8BvvfQHK94wzQ/8mPvf84Va5+e3ryuTRi52d2aygylNbEWmKSTJta555syuUkaEPL0b17zUJYkhVLXErBNdoItuxSGBCXBlyPt8BsnfTixbUlzIjwvxHNCqpUBvtfj6eMxH7+nyp9/cYrTS+PUqy4TFcO4Z2hUNDUf6kkBVsWXNpXvSyqe9c4rvg1Ufdeyd6Pe5yv3KA4dqVFNEyqpO1FASCrJ4qRQKQgdLt0Bt1zd5mNfm6RddWhEdnjmIDD0HY3j6tzmk7Jw45hSYiaKJetHO7zrhzvs2BDysXtGeeLYGH2nSid2qDuCujL4TjoHJilCU/Z8OiKPY9IbU4qyDbuCyYsATw4wbRHMAF4E/1AtUQnshfdTNjckA4WWDer4qenW4mef885f+MkPGH0WIb993fh3BPjc/BL/83+d+td/9vGPvr0aHePWqxXtbp0wcrKEhU4aDOxrnbFT9n6peCe3BDOHhLJTQsriq4G7yN7ClMBtZ6nYZycpLHKdCMeJ8dyAqh/geQM64YA/+EiF939+inMLY4SqymhdMekbRjwbnBXBbRlbJcVYImFvC+5KUrVX8UPiOGTvMY9u6DPhJcu/TEEhSsdWDDSjSDGiHC7bFvBRZ0A7cOh5gmqYaOdQ4wY6KZSSKCkQyk7hEskltNreXoMolozUXH7m+zq8+SXn+JPPt3jfJ6dY7DboOT5tV1FzBFUFvtIW6NLYXEHymTOQZwA3ZftwiMZLsVKRwVcweb5ax5lUKcQlpixTYgOhEfRiaPVDrlAH2Tg2+vZvfvXEg1Fv6f3/Rwx+6OARdly4vfY7f/iXV9z/wIwXt6vcem2TekXRDzyiWCVgVuhChi7vhSxUohmRFO8UGVsU7vS8GKlED4VlMQd3OgWroLtVOizIgtsO54xwnYhKJcB3BjR7EQ/uEfzx58b46qPjLHRHqFR8pj0Y9TQNz1D3DFXfypKMuX1l61V8ie9ZaVJxc5B7bkStEnBuKeJz35hggIPnFMCdNhalGjwFt7GVeWGsMMblVTe3eN8Xuswt1+hFgkForT4vBDeIswSNo5R1PpIJvOk5ym8c291UqyrWTfT4mdf3uXrHad73uVEePzjCQqdOX/m4nqLiSKoSPGVslWVSUpxmOMsgLwA9X5AYvmSZvDSizNzk9rAuAD6TKCa3jaME2KGGvhb0Qs24aPOSa/vo3oz38IPfuGLX9T9QO3rkSHf7BeeXKt8W4EF/hiMHl7/nok36p2+6ZJGrL7bFmqgIzwEpnISl4+RZ5sydArk4sqGkt3OQr2DsArDteTQ2yBkGttCIhLllAdz2EeH7AZ4bsNyJuPNRySe/XucLD44x12ygqhVG6ooxF0Y8G4TVPEPVI6sLT8FtpYmy0sQz+AmwfS91Y0J8d8Duw5L5no/vSDxpEzyqsNSnkrnU0R6LpAPGYaIquO7CDp+5f5xu5NKPBJXQ4AXWv3ccG2yqgWVvewPlncT58p9U9xlBGDnUKi6veX6PW65d5EsPtvnE1+vcu2eU2XaNwPHoegpXSjwp8CV4MtHmIrdcUxaXQqyoV1kRgJaScoVjLtyE8XkAHhlBZCDQIgG5DUYxMQMkDx0cp9+J2LAl+unIfezuQb//if8tBjd6GcTo9OkjX371qLObt3xPn63rQeCC0DhOhJAmZ2wjM/1tX6e6W2BIgI4oaW5KAF9JCVllWxpMpgBPkyfSDsGXUqOkLeT3XCsXfDdkrhnxlYcdPn9Pg0/eN8piq47wKvgNl4YjGHMtsKuuoZqC2xNUfGHrwz1JxbUDdSoeGXtbgGvrxjgRnhtS8QZ84X6fM0tVJhvCLvmZC7FKYJZJlFyHT405vPzZHT71zdACPBQMXPAjO03KDbS19gplCJZVCyAnJ5I4acJO//16ZcCbb+vxsmcv8pn7Onzunhr3PN5gtlkjUh49z7Fj8qTAldKO9kgaRZQwKCGS65Br86FSoMK1zDV5CeQpwCk0OxtBZEzynHT3J4Gp/Z8iMDE9Knzy/lEeH9VcuHEvTn3Tq3/wjbd94/S5ztzGtfW/H8BPnTkHKtwuaL/94s1PgXBQKkCKGCG1XSJT1jaqIEmSpl9jA84ioLURSZf7EHtn/ymRQiFTaQoPnciShLWlnWfouRF+JSQKI07NGfYed/jzL45x394GZ2frxH4Fp2E3cBpxoO7E1Fw7V7uSdPRYhk7BbSvyLLhFBnDfM/iutsztxniurV158qjh6WMVhHTxFIWMo0iCzBzmK0CYJHyi2OHSbX0uv6DNvtNVuq6kFsUW3AoCxyTBczK1SkokaVJG2n+9aMklktGWBThEkUsvcKn6A956+4AXX7vMfXvbfOiLdZ46XuXYbJWo4xNVHQaOgxASlcxld6S0NfXCduZn0oVVlQrFS5rVrhRAnUmS0nsmqTlKdIzRYGILcAAhCWLJ8WWHI2cX+d5X998eh+d+Pw5ac38vBv/bT9zBz737k9SrE2qscpjtEwE3XdHmih1BdgfnbUwSrdVKcBuZuSgULijZdKkkuFz19Jiyz52ydzqgU1hgO06MUhFCRZxbhDvvcXj6WJU776txtlXh+GwNHB/VcKk5ioYy1B1D1UlA7RgqLvieSGaM5+D2PVsH4rsS3wWvxN4xvqsT2zGiWh1weAaOnamipGPliSwu7Qxp5bJVFmetYA4XbDDsWt/hySMTdGuWxX0H3Mjghkl2VuksA2nrR1KXRmbnNF1J8+rNpNUsVoSRix94TI0EfO/zB9x4SZOZTpM7vuWz75jPVx6pc27Bx0iXUDqgFIGUkOy0kabyJSIvzioCPUvZWlAXQZ4HnSbxz9Pkhy4AOy4APMpOlhAGIzpcsCPi2bt6bGrcQevMXqVb8xw/cCdbd972d2fwH3vNzWsf2nP0/X/4N02x0N3G9nVLbJzq8MMvb3Px5pBaNWbLxgBXS0TipJgE9MMgNwlzp6/JAH4ecGfBTM7aShpE0jBrVIw2mrk5OHBK8bd313j0oM/xE1XaA59u7IPjIesuFSWoOVBTmopKQF2sJnSF/T4Bt5+UmfoJyDPmTutX3Dhhbgtu3wuRhDS7ksB4NhUutR1+KcoeeJFhTVqWkLaBxZIwdhBG0agHwIBe6NJ3BNXIJGWwSXJG2da/vPZGFkoBZA6o4t+IZQZwN0rGKIcunusxNRqwfirk8s0D2kGXYyebPH7Q42/uqrHvpM/CnEdkHCKl0EJlDdw2PWvv3rzBWwxdzfSFyb9bAWidfJ9kwJL3lNYoE7N5U0S9GnHJlpAfelmXdZOSTZNVFpozYqF54/srjdtuj6Plc39nBv++175IPPLo7h1E3QvHvZilfo3dxxS7D/rc81gNJSK2bwp5zfP73HDxgOuvCIm1dSHGqkACcIy0WcsMzLk8Oe/CJnTSbpZ2fWsGkWGpY8CFE6clX3vIo9VXfPG+KgePV+jEHpFxQbngeChf4SlJVRlqKaiVdQr8FNxJu5rngu/Ypgffs+Wplr0Fvge+l8uYFORpLUvqnpyej/nEnSPMNquMj6aatczeBVIrs3jW3ygZDFymJhSvu7XP3Y91OdWs0fUktUjghRAogxOBE5JIM3ItTmEUBDIvbdWp9Za2ktkJvVGscJ0c6K4T4bohDSfkmosirr5wwBtf3GP/ccmX7vNpDRR3P1Th1CkPHMlC16EfqgTQEpMuUeezV3JrJb/LKQNcGMNYNabuaWKjuf7KgBsuHvCa5/fYvlGjENQ8Ra9fZak1yvxiFc8EF66tejsuuOjWWVYI3fMAvNftVtdMNT5UMcdrF21RHN2rMUoBHq1IgIl4/KDP7qdrrJ+O2LQ+RMeGGy4JePXNfUxS1zvRMOy8IKTiJ8eQXWHJ6l82cAwGgj0HFN2BxHEkTx51+ehXKxghWWi7nDjpExmFdl2McsB1kdJBSokvBRWZgFrqJKFhazC8JE3tZr2YZLPGc3CnsiRtiLCyxLK3xncS9k4A4bsD7tmjuPvJOsJT+CodXVxwT4aILXORCrU5aWf6YOBy8+V9nndVm7+5e4xu5NOPwHcgiJJZMtnwJJOMgBCIZKBPrvNTJhflgDZZLSI3GfcQK9zYIYoigsjFUVHmQikVcdX2iKt3DojRnHxZh8WWwAjBR+6s8MQRF8cR9AaKJw44BAOV1NysAvQiuLF1/r5v8THeiG0Foja89gUDrr8kQMewaV3MumkDQTqpzKEfuISxxBBx9KzL4UeP1N76lud/qNvpXA10/04AF+FT1NWsd/PVx7lwW5tDCy6L+0fSbmIwDkZqjKs5vaw5vWD33Xt4v+F9n4vtAUSGjVMxL7phwFhd2xrfcqfC0B+1KJASljuSz36rwmJHIaSVPMQOCGU7hysKpP1eCRv1+woq0uBLjZf4um4B2K5KgJ00G7uuwHeEfU66Xrykas+2sVlp4nnGMr6XsHbie7uJPAmikL3HPVqdCn5D4sukwCqzM4t1hPm1zoqu0tyBlkRaEYQuU+OSy7f18N2erU2JBH5kA00nNIVuHG3rt7ObKA35UitW5lV8WWVnnNWiR44kdiVRHBMphYrSHEKU5RIcGSOVdai2ro24YIM1Ga7f2cEYW9C23BF89l6P5Z5I5h+K7xB52s80Vtfcfn3AhilDHNmfSWWxYIxERw5hRyXSVmZWdNWPeepYiz//ygin5xbZdOlJb/PGwap/bgXAj5+aYbbV/mG9+KcTrneSJ49Komg86eJ1wTj50oIGmeonu+yYdOnxNKeXDB/6Qr1sipZRXQZ4KmOkBF+AKzGp5suebWTvJFk3XxgrPZIkhZfsbuCmaWhlsi6etB7adrmkbWs5uFNp4rmpRrezU+wsQ52MX4iTWeV2WOfxec1XH6qB8vBUYg8OBZgrjeNidk8kcwFlMlTHIYpdXnzDgL/6YpenZuu0XZdqZAul3KRIKv0bIrNMdc7gQ2UBNhZKnQphZ4JrnTk4TqSI0g0HVIxyFE5qvao42RIlJgg0Qmq7T6mKExmpqXmat75EI5RJchYFvQ3J98WDT25CDVGoCPoyc9d0WLSSZSF2k4Wst80/XLlznoNzho999WsTf/Ebb/1hE5/9faHKqfsVAP/I5+8nisK3fvPe9shCd5JHDlbpxhWoOGTSYlUtVQgc0oNTGjwKB5s+D2UJMoDLHBEpNSGT4h+blHaknWviCYObZd4sq7lp7XdSppq+dh2ybpaUxV1H4Lppz6JKdo9IZIlnwe25Bi/p+vHcOPG8Y1vX4oZIGfLUMcnhs1WEcrIESVYnUiw7TQ61VI+RdjDFeV1KFFsW37ZuwCXbu+w7N6AXufQcQSW2cxydyGT17jLR4uWGYZlcHlFYLWTeXOCk/rt9OI4mimUCcIkTW4BLFSfPOttWRiZOVuZoSQvqXl/nVm4CcoEZuq/z61900vLYrFC2UTIlinEcdPqKnZskv/DWHi9/zhmEao340Y63Dpbd3/+2DL603MIY4/3Kb/+N3HNojIWeLaWsOblfnaVbkw+Z2T/DxQgpfZQObBX2zthG5GPeSLrhk9dpVs2Vdq64I/JCJqcAcKVykOcPkW1e5STPaVe958oE5Dm480fe+eMVmiRsMGYBHpqQbz1WZWGpijOi8NI093CKe5WjL4HcFNwULekPXCbGJc+9uscdDw1oR1V6saIW5SuTE5tkYm0x8aVLgaY98yI3K7JyCp0FnpEWuLHMKi8twJO6F6mIkkFBUqTPeQ6iaATIUq4iBXiehV6Jg3KCLwe8yEo30s+evl+8KYLAQyC4bIukF1SYOduUm3a+1Rv024FfaawO8P5gAIZ3rx2TN2ydjBnt2q34BrGxM7cpV4bFyd2mCycyiYdXrQZcAe9CoiAFczpaWSVAlsIkCYYksEq7dUQOcCXTUQj24ttacFECuG04Fkln+TDAxSrATuSJo3Fduy+8lScRnhPiOQEzi5pHDlYxykuyf4Xir0JgWfTAM3BnOrk4vlhks/9M7HDdzpDJyS6t+RrdqEpNCdxEi6u0PFjYsmWJRghpn7O/JHNQFL33tAjOsRWgWtnnWNlHpKSVKMpYiSJNklRLwW1y9k4L3pKyiZS18+K4nOSKcedKfBSSf0PPWZ1ScdqWloSRotf3WGxVGF1Tv2F9HL0b+OnzMvjBg0cB1p04dlw2fNthARoV2uLzuFT2KLJZgKV0bOFe1WbFMWRp66I0tbZgUl+SvJeCOuvSKYK92HMpLLAzoCfd4m5SyO9k7G0DStuyJbOH1ePk9qGr8dNJUAl7uynI3RjXjXCcECkDvvaoy727G4iKg5cAPPO/s0eh/WsFg+fsnXviNinT7Xk894o+L7y2y1/cERDEPt1YUkkaix0JKkp98KTLJ9IMJ5VSuaIRSWKlWJ4qbS+kI6wmV4LYEXZ+pJLWh45lBm6Vgju7kXVWMiELwzxFSZ6Ywo1+ftYrWsc50IeSginAE7szCB06fZdmW9EenJDrNh1bMTglA/ig38Tz65d+82uf3rZ5TcS5OUmzZ1ky3SFAm5ydi53uq7WVlarKUnwPZb2KFz4tfxViKA0s0rR3YelPpIrtbMnBno9DSGd/FOaAJN3k+XyQHNxZUOnkHffZPL8Cc7tOhKssg/fiiD/67CSB8HGkwktr0Qs5kPwYi/ZdWYenQI/TtHpi48WxgzQuP/7KNp+6q89SXKEbV6jG4MYCJ7atgo40hKlUSeSCKFyLNPmTAcVJrqOTTA9z7CgH18n7aJWyw3dsttSglEycIY1UBXBLWfi7eVKuWNK8GtC/05cpArtQmZiCPG33S3eo7g4Uhw736cmj2970xtdeurTcemp8bKQMcCEUxshtDWfPmmt2neCOxxo0+wpJOt4rczBL5Y/pVTtf2r3EWmRqKy/YKQI9q1ijDHSRzhcszBosPUSJvbM2rHQGSCJPHEcmIE+7zAuyJAG2W5jj57mWxV033Q3CsrfrBzx1RHJmoQLKRUlh9fcqzJ2FF2L182HS+TCJBtex3YrFjiR2WT8RsmtzlwcP1Qgdj24kqChhg01JMm/d9n3KaCgDnCXKAZMweVbwVOyRTf6+0pa5HYilRsUi622N078RpyPfpGXuzBI1ZQYv1I+nI5r/zgDP/lOcpjDcPyCR0m4TMz7a48uf6XJ0+cCaH3gT2xylnlrJ4K2v49ar+qNfP6ufPNRj79kGdSOouQkrFfruikxU+lDfoZs/Y++CNk3lSX4yiqWZq8wWzwAu8qGaWV8hWSFSBnZVGHaTSRO+DbjzBuVh9naUDS6DKOTPv1Dn7FwV4afypDjQspDFpLxqna8JIHVUUgbXWhFEDhumBW97eYsn/6hBJ/LpK59ebGtTnPTYIwpMKpLATmNdKZ1dGU1S0ZkyYTauI5lZo61kcXQiUaTNmCqdHJeUyYa9piBVKFd4loBe1uLD1//bs3iRPEXpvdR5kdJOM7hoS4sff/0AHPRff/4hbXSe78kA/meffBzPFbd+6X7voof3T7N+zMHzc7/1fB/gO8SSKwFesrOK4C6XYRZBUgJ4si1e3kOYzx5UqjDFSuUPlY5sU9LORkkB7phklESBud2iY5KD3E3286n6AQdOwV331QiFh5IKX+ZgK4FbllncFBozS5qyMJ446/KJJVHkoLXLbc8ZsOWTXZ4+UWXguDbxI5M4I2LopjKF85yAPJnBYUzBPjT57Jk4mf8Ya3CSkR9OnMwvVBKZAFwJkjkqeTCdEVHm5OSypMjklD7X3xXkpTV/ZWRq7K4RDbfCq27sszxoXXRw4c5bpYi/XAL4U0/v59JLdvGWn/5NP+w7XDQdUvd0qbNj2OJZYQB+mxxO+n+IZIhMxmrDMqXE4EX2FiuZvABsqfLdilP9nc4iVClzJ1NlnSFwe9nDOic5e+skoZOD23VClBOw+4jDuaYPyrUbPCUd/FKwosGh6IMPW8LFKblpH2umxeN0BwWHtSMDrtnR4+njA3Ts0VW+9cTTpFLBLrRp+3yQJinIU7mSZQVTaQRO8tpJ9LlKxu852kqS0qBOXVilhoFeAjeZR14sey4aDStOyAqAi/JPi7kjklHcSeN2u+viVzx2rhn4Z+76z5w5dYgNmy60AA8GAw4cOPDmz3/l3p+aO3GEwMtP/oo/mvz3/D9b6fvmJzs/+PT3igAo1m6kGrYMbJGzZFGmpOwtc92tEuZ2lczGtjlqiLndwrNrcFSy17uTP+epa9u03OnH/PkXx1gY+Ahf4QiBI7UNemX55hwef1Y8T4lStjFNlghOZ8okpchJaetozeFtL+3ymfv6dKIKoXLpScvieV1KMdAsBHdJ4GmLRDQGiUmfi9MMVCpb7LwUrRKwy0TCKEMsyDYwyHS/yJk7lSh50ClW+SxDUsWk5yZ/vwSt1VoZ0x9FAMqWB+sKg4FkcsOOn9r82sMP9Xr9v8wYfGFhlk7Hr5tw2Z0ejemHDoPQTt1Pu53tHbX63bTiS6x8OdysWtLfycGnxfvD0kRIUMncvLJEKY4fK8qUVHfLUtLHdZMRbinAs9epFZhKEp2APcZJEjuuE+H6AR/+vM9De2sgPYRyqChTCi6FHF6R7MGJIYSXXJSsfntoJ4U4Td+7POvSHm++tc37P1dFOx496VHJEl2FALwIrCJwjAZjwZ2uwMNthNokbC7BMcnA1CSvoHQR3KLQlJwyeG7plnQ4eTyVXf8VetywkhaH0VxQDUkAmtbyhJFkEEjmlzWLQdMVlbP1KLS1KQ7Zgdpm1kbNwQnsnRlEdlK/1qYUVP5dAV78yKUlO3mjNHZtVYlSmM9RYu+UuWWZwZOO82KgOTx4s6S5i5JEFTxvJ/G7lbUFHWUbl+cXNV+9r8F8pwK+iyMEnjD5eIjUj5ZiBYuves0y1i4Ge0XLUBFrRRA6jNcltz2ny6fv7TPT8gmUQzcWWZNwdl4y3ZsEmwXT0GSaHLTRWY1K+jmcxFFRykomy9521F5cCPBTF6s8CStPOuU3WNlJKbsq5ZjMvnEeUA2xeF7mYEsNBoGk3Ve0OjH1MUtuOraBozM/f5qJiemtD91396ukXmBitMJCM0oGH9poSIuCH3keeZJ9YlNekrN5GoWDKelSMfSgMEKsMNI37V7JTmw6GnlInuQyhTJ7OwanxNrFh2VvO0elOHIiYXAV4TkBR88J9h2tgPGy2hMnDb6Gg2NWJrPSi7Sqi6KLj3TjJ5EVYGkcLt0esH1dn5nFKia2LO7FeXlAmtnM0+Uikwo5PFKZkrK6KADdsrcuAN1JNi2w7J3KQkM8dFOlpCO0SVZmY290inJleNR1CvT0BOXAyuLxDNUiiTOTwDMtNUi2R+kHglZX0Dx8hsm121/1kpfc9qWTJ08fd3w3Igp7u9ZNtV512db9jNcr3P2QTxSLTCYIk7O2+U5LSeHD5XfmMHtTaHsqL+fDw2byk5gzdyZNJIl1NRRgDoHbjnBbCW4n27cmlyRu+uykddExrhsAEfc8VmffTBV8W3vuyXz2yXB7migc8PnOWDFAzyRKSaqoTKYEfZeL1gbcdG2X+/fVIPaIlENPS/x4pYtT1MGWGVNGtyDPiptKW5QItEwki0puwATUOlmhdIFc8iyzKMiUhM2lQMRkzJ7dcCUcmFXJ8PxL3nAK376tHJAi4ulTA5463mTjzuhVnV7wu72I487csmB8TPD1J+BP/zZkrOISdk2paD//x4cuTIG4V3yfgVzkgF+NuZOfZ8PXE1CngFfJkp8HmaLE3mngmfrgGbiz2YRpm9cqrJ0wdipPnFSepKMnnBBHhfh+wKPHJH/15QaDwINaUZ6sBqzUj17NLSgzU14INbT0Fnc0S5qSR6sOb769x933d3nksIdRLn3h0RNJsBkPsWUmDYrRXJ6xyK+nzkZ7aCWzVSW9cbUkY29dkGIyuz62arpo8abXE5HIJkRZngiGVndTIsTVTlt5MFSOKd/RbF4b8obbFkEscfnVbSqeZnosxgnDEBMPmF9UPHVwjLVjLtMNO3CyBMLzNeF8GwbPDqTwXgnUReZelcVFdiJFBvBkaLvI5YhMAy2VB0Xp4PmUuTOAq7QzPWH0ZHZhJklUjHLipLMlwvMCgijmS/fWeOJ4FVwXIVReGitMEuAl7sHwsa0C8hK4h+t7hqaCZaMftGIwcLlsa8hLntvlqRM1elGAlg49rfDivJRBFVizbE+mvrJZWfGcMLYyGiMTsEuJUbl1mDor0giktn8rzixDkQWYUgiELq8iw+RWxEZZh3/HcLOEsTTmqPqGzesq1Pw6jZqkPwjRcYTzyIMfYqQuOXOiw7pRxWTDUPHyhIkUf/8/mr8WpQMYBnX5vTKYc4CLXJqIIntTYG9Kzxm40/HJBZA7hTnhjhMnVqAuPecMbjOXh87A5+6pEYaWvaUUVp6IcmlsuqFy8bhSiygDWiFQz7X4sJtx/mCzUVG88vl9PvG1HvtOWxYfSEkvTlhcG5QGGedygTiRB3HqnyRMrsqfw1GJPazs55GJdaikwCRSVcu8/kfKBOzCau/UDMibrS3YLRATlk7IrARwDMXZh6vhaVW8JcVjQkBvoFhYrhLV4PEHH+b40jE8FeF8+LMhQkiCfszaMTsmOB2OXkxYnO+vieHXovzhSq7JtwW5yCWKTCPzovbOdyBQKrcKi6ydNgE4kmQ/yLS7Jwe646QTonL3xM26WaIM2I4T4qqQyER86utVvvVkFaoOCAdXClxR6NwZzmCu0OLnuUJJTUhprrY+T8AZS7RSDHouz7m8y6tu6XL0r6sMtIuOFT3h4sbWTlUpc8bpOc6dlSKTF++2VHMrlfviyugM7NoIpLZAlzJn9ZIJIEEa0MIgdHItIW+rG77+Q4w9bCWvhrHimwIQaR1NbO3C/kCwaSzgog3z1tO/dLOLlJJ2O2S5aWfelf6RVHuLVf/Gytci4+1yUuc80iSNqlMJMszm+eyPYmJnlYIrVSibLQy+L7N4Yeps4aFUntRJpYmjIlwn5PCM4INfaoDjgXARUuajzQq9l9mF5nxNDmWhkI0DSVLQ5W1b8prnLOmTsHisHXTo8PaXdPn03XX2z7ggHcJY0ZPSVhmmqwqmDKyS31yQK1npgMmLmpLvpRGYxI6V0qb0pRFWsiSAlsI+Z7JEikyeyASE2fXOrn1uFYqhYLzE4ufzo9O7w6S/b5dPoxXz7TqeV8MYjbNhjYdSklY1wpFutld8us9KfiHOb3wPW4HF1yVgFw+mIEOKB1/cJ6bI2rK4NKo8sFPpDMAkqFRpu1q66Wn2Og0oTc7aWdYylSSWvdPMpXEiPvm1KgePV8GxQHJkElyKwucROahl8UKSP8rMXXhp0tr5wvTd1BNf0e1jhwOFkctFW/q8+gUdfuevK4QqxAiXfixxRZpiT893XiJRZm/72hgBaqim3+RSRRowRlspkmpvaTDSMnoxGZe91oXzIPNzkzO3SYLP1Vm7zOzn1ylForApe+gHGpTAdRPZ5Tsa33eFiSVh4NAPIAg0YaSzjYHSO3s1+yRnbjHE4kPypADwEoMX5UkK6BKLUwa4KjK4KTN4Osy9qL+VKfjbOpMnjsr9biVj8qGdlsVdP+DpE4I/+2KDMJm5IqQNLjP/O7PGkuOR+c1bWLZWd1HIA8y0fHU1Ta6z6WFJsKmsL171FD/0si5fuLfGkydckIFtlIillU8pi6dgixOpUgS5AdRqTJ5+Bnt+jQJpDFJLlMy3mJHCIBINXgw8c0esCPaVzlksCjfhMDGuwuarAdskm5wFEfQD6PY0rhdTqxkxGAQ4P/CWt+84enjvbz38wF2IUWh2JW17b0OUK7XVB9Kv9loUgE1m4ud+dwoCsYLB8+BErAB2WZqYskwZBndpf54c0NYtMavIlGREQipNVIgwEZ+4q86xUxWb45cOUljwOIUuo1TvDteglGzCFSeuTKirJn0MJR0eZxsL2GaIMHC4YFOf731hh6c+XEHHCoRDKDx62jZESEHC5MUES5nJ7WYa6c2V/HyolEAakwSadkc9mbwnhUAYew60yYvihCnX5Ogh3V2KT8jPFWIY4GWfvATytMRBQxTBIIBON6bZCdFG87Ibnvtb11x95auduTMP1WR4cuf29XMsd+qEp306PbKMYrqFnPm27D189yWgFmXAp+AeBnX6Xg7wwnInCoHcCnCn8iQPKDOAO8YWQWWgTn6nyN5OnEkUNxl0o1SI64UcPyf42F11+tq18kQoO5Yia5UrdxilMqUYZKcBZnpRU9Icbu/LLuXwJgGJTCn2a2qlMqlSdRXfd2uXD3+pztEZB2SIEYqedlCF827jgiToRCCG5UoxB24ERhlUkcURiR4HZQo6XIIwBiNEFlxKKTJWF2L4pl8F5Kucq5w0V0rfIo1n4+mwKqM/iJlZ0Jxd6DO5+/jOxY6uOQ/tb+OLBTaPnuBsaw0n5tdAJDPKTu/6MluLwuvVwS2KrwvsPRxsFKsGRQEoK+VJmbVlEdwlgKd7zpgCuBMGVxpHphWC2t4AKkpmf+QMrlXEez87woETtmPHsrfCE2QMXhzNNtzcUNbfq2vI4rSNIoOXsopZSWuyNUwmUySxttNid27p8+OvbPOf3u8TxwEIewN0Eags4LQWYbnec6Umtx8pDTQtyNMEn5JFRs9dHyltFl0njK6T93R2XkSZwQvxyjABFLEkkvtOFEEvSk8Z6UoJ1Ypg07qYs602C8GAjRsXuWJXHeeh/TXOzo5y/PgUvqhQlyHrJuyEp7yQpnxricItVQb4sO9d+L5k9otsbna5RJZVpUlx70up0rnbpiRPigBXhWROvlePtiBOn1WcAVupCCUjlIzxayGPHXK464Ea/TjZzF461l8vrB55mtqUbtrhi1fKbFA+h0UPmgKwsxEPqQY3Opujbd+zII4iy+K3PrvHlXf0eOygC40QtEOES1/Y1rZSGW2BLYt0mM1sVySujsjArpKfS2mSYDNhc5GwuUhAn8g1602XgV3Mb+hVpMrqEmUlgZbJlKyry/cM66fgyl0RQdjmxmsD1q+PcHatl5i2x+6ZUdaMOVTGbfWgvTNyL/p8AWVRRxXvvtz3zusQSkxXKCst1Z9kVWtmSJ6YQruaSYberM7gSq2mtZOAMntO3ksG5zuOzVrOLmo+9LkRnjqSs7cQ1p1wRSG5U6qZKT5ECc/n0+GlbCZF9i7uelCsS5El2zCOFZG0bW2Xbh/wtld0OPUhj9mOBKEwQjLQClckwV/2WdJAs8jiScxVYHKVpvRNmuHMFEy+6mTAToCekJJOA9A0m7oC7MPktwqjnwfwKeayG1WDdOy/OQgcxhrjTNY8FptTdONJHCkMNU+zeUoz1oCqb/sWs6mlqaeZaLr0PJT2TizdcWLFhx72v1erm04Bk3eLpAxuEg88lykq6ezOOk1UuruayeZ5pCDOH0U2zxsZVJrYUXag5p0Pe/z5Z0fohJ6dJSEcpEibioUdW1boFx22wRgCe2lNzdGUp8gTDZzJg4I7UGbyAtBjhZYxOmHxWjXiB1/Z5f69Pn97pwcqkSpC0NMSFee19jl7Dxdg5TAvzmxRJpcsVneb7IZUMpEmMrUTDVpYptdCZCBPO8JSp0ljr+XK5N+QKhiSJ0VSzWSMAhFDGNuJVzMLPr5j2Dbi4NUEjufa/R/HG5KRhh1hlo5YKCZezmfjFD/k8B8f1lir13ynAC84EQUJUNrxS2EBVmDxskxJBuNnLF54FKzAsi0Y4cgQ1ws4vmT4yFfqLLS8JGvpgpQ2uCzWfWdyangnsky4lTxwUbSeU3yLMoNT0N9ZA0S6Q122e126o0aewpfaIQhcpkdjvu/FHe59rMrJJQUyACEJscVYmZRKLJzVCrBKy0uhBlthSOzyRIPbf88kzokxBiNT5mZIh1uwZxLV2L+th0sasP8mpfeSc7ka9kS+WtgSX1s2G4QCVzlM9xSVusQZqUkmRhRT4x7VipvLElkEbP4XsruowEwrgoTVNNaQ3sqX+GFgk23NrUr6O22TKoBb5Jo73WnNkSvBXWJymb6OMv1t9xuK+frDPnc9VrV9bdLJrEFPlLtmVPGzFiRX+cYurLWraZQCrHInoLzjc7H4KnVUtC6CW6O0snIlULzomgHPv67L337VtQX/QmGEYqBV4voke+zEIqkIT8AuhkAuKejvhMllyvApoJOuIGGyzy0ENpWfyBghUl2en59M7hoo1qoIYXMCKxKC6edaocsFceH3Q5n44NLS+nRT4lQlzvSYQg8cFqYchFQlLXi+acerBQIrwF284IXfKQK4CPZUjpSAL4uSxeSBZTYbO93ZWJdY3JHpXpm51naHUvF2JFkSXKqQ43Pw6a/VWGp6Wc0JUuIIksIqk8mkIrhLIBdlXK84Z8PoLtiFw4OAVtRpm7zKMNbSJl0S61BJy+JjozGvvaXL/Y9XOLKQpHyFQiPoC2nBTV5lmIqUlZ0/NtZMAa1kvsKoDNwmkSnC2oMJm6duSkpMJtXh2jZAJLM0s4KrLOCUeUltDuLhZzF0AlOCSKWd/Uz9fsT0QoxT0ThjI5poELN2MiaKHYIIwqxVjWwfS8gXtGHmXhXkqwFbkGWtVpMjRUbP3JNMe+cAl0WAFzV3YTPYXKbEBeZOXyfBpbJFVYHW/N5fjfDxu+t2im6RvWU+0KcsrUzJAcpijezErAT6qkReNMQNOUOaZI6JHqpRKWyRHmuV7DAtkVoR9h1e/8I+J2eb/Of3unTjkHTsdKRd+ghUGvxh2TEskVWe0cyueeqNy8xgsYkfk7CssTGSEQKTAD0NRHMdnpwzk8iWxFosEmUiyQuBZ1pisFKHm/xkJTkDQxxrwsj2EbfaAYvNiMZYjFP1YhrViMnRkCBS9AaS3kAQhJIwBh0XroHJQTx8dw1bPVkCJ1nycg1YDM7KwE4BpKQp/LzY75gCm8K8PJMHkcnsPGdIjqS6O30UO+UdL+KJfQ6fvadGLF3L3CIdrk+pqaFUGkvxBharM3gJ0SvhnXXVU5QpBRbX5NV8xQpDI0uuiky0eBzHKB3xqpt7fPiLfR7frzAyIEn1EAqHnk5kCgU9nkiULJuZyZGCNEluPiVyPKgkCSgMGGkSkFOwCk0GaJHcAIhczqT4Kbp058NUCXMm/XQQx3bMXBBq+oGmHxiW25pO30oWxy4zhrFGQGwkzbaLNo79H7UgGzVtVv8QJaM++2CmfMFFGcQiA3gR2KZkERZlyTBzp9t2Wwljge6k2joDfIG5i+xd8L4dFdLuG9732TpHz1Swu9sm1qAUhXHIJqs9WVEWW1y9hmUa5/8yxRcZQ6fLbbKl3tAWjHo1R0UrtNZ25watiEKX7esH/Nir2rzz911akQQRgpYYIQmQ2e5okpTNVws2MyQlYE5AlQR0yqR62yTMbgFsZFl7Wz1uwW7Sm0WKwrmzMkhIAaTbsSSBOXmOgfR3C/YqWBcn1oZBqGn3NK0etLp2IoAU4KyfahPVF9lQP0MQ1Tl8apLl9gixycX/aneRWAF2s2qwJZJAoWgFloPL/GdF3S0KAFep7i3sSyMzF0WXHBQrT4qedzwE6gglQ5SMcCoRf/LXdT76lQaRk0gTYXVr1pJWLFwa+pzDYLe2Z1G/scIXLyK8OKVguMgpq03JgGwKWwOaZKC9bTXTsSQWCikdG3iGMd/3ki77T7j89l8le4ob23umcRkIaWu502hvyFHJQSQwMgGwTHV5YvGlVmJCgFIkDJ4Gl8k1LMoUk8ianMELc1NMudUug5zIY4ailCrehqmNPds0HJzVdNox2+cN1Slw7t3bZ+ZcyNOHBHVf4MV2EM0KoKZ/oARss4LFVjJbUXObMsDlyteqMCWpOCIs/15nwJbSrAB3UWeX9663VqGUNsD0/JB9JxR/fUedhbYLvkoCSwchk7JTsfpA+5JMGZIkpZu+ZBquzuDpgPcUVTnY010NTD4wM2VuOZT8EVamaK3RsSKWiul6zJte1OHz36yy/5QCP7RSRQhi7dIjrS4cZvCMPhPGtZ9BFT53yuYpoFOg64QMhBCZZSiltRhlQb7k4C7OSyl23edBZamHMw1CC935aRtjxVdMTkU8y11G0eSqK86xfn0V5+mjUzx9sM9X79nImjGXbdOSLesMI3U7nLK8HZ4pg53VQG1Wgj3rVyx8fz4Nvgpr59+nzokuSRVHpYyelr/qXI4kW307SSrekVaaaDRf/FaDg0d926slcwZXgmx7lOLg/WG/u8RCpfNyHtYeEgBDKmXIRTErXJVyS5u0OzVoiZR5paEUChk7hFHMzgtCXvqcLoc+7hLHiS7UVo9HOPSFTbsLnQBJJyBXAlMY7q5SZodMmqhMd+eJISnSeyh3UMqMXm54EKRSpghksQJLZOezSJAicWPsHksjdcn2DT7bNjSo+4aJdSNURxo4r7ztuu66MffA4umDlwsiRusyW05yOTLkGJxHgqz8WXmgpsCcP7jMppPmmcqyPaiHNLhJNkdKtvROiqcs4ONcniSgzmxBFeFWIj71DZ/f/osRFnuu1d5JYJmn5dP92YeTOsPHVFxKi1pcrETyMIMP24QFVk9ZXGsrE4qDgYwWaDFcL54wuEwKsULNREXzjre0OHLW5TNfk1C14E4/dShUxuQgLGpTkGedXXmBljFYKyQ5LpOwvNEJ0EuATmVLKkuGcSQKsqXg7KSgFqmzIjJ82fds/KClQRVktDGw3HI5ZhpUq2NU1lx+YGL0iq6q1ccWl5fmD1Q88zZHxjSqDhVfZfOz0x29StOM5CpatPQzM/ReucRVZnu5p1lIMk09XF+S+dvFQqpCQOlkMkTnFmAWUGqKjQxKhbhuyNkFwW//zSj37K4ntd4eKA+kg6MEVWnwC40NxdknxW1TyrPJ8zmJwwOJVhtzIYrnVBQ6g1YpMhs+56LAkmkpQ76VSIF0MEyPRUTGcN9ej3Z3yNcs+CmS4spznlp2kUqWVbRW4ZfMKj9KSwCyjG12I4vSDZ79XkoAZui97N8VCaMnLY3CrmJBAJFpcG5u6a179jzysON5DsZo4zqCelVRq6hsKz3XyXdRyLrGvw1bU/heFoPO5ITL4oURWHO/cKGUyPV3Pn9al1g7Z/Oh4DJ1SrKfpYkcq7ultBnLQGr+/HMNPnZHPZcmQoEssLfMJ1Zl26gMBZTDj/SUDzsq6Q+KkqXsM5cZPB/wXm4Z1LrspqywDmXeGCGFREvb+SPDmO97UY8njrr87ocU/VgWPqCwQWfm4JeZPCudTWCVam2FdUwUheKrxNs2yfUzWiQyhawjv8joqe9dtI+zgLyoxYu6u/B7RqTnR+fdUUYSRgLXB9czRuCk88HtiOGKq6hVhZ36VGDZlfW7ZZCnF1Bi8kB0RZeLKb8vi0t+AdRpUCmKFmG+bUY5wCz43WlQKYtWYNH7DkFEfP0xjw99qcEgcmxSRyQgxw58T4NLlUiUoluysvZkZRP1t1ElK8mwQElWshS0N0lgSeKeYDIg2zma6RhkW6NitETLpDlZGIS2u6BFkYNf07ztJR0eecLnzsfsvBWbnbGo1MZhYITV4qvJleQTqzT4TDKY9iObRKakAE9uk8RVSeWDLAA9Nx5EnspPcWUK5zL93UL+Jf09LZLZKxJiHRNHdivE0BWMNPKQ2Vk/JRFCEocSo+2+kOmFXJGNG3qvNO85fZbJJtIlkKezo/My2BKwhSkBvux/6yGwpwGl3ZC0yNxFcMsE2DLp1HGciHM9wW//xQh7D/v5bsnSseydpOXzYT4FGVYAcCmIZuWjdKpWXeeLS/Z53luRtjcrgs38ke5/mWhxYRKgW+tQCIewH3P5jpB3vKXJnn0uM70yi4MgxqEvrcYVxtiGySGQG5E4KqmCSIBuMDm4M11tA8ss2BRkrWxpqt6UzuXwwNKhUdtF8kh/Tvn35CDZM1QGdAcusY5xLt81hpQOvc487eYisXHyrZ8LCYhVWWgo2h2OkItBhRxi8CKo8y0wUmmis/S8KDkoOmNxKVcBd5atLLC4tN53EBv+7NMN7n68avf2TrOW0sHunkzSsUO2fWE6BqK0ChVhMSxTCqxeKmcognhImBalSckqXLU2JQe6ZfPkOolcomiRgF0otNRoo4i1iwwMt14V8PbXtPmdj0gGaYG2zj44sVb0008tV4JcicLPNBlzq8QvzwCelEKnrJ4meSSFILS0uudMnUmYkmKwEmUFG5DX0dvcAAwCjVPxaYyPE8YRzrXPfimON8rsibs4cWAfQThKP5BEkcwmd2Zb3ZUYymR3YrpsFH3y4v4tZT98aJ60KKfly/u/lIGdyZK0BkUOgXsoJS8T10R6EY/v9fmdD43QD5JtHpKETsk5KdiBq7WklXW4KDHMMJhXJe7zaZdiwicD/bAWz1nb6KRZWAvLjrKgw9NSWiGRsUILjRaKOFJUPM073trirkd9HnpSYbwkujUi2wgiWg3kcsgfLySA0oM2iEyDp9Z+CuS0ujBN/khyDb4C6AaKPnd2joeIweYGDHEMkYYwsuO+F9oRL3vlVbzhlTezsNTCOT3vUan67D0mGSwHbF8/oNV1CAJFP1SIUBLFuRVjhvVQyZxfLaljSgxe2tclkykpe+tVXpc3Ic0LrOIC8FNZkr9WMsIR1h48csrhf3xohLmuZ0eRpuAusHeuvQ3FYfLF7OVqjE3hQgwXoZxXkReYmySRsposyVL4mHR+vbUIZUGalFL4EiN10hSc16nEQiOkQkSa6VrEf3hbk3e+R3H4rAARlaQKUhBpyYDES5GmZB0abV2v9L2sCCvT4LlkkWmZBzmji4I0WQH04VXRFOzBoouS3PRRDEFsGIR2bESrJ5ieCLlmV8S6aclEXeCMVB0qVcV4rUrTqVCvBnhuSLPtJ/sRWjGfXztRjnILqdVvC2yRA1sU5Ehmbw0FmKKgtzMnJdHd6d7puUwpOCcqdU1iHD9iuQu//L5RPn13jcgt6u7U9xYW3EXXpBRYsnKrw+RclN4vWGui+IvflrrL6Xr7nwRMw4AHVqTxS4xu5UmsJbbIydjYSiv7fWw3LnGk5jW39OmETX7mvyuWu4k2S4uxtQDpEBlJXxclSQrcQh04IimfTbKbKaB17nKknnipNkUUgD7E1IKCVi8BvkDhJt0dGsIIOn3BYk8SxoJ612NpsUocurQ6HrJRg2q1tn/bBv2ZC7b5xMwh1BKNeteemOSkZ9dMFhyPzLqjoIsLvnVhh9y8AyfPRpZrSwoOicp97jQFvyq4lS5JEts8HKOELYM1UvPJeyrc8UCVKB1iKGwjAKjzsHdZihR7L4fLY0up+cKjJFW+TaBZXHZLnT2F74f1eDqc3pAAe5W54uWhQSnbS2JjZ6o4WvKSZ/V4zc1dpI4gjsDEoEMwEegIozWRgYGGgRaEBkItiAxEJt16HKJ0pIVm6JE2SZNsj1h+Tl/HqX5Ohkyl5cGxLmw9nrw/3KOQSp+lvmEgevRpE/njnJgXn1Guv7/TMzjjExs5uP8jx2s1/zN3Pz39qk9+dYGqX+UNzxO40k0Y4XyMnF5sXQo27e5aZRcl+3+GAssSg5c0eBpo6uz7XJIkzC2sWyJljFS57nacCI3mE3dW+bUPjHK2mewdKJI2NJE4Jwm43eKk2EyHm3IAlLJ2or/z4KcgVcoKpVyDIlbFdV6pWfxZqsFLLJ7PI0lLadOdN1JgCyFtA7DOz2tanBULZe01IAw1G0YifvFfNekGkk9+vU6kC9GDxFqWWhAmtiTYxoZMUiVyRKWvpUDpcqBpZUuhhHaIwUuMboYxJTI2LzF7gXDSbSLHpyK+95ZltOnQZR1jE+ozf/mpzx9/y2tfY33wrz/aoFb1uefRcY4cnWTdhMcDexQ7NnmM1O2+kY5ardg/Nd+L+joBLzn4i79bDCxF2sCb1HfLYbBL6+WWA83cPZGiwN4iyvW3F3NiTvLhz9U5eMSHWqq3C763SGxBYVYkc4YLqlYrj83dleKuBTmKh2tRxDCyVwP6Koydfz9sF6bpe5n1PcoCkwtt53uL1BcXNuCMjURohzA07Noe8dZXtnlot8fROWmlSorQtFRaO0RS0E+8d6GT5E/SfGySUgKVgNnOT8kDzeyfSpMzq4A7Pb+ppCkTajEplHvqStndqhtVxY4tHhvGJI1KhZHJCqNrQMf2AjgAl2zfRKVS6dx4ycnQ6Z50q76k4rt2E6rIboMtVJFtCwxXCBqHAS8K9SVlm7C4t+KQBhc5Y6f6W6oimxfBPSxTrGtyriX43b8c4csPVm39RSFbmXa4KAm+TLKWojypakWSqqQFy2BP0Vtm7u8ovctAz5Btr2Ax1V0COqvYhQmDp8xeZHOdjm1L9LkWVo/HGASauKt52fUDDr25xW/8qWC2W/jQEvJ9ZC3Ik3b4pBDL0m5WbCVsYtBo2/tpCmyeFmGlzpAg7/wZZnRhhm8Ak5EICYsb0vIGu017t+ew52CDql/j8isuDNfv2NEJBv3sMJgY9bnu6l1/OT3Sfc+lF44xNe4wUpe4jslrHWShfqRYG1JIoRcZOP1ZMcWe6exCer3M1AmYi7Kk9LsWzDm4hySKigiV5gOfqPMHH20QmHKNdwZyBA7gYjLPuziLpTQOYiixk/F0qreHg89hUIvVcZ4FlUPypAjqUt/mkGeeputXVhtavV3u5ZTlwiyTj39zhOCnvq/DD7+2TUXHoFM9HiV6PAYTY7QhNNBPNHmgITQi0eAF3a2tbWcHFZE/Sho81+fxkC4v6u783zWZz5353olsiyJDq6OZmY85NVdh977WeybX7PzLmFrO4JdeejH33f1+lJKDQVcRBoKqB36yUWpxtl8K1tWSN2UHZRX3ZEh3r9TfuvxckCVSpCAvgztrHBYRwtU89rTHJ+6uEUTKJnQKLWj2uZCSl2XmLlqDw2y92nw9OczUqUwpBJrficRLhUkZ4K2TYjJ2znV4ZhtmzzmTyyTpYwftJKMaUgmjZdKFnl4bJ+tldPyI193a5e4HfR58qprVgacyJfuQWlkmT6QJaQZT5lamElayUNDfRtjWNZW5Jyk7pzN3cscly2Qm5k36Oh0SmhKMFIYogiC0WIgiQyQU7aA6+I3f+lM2bb4wBzjAzsteiOu67Nn/RYLwIOMjgopv8D2D7+YTWjN7jwK4ZbpED8kVilq9AOos0NSrSJW8kEokrG7dkzgDuUpZO7EDpYxRfsyjB13e+dtjPPy0n4A7YWyZg1sIUdLeqsDeJfeEMtgz0i65KMOTdFfKle+IbNKksxli8EKRU/G9NNhMalNsJzsILdFC23LSxCOX2mRltTLzza0ut1JF2TV/YLjhkpDfeMcy/+43BY8dqFg9DnmmM72btSISIvPkvUSWGJHrcpUkopTIb4Bk48LsfilnNNMd9xIIJwrIkDuXIgG81gatknOT2slKUx9RbNpQPXjRFVfeFUdBdm4zgPv1zbiuh+fXqfqGelVTr8ZUPLvzbypFiixNtjSXve9h9s7BXXRSUjYv1proHOSi6J7EOYsn+lsWdbcbE2jBn3y6zn2PV9GusoeWsfYqSZ1Cp45a1TkhP75MtgyNZRuSJyVd8ncAdynIHHrPFN8fsglloYQi0+TkG0RlwBdJsJlocFuklFwTLRFCIYxGGIUMDc+7esCPvKrDz/22jb9wEnAn29znS5Yi1oIgTfikc1R0ztgpQ6viDZCxd+KoJMeZ+t5GlJsdUoAPn2upbQbTShsNxg4hq1Vq8mW3Xiv7/d5KgGNCXKfygS0bGi9wI/95vtOmWtHJhk46A2jafJxWeuUXeziLWZYrcjV5UmTt7L1cj6uCPJFFW1DEGYsrJyYG3vvxBp+4s0bgFIJKUdTfdjnMmxkK2jt9kIN51e75tMWrcAOksiRvT/v7feUJnpVgXlFKC5ABO0/4CJPsn5OyeSJtbOGURCSsL4y080kSV8W+dhBAjMEJDa+/rcf+Ew7v/ViDKBZ5I2YJ5AZwiLVgkNqBsrgKiXy2oRY5k2cPkdmGRXekJFHM0MzwIf6QwqBCGISGfhDhenXqY5tmgWNxrLNfzQDeaIxy7uT9By69eOPJhozRQQuRNmZSZIx0+RzmrNVYvKy1U2fF1n0X5IkYDjaHAk+RgLtYJZg4JoGG932qzq/9yQjnlr2kO0etDC6FKCR18orBtFM+YwexSnCZ/Xxoa5JhJ6UUeH7ntrUU4UUvPB0lUQR/2iiQg98U3JSCbCm8l9qHRmhbSpuSjhEJe2sEKpGS9pnYsGEi4hd/pIUx8MefajCIOQ/ILXy0FgwSktfCbs6VeuRGJDtEYBsqVHJkGpK9f0Ca3B8XlK3C7CQUzpEuBNrpV6wNqlplav22Y3d8/ZGnXnzL9aswODA2dQHATHtpWrfm9snxuiKIPLvbbrbrriRO08NZddgqciUJFleTKpk0kWZV5s4DzSSoFLrM3CJpZHAMH/tyjV/541Fmmy64ahXmtrZgzt5myBIkC1rSWGJYa5fnDqbvF7XK35+5V8V60VXJLmxhe5MMHIkcSZNBhdR4VoCFKbC4yIAtk+y01eFWu6dWokARBYZ1YzG/9KMt5puSv/5SvRxRryJXDJIwrUVJAk4nvVl1vlIakQ4eSn43kS7pLZ3+kwJKxYMpsK0bIwi1zaoGsaAf25EnO3Zu0pfu3D4zfCFKAJfSRxvzc+/55Mizu8vOjb/+IwtEcY0wchgEHkHoEoQOJlK2d7VUeFUskV2pvVOmLkqTMrALQWXynpC5c5ICXMrIAt3THJxx+PidNWYXXKgWrUBZ8L1leTSCjgAANCpJREFUnrEUhUaGkvbOJcp3KouVZVyvBH7xh5wH+H8He2WlNWgBgSiupivrxEVBsmiRSxejJRqIRSoiZHKNrIQRRtk6cGOIA8O6iZjX39blwcc8Ds2IJOiMKWlyYTJUGgQReYZVJyWymqQDyCQ+OSILJtMZn6LgthS98CLAYwNhLOhFgk4o6EQQaI0Td3nXD87z0pu7D1Urzs8V7ryVAHf9MT76ya8Ez718q3bDCr4XURFNYq0IwwrNTiObT21ymVNI06c6fIi5i4AeArmUusDmuSRZDdyZB+5rDs84/PJ7R/n4N6pQKQJalV/LgjRJekMzBqfA3mIlkIs6PPvv0O/lLVXJ7xTZPvmljPFFfsGGH6sDu1hVWPg+YzWRYCwdilmeZygKz+nDZF65SQLSlMENSV2g1eT9kNc/v0+32+SX3zvKkRkBXuGDZktJSr1WdUfGzgJPO4+cov7O9Hi5tDZzVrDNFqVm7sKxhlrQDATL/RCjexDHRAi+9th6Xvi8S/XcqYeCS6580fkBDnD7C6/HxO0Px7MbLj8yc2bkb75WpdVTPP/SATfsDIFqlmQoMnfqjqzU3SsZ3QJ4KLgURc87L31Nv890t6c5cs7hF94zyke+Wi/YgGkBVSpPbNGChKHh9avbguf1u4u6eiiiH65DGWZsMfTq25F2sdiqhHbK4C4FnQU9ajOHRV2eZjSTVjQhCvrbIIwkTiJSYUDo9JMm1aHaIETIW1/SxVXwi78/xpFzHrjxEMghi2ylYwneWBmBtPMVjbFd8JaxRSYHU2bXmetiU/NQaH8ktW0t3RsR8z3XzXLz5W1aXfjruydY7F/WGp2+6sMTo7UV53UFwMfHJ2nO3f+nZ+Ob/sN/+dCJkS8/MIXQgqf+/+19aZgcV3nue5Zaunu6Zx9pJI1Wa7UkS95tsA3YmOCYmMVhCTh2bgKEzcC9hB0SeNhyIdzY2CZA7ARuQkIIOwhszOLgBcvYxptkS9a+jaTRMltvVeec++OcU3WqusdaLFuG3PM8Pd1dVV3TVf3WV+/3fsvZOIHOVwv0lH1EMXEATLTDYgELOBZbptvRLPATy+1o3ySjlmgrngF3ILFlL8eHbqrgW7cXIZMMwTaaN7RjyUm2ztLSkFQxURmOTdA+qJO32i3JVskF8PTYeFtqolxwE0cqtNZN5RxMlQBa5R7WGbWqipLKMA5jQ426AjAISDBIXPniGiQIPnxjBVv3+oDvfGFpT5oFujYuEhRNqeslJAF84ydYyqJzVwxVTG01UjKuqYzN4uREr5/WJ/DmyxjOXlyBUhEWzppA35wVh7bs3v9P8+acdmSAA8AklmKk2tncPTwXK6dPoLNE0d/Zje3DgJIRAi9OAz9wkqSmADNJAJ0CX2+X171T600y2YIxuCexeTfDe2+s4Hu/LCLOBHDyjiVto5pkCxhca51JqrIJY65VJiTzHnCsObLbpkA/VmCn9MO+d0vY3GwsV3VBQklUUk9J4BYmp8lXFvRSUvNVNQeH0hZdKWWmr2HmGBUgYjAi8OqLq/CYwvtu7MTWYb8VOQlVcY9JR0+tc+yBwHOUFKZSCVFXUZkGnUaKtkaIUcBjCpVQYWavhz17B3FvBJRLDZy9hOKUVbObQWlW2/NK2y2c3luuiWbjqj++ZHF13nSFBTM9zBv0IQVHtcYQCQbp9i4kTgUOVWaaD5tbknaXyjySihyRATex4DYFw1oOlIAH/MtPS1hzRxGxmspypwBvTYV11BNrGfJJVXkJ8CmoSotMmB9HCfIMWHPvLS91X+cpSjqVHnGe9TQhNl88eThNO5UtWDYV+cp0xtLrmFnH9GvB4BGFyy+q4Q0vrgKRTHJUoEzOihLOMmEkEgkllZ6oVZmHJGhKgljqvPIkn0Vl88ylSo+dES2QFUMdwNqyk2PD9gDrNwc4UD+nOjoWXwXSWWt3ftta8P+6479UsVTaPHdm56ax/aUVYUBQCvVMVkmQB0itsVNKli5TGYudps5Kh6aIzD70ujSIQ4lu4CM5wZo7Q/zbT4qoCaZTADMy4BTgJmlv72y7h1ydZQJo1RbALY+cVOIGeVwufiSxpC3nNuE7S0lS7TulIC3BIHcbm8WXsepZZ1MqlXBxNwBEKcw6zRP05aStuYgkir7E6/5gEg9u4PjJPUUIZldnbieOzbYbUJ1bTjRl8aC5OVNmpjailRdGVJIHQ6RenknPAdCIJA6NRag1BMKAY269vGnfAbV507Y7Vbtz3NaCE0owvv++fZ2l6hvPWjVNDQ000NkhdE6KnS7EWmvTzdU6hLb5ZbZAQeUKhGUK7kxuSSu4BQd+/OsQH7yuE49vCXLgNmmOyWumb23EpsHm8k0whdXOW2aghXungZxWNQVWJTlWK54Dt2qzPiOLOxHNVkfTvRCcML5ExulMMw7Tcje36kcp14qzNPNQcYgmxbJ5ET71zjG85NwauJCAsNbaZh/ah2vRjTVXCsJY8oax6pGy1UJa244cnTuWQGwyFKUEYqHQjBTGqgLbh+sgfr/avmv0jd/+wZ37pjrFbS34hRdeiB07NqFY6hRPrL8H23asQ0+5C4xJeFzpKbGdGYI1wPM82z5k7r223KmiomlJyr9FwsNjTvDju0N89IYKHt3i6wTufOrrFKoJR2uet5sOm3TeQpaHtwNuRuvOWenMc8LLHWRPBXKVXefmnmSimiqdcSEL5DRtIl+JL6X+3jaMT4wlT8rcSBrtJFTzb/0ZnXUIqoyqYuKqVCc5EQqgEWPlvCY+ce0YKAV+cneImABJz8L8cSe3KR3LBExDI6JV9Vhp7s0IwBXAlTJF1cqcSW2cuND1lzHXF2ypWMMlL1qCM884X4yNjWLu7AVHD3AAqKtuzOju3vrEDvrVbfv6rvFZhN5OBd8T8L04eXBuGlsaa5wJ2cPIUBnQp/ycuPQkk2ciIX198j50XQWPbg1Me+M2OrdjwROHhGStd2ulTjuJsE2abA68LRbbQfhTOpbH6HTmeTlsrE8BaVEEaUNRrBRnQtmJqmKcZKYttQ4GSUcT12FIInVDE527AuN8wgR29M1eUQD1GKsXNPGpd45CKYUf312E9JDlA1ZdcfR1PXQDUPv9JdEgt1SREQKu9G8onIudUt1pL5RAKQTOW9WHxXPIV7s7e7d2d059LqcE+MLZPbj7nl+PrFg48/sVtuKasf2/QRgKFMMmimETgR/B43HSwZVQaz+cH90CHI40CJWG8RNLLjPghkfww7tCfPj6Ch7bmrPccIFurLcJ2eRVE+aoI5QoJ1KZtdaJNXfWaVBnO8a2s9xT5aMcDYgTMJsXUwZ8XNkwCeqkvQsTTu6E7G1mYZpDbnOIVNKdFm4AyOaSG+dT6+DasoNalcXcHYwlXz43wqfeNQ5K9e+lONqQXmmOxoBcmRRdRfSOzEuhjEUnQANaOqxToKEIYqWgtKIOjymUQoGu3hWoR7O//9sH146sPv2cYwc4AMyb04/pg/NvldV1108G4bUlfy86O5oIgwZ8HmnrTSVsHZH+oVKvPwEC1SVSabBHGpri6N8W3D7w/btCfOjvO7Fuuwflm5a/eWcSln8bamK00myuiWqx2PmoZdJM2AFxxlrb9RrxbdZlxMP0r2PS83hvy7VJbp2Tl5Iuy1GWHDVJCiESfRxGC0eqjYM4y9NgEEAASRPNhlALbmvRGWAnRjDgVw2BFXOb+NS7RgEAP7yzAOUhzWdQCun8gRYUlq7QNgcIc6dSiAHEoGhQghqlmIgoarFCM47R292JwxP0+kVLVt667vHNT2lInhLggzMW4ND+J6qLTr3g0fHh4aaqrvOLhQgei8BYDEL11UkJtDMiWOqkuD97UvwgzXMaodQKiy5NU5xgzd3Gcm/zdP/iDKCnVk24fcDh3GhVT9LkKiRJYckyoIWeZICfOz+5fKu2/PzYhqUV6c4yYDbb2ImrkMiGbmWPaYHWRn1x5UQLbIWUi6fb05SiSAJpwUgBKnVUEpLp902B5bMjfPLaMQip8JN7CpAMuuWb/SIWxASG4+QvdSPNWYlRCHBIo5lTgDI0KMNIk+EwI3jezPnNy15y4aMPPbqxumrFouMHOACEhS7ccv20r1xy+U1n/ez+7jfu3b8XHqUAOAgUYgHMGYxx+fPrKIcMUeQD0EBX5iewACfIh+OFXsYUJAfW3BPiA39vaInfzqHMKSYGee0yBW1nWMvBrazZ1nrngK3Bm77JW/WnpCVtQD/VUG3e51UTEJtrl4K/NdLpXAS2EijZxgG3VGbWNpXo4joYBMPNdVcsmPwUCarpiFJIMqdskp3SfUwAAMaSf+Zd4yAg+Mk9BQjA1JyZI8oHggjS25bdQMZA3ERPsY4/vGASc6fFEElmgGli5M1EpT/86oL5S76yc9fWI5qMIwK80DENP7/nSexv8l//9Df1V/z47if66vWmOUoKCIVyRwO7Du7HO181DkaFseAOr0XqTBIX3ESA+UBECW69O8RHvnAM4DZVwbZpJkcO3I7VbptvAiCf8w3ktneA3ZIdmH9/vENN9drRwuEAGsRRVKzmnfJrQKtyUium2lKztL4ziXSa98k0gEY2hKQgVEIqms4/74CbSKW7aBkLngDXgPwT7xgDANx6V4iYUi16OxjWJ8wcFbEmxhygFCh6DfzlFYfxntc3UCpSKJHO3TMxXkSNzBiZsfCcX3/gmt+ABANHPL3siFsA+OrN1+Mdb3rpg89b3f/Cux/bsXDvOOAXiygWAoRFH7U4wOPbKV73ojGUAt143dS+JLw7qYp3wE19YM8hjh/dFeLjN1Xw8KappEDHuUxaQJAkoJN0hbVlaDZj0G2maWeZcNYn9CWZPSEN49vpzLOdrWyLX5JuS81rQpL1urTNeU/sLASp45q5+Gi2miiNDudok3WIM5/PzXuT278tTUlrV9KG8u7dJ72TqfTide9G9q7lykrJe7NSKAwOCCxfHOPQYYIDowSTk7SN45mTpOznpcD07iquu7aKolfBocMVVKtFNJo+pCA4WO3Hk4euuGPz9on3LDjl7KOyH0e04HasWj0HjWbzhsvOw6otOzFY8YGyL8EpMB5wgAdoRjpnPBYcaWosEpBrR9OAOwC2DHN85IsV/NfaADsP8iOD29G7CVLObRPqmfM6z8FbrXcr5UitOMn8fjbA43Jy59fNmXGS2Rdym2prlXupcndrZ6UJXKbv83Qko6ZkexdqsUKH7YmbiZgEg1SScithrTmFUlJ/zsziai25LomjaaCStnmua0v+t+8ZxS/vDfHRL5Z17opvgU2dA0Gau0+MF8TqaDQ6sKfei3qTgzGJgt9E3VN4aFvXnq6ZQzdQGhwtbI8e4IQtwcj+R2+7+pWv2/vw4z8d3LNjJ7pKFAVfz+MDj+HwWB9CE8XkZppsouwPLpPkKuYDm4c53nt9Bd/7RVHX/vlTgNsCPKN76/PhIW3ck/QWb8u3sznGKW3KURFk6zDzFfUuVrM6OcExU5YkLN+6yH3oFSQBmN5OtWxjMUcSAOe0cUmgWF5dcbYjWU1cX3E00cttghY1PclbwU2S97QpMNQj8NqXVBF4Cu+73mQhekQ7kRboxN6+GHxKUPAoKoUurN/qgaheeFyiEMQoFzm6uwdGt+4Nr35s7dduv+WznzzxAAeA3r5TxXht5OqLz1n8vZ8c3jW3t0LQUWToLHPMHfRQneQY86sohnVNS5QAYJUSlRYr7NMpr9/7ZRExYZpjEJoFN6y+TZ2TkTqVvuXbaBfQScHrdoCdMjSfs+B5x9G9K+dL1RLATyW1HAtLb5OXonLWPQ0CuU6nU+FD3H4pzjpb0gZ3ubbWUhpeTq3zqQUC24o5mY/bOJWUSiMimEASLEdXGU7OmcIrXlhDLAg+dEMFW/eZH47I1IITCk4IKlyhO1Do5h5+ek8PhqZ76C4TlIsxmp0E0+eet//PXjl9bbNRVbd89uhPKT36TYEf/XSteukLlj5cDqMrLzx7brO/i2Fab4DBXoauMkEkGBpNjljQ9PsnMmAMHupKnA9+oYJ/v62IGEyHHls6TzlXt30k84AhyfH2clHK5JJw6AlpF7VEFuQJqNFKT4Dcds4FYV9PBeXjcUCTyHYe723UE/tfkvcGzJlCiVz3qyTbMN8VC6kuntle5nJX7DKTv6Js/orJPrTPQnLImIBLhde9uIpPvWMUc6c1gYZw8lf0wTCi2WmB6y4Oh8eB4RGBPQeA7cMEh+oLmjuHyWsXr7pmlPs9x3Q+j8mCX37pOXjwwftRKnXs2b6t64GHfls9l8gJdJeBYhiDU9srnCTgplSC8xhCSdz1sI9//E4HvvGzkk53pQ54za0qtdh53m1C8YZ3MwNgmwqbaQzaxlJnJT/VFugt+nfyTDKW3r0g0p0+PVCnEU2CtOLWCdG7XBx5K62/XIvlJpai5Go48+AnppaSElO3QNK0AENTbC6LtDq2MgbbTAQFo1mnwSFtZZTQNQOvubiKZgTc/J0O3PtEAU1BARproButQ0H3Oqk1JEbHY8RxjIG+LvRPX/rAwMx5e279yX+ib+YZRzqdmXFMFhwAVq8+A4zEu5csWfyBc89ejb6uGN2VCB2FGJ7nTiGiswR9HkGoGLf8sIg/+UAf/vW2DoB6ZqYFd7aFpwY3DLjbT9La/kHgcnJXaUjBmwGudeinoi45ME/NSp7CrOeA3e5NapGRSoJ2netoOvkoyXxKcK1z/nNTWHE3bxztq4CkteTOtkkWoqRQ1nonllxbcSE5RMShYoo3XFrF1z99ANdcPgafNgGh+5ELpdBUQCwIGjHBZEPh0HiMA6MRlp66CgsXLf5ArR7tPv30YwM3cIwW3I7+gekodPRsiKrbvoVa+KpmbR8Y9+F7Ap5nsgx5hLDQAGiEL3+3hE/e0ol9h32duU6t1SbOs8vDnfWWd8NYbwtu6oTj0cq9CcmCG8DUakryTDKUxb0IQKwdTx1LAiRJ+Rmrn7se2oE8CexNhXySvwCso4lMmD7jpDrLXCstHe07seTIW/rUoku7g8SZJCBU83UQkujnFBRKSj1HEAioSdayqo2me2b2iVhPtT6jR+DjbxyDx4AvfYcglgwx5agJD3VBEMYK9SbB+GSE2UMDKHb0fGvevLkb9o8cOB6oHp0Onh+f/sz/xlv+dNn4zH7cdd/jjfkTE/GSclhHKYxQDBsohjUUwxqGD0X4yg9K+Lt/6cbe0QIQeNp6mzZqVs/OWG2XrphAgA3F5/VuF+hp5NLq3rYMytG6icro3e4sDlbnppn3hpPT9GsmWnjuOUnMshp4sow6r93n3MWWu3O0TwpzX1sa6OwT5jsj1cIBtFIw4l64KnsHQ5ttkys4daYzFy5xulApvaFNJYDl6GDasscMHQWFM5Y0QCCwfR/B2CSHoBycUgQUCJjCqaeUcO4Zg9/dN9F/7a9/88juF190+nEB/LgsOADMOOU1WP/447tWrFp2/64n17ycigcQBBFCv4FyqYYHn4zx8S9341fry5iMA908zrQuztx7oRySTFPE2UA6cbl2KgVy6zzCASra53rnRJishW3Hv5H9gZE8O6ByTwZpeeG8zJnZdqPNJhmZ0CywVhZEOXeAHE9XThMglao+Kf926YtyrLbm1OmyNCVXOnKhzpfSmYdMESgY3dzo6PZuQJAKDfr/23OnEAsP3cUYH7y6hovOaeJjX5ZYu4FinJZQ4ARBU2Bo1mxc+bKX3l+vR7vmLXjR8cL0+AEOAIsXTAfhnZ/v8mbNH9u39RqfbCEdxUk8tDnG+7/Yi1890gXlByChZ6yx5Y8msSaRi8yvY9HoEOFMP0FnoqgkuujQkbzWna2zzKXE5qiKvVPkObaLVeJsa59anFL3BB2Nx5mjFC0BIdKeimQ4jnUUXScTNmswB2yS3SapyifIXQAk0dWJUyABqnVyKik0I9FSIrEAh6YmSY6VsmqLqQU11I42BXw/xsUrGyj+5UG89ybgoa0UYyTE/FmDamBo8T9Pn3HK53fuHns6EH36qRS1gz8DoSQ4dPDwl0b3fv31//GLCf6DX3fh/o2dIL4Pj1F45tavlC08NV1BbbP1BC0mNm5aPsAAOyC6eNgz1CNTQGwsert55S3VYLT98sxsam3oiQ2DM4fCEKqT8knyWRvSJ8lrG6a3+9CvSev/cf9X5rua40qWO9MZJpMKOJQrM4muSvot2rrYzAQFyWsg27I62yCVUZnk7WdnwXMbomY7IqTFK+kdRioKIXSmaSx4kmmq/4eAx2MUwwYe2iTw7bsK+OkDC/H+N155T0S8F1KgcdUV5xw3NoGnacEBoNBzMYa33tbYtPPJtz65fdmF139reN5kFKCzgyJktqpdh+ylIqgLgrGIoGqz3lrcrNQsJk4lzaXAwgEm0odrlafsENvOuSQ5GTDHVRNTQFqMe1uLf6ShjrAuG8Vst980spkUItt2C0larEooSiIVJs5kul7fObJNhTQwiTbWlEJBJtY/6Zil5zYx/1arKtaK2yIX+8WlJLr9X+Qjjpn5vgA1adLVegGLZjbxv14VY9Xyofrzz1lxh+cHjcHe8OnC8+kDHACmz70Uj2853Iz8ka+/9rJf/dUPf3a/X/Rk6uiZ+euFUqhGBE3JUBMKyk6VkVCTVLUk0B4wJ2m0srXcLBfEydMQi798p9gc786DM+NwwQG5/c0SXp4Sljyvz+0yBbBy9tcOyEcTvs9v60Q8VeZ1/kJw1BULbOJEQ0m6Ds62FsyQFJRK3bmWpiVvikjY4KotQ0xaa5sWzbHgqNUD1JueyUU3dwkCA3Iflb7zmq992cV/xwvNvyGk80RA88QAHAACVotfcM6CT+wd3hVvfOKJj9QmRqlQukzJZ3pWLEDBrwMjEzHkRB2IG7rS1KNaXUmavpA0qOPo3WnbtVQeTAGdzbJLlEe3HM3d3gFyO3WBIItSty94q9Fuf6UchXuZ2bZlmb0YMhbaATJJncwEuKQdeJ1l7naZcjYksylnHU59TDp3PM1DyVYEOWciqdiKEfgC4AQiEmhGIcYmQ0xUdVssXcCuAV6vA51dfbK3dOqneWHJZ6rje+MThcunzcHd8cBDTyAIS6ft3b3x3n//7hrvwfUTtLNAUQoIQp/A8ygoJYA3Ds/bj4A3sHZDgAc3liB4ANAAoD5AGTyqJ0jzLfcmypH+VOJoZiw7baUnKd/MpqjSPIfOfMby6PQzzJEFW7dJn930WdKGg9vPMCcVl9Hc92onaWaOw862YfdjLm7Te91OG8PMBGJ2+/zsGi3zkxJkekZmtk/4eZZ7s6RViABnApxF8HgE5jXw0EaKtRtDMBaAi14w2QdKOHxPohBIdBRjBF4V2/f3gQfT/ubyF/DPbtwmqqc//90nDJMnzIIDwOqViwDgiWWLwpVf+8HaPymX8dGQTJLODoZSgaGjyDG9l2DlIoaFQwTlSh2bd0/iNX/NsHmvBzvrkNW9W/qa5F5n8qBdKTCx3jktF3kLnmsJ4ago7fJNWvTizNGTlmXJtm3MSCrjtTmR7Ux/QkeUUV1MX22VLEqte7KpLnAAMRmE9kZASPZOkHxOm3prrW1QKWkkLAFKbYKWrvaxSg1VeioRAoAzgW3DwFs+14NNu7oRFjuweBrDaXMJBnopKiWKjoKEUhKl/rBxzvkvbNLS+ffujSerpz9/8ERC8sQC3HDS+mvefv2Gb9ww8vFP/92imbt3bvsLEU2gs+yhp0Iw0CMQcAohC2CqjnkzxlEuxBktzJ1eO+tkZsHdtobSPPS6KXJOcp8DsrzZpSc2wumi1oXylLfAzP6eehwR6Bm50JLuNF0kS00cSkKyF5Ll2VC6axRtQ2MA1xlNc2IsyHWOFDX1tSZSKSkUpabuXZ/3iRrFll0FjMsiQngQkcD+wzEIIYhjjigm4Lwc1WX35xYuXfI5oFyVKJ9IOAI4wQC34xs3XIvx8XHJOf/tj9asGbtv7a8r5RJBd0WiUorgcQEpCWLBkGk6aWZB84ihJtT09HYc1Ty46RT6dkYRyYHtqUDfFph5hxTIWPLswqfJ+xzrrZxFCUiRgpEk26WgtxdA0loicTYdZQU28KJanEtiOyQQo6Q4XyqpOAMxZj09KTTpa0jS5ZyCCAZGddOe8aqEzyNN0VgAGsy67eK3DX74NvUjXPqytz0TUHxmAA4A5XIZt99+242dlQ5vzuwZH2PxzkpfZ4zOjgiFMAJnMSiRepppSmBzUDglCKlCQAGfqZbGPVmAqhZLjORH0L9kvuSrXQIVyV0EU5rdnC9J2nze+QJHN9qoJxbENnaQ2XeboA9JrHiqlpBkPySXC5614sxxXJP/DcBOAuU6v4nsSHRdZlLdrwBCmFFYdNKVkgKQChISdQFMNgmCqjKXSRPz584amz5z3u2330xxySXPDLiB48gmPJZxySWXgjN13bKl8z+8Yln/ZH/XBDo7aiiFDQR+BM4jNGIgkhygHijlCKmejcRnSgd3KBxLnjpL1ikCWi10xuK66zJAJxmLndkmsz1pNdSZi4NMue5YkJ5EMu0bOOByI4xwHg4qW+S/3H7zYfpEM7f7MZmEsJMbOPuy2YTSZBMKQRELijimiGOGWJhHrOVAIbjO8fYjKBGjGgOHmxSHagR7DgqUuocmZ8ya9+E4FtddcsmLn0kIPnMW3I4Vp1SVH5a/ODE2O6oerl7vqYe9MJDgLAL3I6z5uY/dwwUQ7iNgBB1cIWQKPlMJPcnzU9eIZZxHTCEH5ni6C3pr4bP6duvrltwU95/nvktmQTva4obnc591j83l1iQXmnfD+1pFtB4kEr6uCDG1mMQsc1q+ESfvxOXhxLmhOPtOL8DUiyVEgUkrNepvTalEo+lhxrQGLju/in/+cQUNFmO/ZBitCVx61rxo7ryF72nQgX8cHh5/qpjXCRnPqAUHgL7Zr8TEeDUeXHDqzcPV+W97Yv+caHRyDAoClAJb9vqo1kNwzlDmCkWuUOASIVcIuJ4V0GP6YWXC/B07ydsizlLSHuQgjnri0MUcxltojF7orCVoucjcD7hfZarR1r6r1vcq9yELUmdBzoI7vDuNtziWP/vI8hDnu+Uok0qsN0McM0QxQzNmaEQcjSZHM/LQiDw0Ih+lkGPuQAwiAUZilAsH8Oev6I5efumMt5XKy24enxiN3/5nL3kmIJcZz7gFB4AZC67ADV/7ZvT2L7z2lke+PE7vf9y7rjfYEZy/agSgHNQLUfIIOn0Nbp+blFiazsYplZ5CLm2Onv4QeYvekoKaB3E7J9NZ2UJtkAN/jr+7juzxDNdy6gVG4nNaOLgh9cS5bGvhzSwJdr3rxNvehA5V0c6k0w0rew0nZlxBO51CEAhFzTSSSPT2mJrJyZRWuwqNJoTQc3CumgO8/KLZjWnT577zqivn3LJv51oxbeiqZwN6x5cPfjxjzXe+iW13LFSLTr3g/re+OTzcXxEXDu/f51/3rTIO1yroLwDlQKLgO5ab646izKSIKzMTgHQsk4KjqJB8AhXaBH+c/O62D5Jo6jbZKklZd5OpHB6fcvp8zjd5inVTP+C+RlbhyVMwID0WYIp9Qd+17N2r3XZpDo8z7SNNFSrd4k0rX1FMEcUMsdCgjgVFZrYIEDCm0FWp4TebKlg6tHDiRWcvf9+Z4F/80WOT6nnn/8mzBbtnx4LbMWfh1bj7ju/hvHPHb6iPLmKPbJ72Mcitnf3hJHqLBAVf6YIfe8INmJTSzc+VUmjGJJkQNP1xVZZr5cBA24DH2cx5TTLWOrkz5Ll2nrPnjvO4jHk+SJNd5YTt3S+lktiPVQitpTeJq8mzhNLhd3NObD8U5XKb5Pic+ZZsgyBJIIgGc73JEcWptSZJ5FWhzjRtASRmT+OTl5w7dFexc8WPb30UN0RLPFz9qj96NiH37AIcAM6/6AoAwL7D6roZC2Jx+sqvrd7x5PrXUzkZFEPd79BONc6ozmEhBGhGQLUBVCOChtC3XUa0haeORc9Timz7NpKRGtvp2+7IWFGSzbnIv8rTmKczckHLFg80k1g1xffPCTKwWYZSav2RQqXNgVSaz5IcEYWZscOmv+rjrzU8TFQ5mpGeAoUxnUIBmOb5BPCrTUiUmsVK6br/dSX96xnLLosB4KYTD6cjjmcd4HYMdBG854Ofv6HH88Pygr4djRr7CESDRoLg8HgMQMH3KEKfIPApOCPwCw1sWidwuOmhwCkKTCGEAoWe38X+pCQDaksxsuBuySRsZ6Wd1xZo+UzBEwHoqYZNpLL82hFQcvp51uYr5V4TZh3RiVK6P48GOZGm7NKm3CqbsKYnEuNMwvN0D/jAj1BrEDy4McSBgxycEQS+QiFQCHwdAjo4RlGtSfT19siOrsqnR6uFz+wZiU5Y4tTxjGeNg7cbd//qVnzlHz4fn3/u6SPzZg/8RdnfSRkbI0/uAiihKBcpyiWO7oqH2dMpXnDGODgfwW83AZMiAKUkLYIwD+68Zpa/22QoZKt8XKUlqXHM5LQQ5z0xXD8tXEid1afi3sfOwTMcGjl50jjBbiE10OpQuzQtexlmuVV6/Cagxsy8S1zC4wK+F6EY1sH5OP7tlz7+8xddILEuJAYoOAM6ChK+38BvNkQ4PNmJ3p6evxmc1v/ZncOi9gdXPHNBnKMZJxXgAHDDDV9Ad3fnmMe9/1i6pDByuEEvuvP+fSRkBD2dHrrKHvq6gBn9EebNqOLiMw9g444IT2wrQlJPRzypAmca3O4zY2b+F6cpZ0ZhQdY5g5UPMw5lFuw0Ab3b5PLIAIe7jD4FoKdyLjG1+jNVpDZ/bDaQA6RBIsuxbcYiowqcKQ1uLhB4TZQKNfzsfomP3jyIZhSgwGNjRCh8j6BcEOgsT6I0sFxNm3Xexx9/8I6/PVjrrL3pTW852fA6eRTFDpugpdTWdcDzPjlrzmzvRecX3zu8Y6MX+hHKRaC7LNDV0QTnMbq7BLrLEYiMESuFOI1tJBbapqIy0145ASqQMWZubWPGiXN0x8T5dAGbZmRkN8wc2PGfEzfvBImjmJUF21GThDbleLnMaetEkWT/hFAQIiEkATOzsCX7oBKU6aDcoXGCQ4cZAh8YrQLFQCDwKMKAoR4XGr39c0fOWf6Cr/7DHcs/8fq3LovPWNL/rOJoqnHSAW4HIXPx2/X74/d9sf6R7376VfyxdY+96IH77jyNyb1+ZylGb1cNA93j2LFHYMtuDkkUiFIQttKb2HxoS1WIpisstbKAFQycbDwg1ZCdkXG42lhYV0lxQZ/hyEBOjmlz3Ej3k/n/GR4NK3Fn9Gu7Mm2NnPUriLMvZKKR5nzZlEPzXlCVTDUIWCVFV+vMnRFhcOY49oyEKHKKkAv4XGJo1lB8ytLT/53wnW8tdw1Ef3XF7piQmScbTsl4zgAcAFYt7QcAtfkv7np/R8kPzj77rJtGDzxxdW9hHWN0P+7fWMcXvl3Brx4um5pBDXAo0xjIAJozgCcaOsnoxFLC9NlzgiFEg5zCNq/MWkMXfJl+3CAJB9Yb6ydbckucbL28dc3r1Mlw/rkRPADlyHwA3DbJFvRJlw2Satl2dzCxAw3eNJGLEgLFzDQh0IE1waRzESgzZTvBBSsVPv+WffjcNxW27OrAgOrBokWzxcqVS7/mhZ1vHa8VGoRMO9kQahnPKYDbcdbZz8OhQwcajJX+p2jM2fTowwdP//ZdjVd9/dYJ7D3QAeJLzO+ZxP5JglgWE82cMx0c8jiBz0kKcGPhJAAp9LQrAk7ASKXAU4l5tEizBcl559ABt4smlwK5b6ew4q7ldSlUQlNkuiJJf0Uuj4W4kmha0aP3Q5Je35Eguu+lOSpKFbiyBQ0ElFIwZiOSBJxJNJpNjIxJTO8q4MJlDAveMYJ7nixj+77p33rZ5X/4wOJTpt84Nl5t9PX1nWzYtB3PSYADQHd3LwCMvvlj3/jURHXWrGULzyWv+6PRVz5w330oBPtw1UtHceP3BO5dXwAhBB6T8BgQcALfI/AYgcctwI08poCYSAipzMy5KZCSaKVKrV7CQogTBSWuFU9piatdI1lKMnp1Mto4g65TmOxBuZcZdAs1KJ2XTYj7zwAH3El5mqmCV6YvSRQRRLHpl2KUJiEIhFQwXdnAGTXdgQlCP8baDcCXvtuHP76AY8HQIJavXIkVZ3Z8G8HWd0Gs2Un8t59sqDzleM4C3I4v/fVrMDJa28kZe/eTm3d84XmLg083Jx4769ShSXrpmRPk4c0xGOHwOYxmrh8eI+CMgJlnasxto0lQb8ZoRkBTaIAw45ACDjcFHL5NkruEO1VJMpIkJ5uInRJkmw/ijjywXQrlhjETgFsH2DabJ0jpio1okrSDga6T1IoIoClLvUFRbRDUmyQ5Zm7pnACE1MUnlAC+JyEkRa2h8KN7C3hoU7867ZS5ct7iFffR0sIPqGDmZqXkTuZ3nGx4HHE85wEOAH2dBQDYvmPbhu0DKxdcOTEyOUj8Wf+xbtfD8xCPIeACBZ+gGBAUCxS+R42SosHtcb3M9wikkBitCoxM6JIrjyuTrWibwGf9wzTHhcAtICYphiGh9AxmACA1ByfmM8ogNGm7Znec2XfWektoaiJlloYowARodLGCpEgq/ShUAnBuplv3mNayQRQOjUvsPRhACH0efI/A8wg8AUSMoBkrxLHm4pwzlEIGJSne8NKZWLL4hVurY/LVpa75ezbtULtWLi+ebEgc9fidALgdQ3MWoXpw7a7vb//jXVctGnn5q/9o+T+NHFwzLZRjM7kcRTGkqHRw+JyZ264C5wRhQFEKCSolhaFpNSyYP4LPfrMDY4eL6CsJKE/bWEoVWKLDkdRpM6BmjCSUxw6lACkAHapOOQUBMT1BTGFuLsSfTwhLfQAkvQKlk1hGCMCSVtpEh8+Ns2klF1vtzpmEzwXCIEZXuYED45P4wb0dmBitYGYfQ7nEUAw5AALFARXpi8njBHFMQMDQ3dULwft2rTr9FXsXrJj/Z/09fQ9/99aH8Yo/OO1kw+CYxu8UwAGg2HM2Do41USn3PXLpwg1nDL775Zdt27b9XevXr1sum6ODBW8MPhfYd4hisqbgEQqfE3QUFXo7I8zsr8GfqKIReRitF9Hhk6Tmk1urqayunrZj03SHJnTHStBCKkilHVcp9Xt9sUBbWzPzmZtnnVCTJOqqEqnP9vmOjY+QOIXWYpvzQKkGvGJ2v2kbCW4sd+DFKBdrmGhOYM9YCaMHtX5NKeBxisBn4AwYrysMjzTgc4JFC3pR6eneMzC05NGuaTP+/sHfVtacd0EfAWq/c+AGfgcBDgA9FR9If+s1G57csmbl8oV/vnnDg8/rLh248tCB9eU7v19FCIbBfgrGgEIgUS5FKJcamGg2QSERCyCSBLFUEAKIGcBt1YtjvRmlYIzA4ymvZ4YexDEQxwRCKDQjqedyJ1qu1DcCDXJFE9OeBTdTaUowUckFJpqWNmh6Yy8yS3MoJZBUZXVtqsCY4d9MJf1KCBGImgrjdYKJukQplIiLOkmquyNCT2Uc64Z7cNqCU8Znzen+z7PPO/MuADd398+xp/wZr7x5psbvJMDzY9Ep8wDgZiUOfg1q5O571zaWz5ofXDs5vJnU6pNQlQCBJ1EuRgj8KnYdkBitefA4ASFSqyuSgAulp6FWDv+m1lGl4IzqPHVPy5GEaHA3I6BWl6hHEgTaYeWO/GgvhsT6wjiETPN/zZl1iR4IwBsUYxPAxGQMIYwywigk14oIce4qUqqUwlC9D25mulMgaEYcHSHFjP4aNu3uxHgN6CxKxLGAkgrlcglnrp6t9nsd11907kseXTCz86vTesvRyf5NT9T4vQC4HYT1RD9fu+kfveLLuy88e/ftgZz3Kt/DNbt3PKY6gk2ku2MUzXgSt91XwOhYETM6JQKmpbRGrC1aYICoAagtNmcEnBP4HuB7QOAphL5+FMMYh6oxNuxRKAcKgUfgewqBVppBKSAoATMIJ0glOmbA7XsSgacQeBJhIFAMG9g9QrBjr4diqLMpA88GZEgC8FjovHhpm1lSCc8T8D0BRhWimGN0IsT03gCXnjWJe9bVsOOgj+4OhqGhIXXB+atJMcQ/9w7633r/G/vuQnz4EPFmneyf8YSO3yuAA8CLzl4AAIeUUj8EcN+hQ4duiup76aK5fV/pKe9ZuPahteGP7y2hr4NhelmAUoIth3V+BiVA6BlpzVhIj2sVRj9rcBcChVIoUemIMdg7gXW7JvH4cAVze3x0F3VTSgrT5oxRU5ibcumUomjLrfcpUAxjdJbrmDmwHz+6v4jN+/owq1uiXFSAoknYSTunWinyeJo/wplC6McoF6uQCti1rwuM+uBM4LKzRvDLRwjCjrPqpw6VNvZ1NN+49NRVsrOzazuAvfnuAL8v4/cO4HaYH2wvgL0Hd/8KQHxxpTxrwaqzL/6/H3r7iHffvQ908fhA57QegTfMHcYttzLs2V1BOTSdTxk18iIzgSMbKTWADAU6ihG6KzWcuXQMg/cEOHAwROhJcKbAGAEVMLRHO6KJpGfpBIPJ3JOmX1+M7nIdO/dHWLuR4kCVoKugZT9ueDUVUjuwTZ0oxVkasGJUoVysY9PwOP7l1m4smVnAKbMC9PTNGp0xtPzwR66dFz2+LbpKNhqbAo/u7+rqPtk/0zM+fm8B7o6eGRdANPfvpwwjXR49bdeB7c2P/dXr37xxw7r/Edf3xssW7D/tV+u3BSMHA9SbY1BSO5aBR1AsAD637X6NZTe0ohBECPwmntgOPLGdYlpZIYoJYpMOEAtlIoWAkpqU6xC5pices7kemjdzrqc6XzK7iSWzG3h0I1BtEhQjhdhXZj9AHCsIIRELCSUpfE9BFAFCYhQKPiSfju7BsxsDg/yhmfNn8dlLl90SkJ9/adbgkD/QixqhSg309pzsn+VZGf8tAA4AzNeJXACq+/btA2P8Rs/jN15yyUv9ZrP5uT+9csvA0IxdM0k0/vwOr4GJsX2olCS6ilXEcQ0jox7CQM8xZB06j0sEfgRKBWJhpuADktKwWBBEQsETqTqSSnkmIMPSTrF2biHOFJSKMRkpRBLG+lOjk0tIKXFgNILHfcyeUUYQFlEo0ce7ekGLPdNHVvbN23HqWafuAwnes3Pjb5rcK2Eyfil6OrtPanXNyRj/bQDujoGBAfdtE8C11VoD560+c6nn8Wv27N4tf/nLXyD0asHSBd6bRg7sLq3f0o1G7SBqtQMoBRKNRgxGIyhVxZ4RAggCSF2/6HEgirXlZhSIudKBJzMXDjPg9j0t2VEK3SXK5IUQKMzsngRFDbVGACEi1JsCxYBiYMYA5gz147Ftk+iq9E+W/dqXB2d2i6VLl/xs0eJTmZRiO4BHGC+c7NP8nBj/LQHebhQLAQCsB/A+AKiPbwChvi/F+P2V4c1F4XdFUPWXF0N1RbkIUETw4jvw80cjbBnxcOapAWoTJXQUaujpaGLW9CoefJJibCIEhUIcE1Dio7PEEHAdovRYhGpzHL/d4GOov4jFhQB+UMbmvTHOXBzjyosUhkf68frLVyPwGToKDB0F9r2e7vC75ekNb9rAULVSKn4ziuLm4qXzT/YpfE6O/w/wKUZYXgRo6/6vADA6OgalcIfHcRNjRErRwN5Nj+CxHQ2wkGP5AoWNWzrI1Vc+//9Ek7uXLJo7IcIBAtIMUQyARiTRW+GYMcDQ3xWj0aQohhINNQ7sCtA1UGKD8wcf9+Tt7969W6pSQeCc5T7u39CLl1z8fIShB0YJ5YxsBLBl5ernfqLTc2H8fmpDJ2k8uXk7hIgXbN+yvjBzWh13rgN86cFjCtWGRE+ZYVofRX9njIkahccBSau4+5EAC2eEWH3ashpjfFN373OnIuZ3ffw/UBG30AhYqRYAAAAldEVYdGRhdGU6Y3JlYXRlADIwMjAtMTEtMTFUMjI6NDg6MTUtMDU6MDDK/vm4AAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIwLTExLTExVDIyOjQ4OjE1LTA1OjAwu6NBBAAAADl0RVh0U29mdHdhcmUATWF0cGxvdGxpYiB2ZXJzaW9uMy4zLjEsIGh0dHBzOi8vbWF0cGxvdGxpYi5vcmcv3d388wAAAABJRU5ErkJggg==', 'weight': 4}
• mf_hecke_newspace_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 10761000
    {'hecke_orbit_code': 67109648, 'n': 1, 'trace_an': 59}
  • id: 10761001
    {'hecke_orbit_code': 67109648, 'n': 2, 'trace_an': 0}
  • id: 10761002
    {'hecke_orbit_code': 67109648, 'n': 3, 'trace_an': -4}
  • id: 10761003
    {'hecke_orbit_code': 67109648, 'n': 4, 'trace_an': 0}
  • id: 10761004
    {'hecke_orbit_code': 67109648, 'n': 5, 'trace_an': 0}
  • id: 10761005
    {'hecke_orbit_code': 67109648, 'n': 6, 'trace_an': 0}
  • id: 10761006
    {'hecke_orbit_code': 67109648, 'n': 7, 'trace_an': 0}
  • id: 10761007
    {'hecke_orbit_code': 67109648, 'n': 8, 'trace_an': 0}
  • id: 10761008
    {'hecke_orbit_code': 67109648, 'n': 9, 'trace_an': 477}
  • id: 10761009
    {'hecke_orbit_code': 67109648, 'n': 10, 'trace_an': 0}
  • id: 10761010
    {'hecke_orbit_code': 67109648, 'n': 11, 'trace_an': 22}
  • id: 10761011
    {'hecke_orbit_code': 67109648, 'n': 12, 'trace_an': 0}
  • id: 10761012
    {'hecke_orbit_code': 67109648, 'n': 13, 'trace_an': 24}
  • id: 10761013
    {'hecke_orbit_code': 67109648, 'n': 14, 'trace_an': 0}
  • id: 10761014
    {'hecke_orbit_code': 67109648, 'n': 15, 'trace_an': -58}
  • id: 10761015
    {'hecke_orbit_code': 67109648, 'n': 16, 'trace_an': 0}
  • id: 10761016
    {'hecke_orbit_code': 67109648, 'n': 17, 'trace_an': 52}
  • id: 10761017
    {'hecke_orbit_code': 67109648, 'n': 18, 'trace_an': 0}
  • id: 10761018
    {'hecke_orbit_code': 67109648, 'n': 19, 'trace_an': 20}
  • id: 10761019
    {'hecke_orbit_code': 67109648, 'n': 20, 'trace_an': 0}
  • id: 10761020
    {'hecke_orbit_code': 67109648, 'n': 21, 'trace_an': 0}
  • id: 10761021
    {'hecke_orbit_code': 67109648, 'n': 22, 'trace_an': 0}
  • id: 10761022
    {'hecke_orbit_code': 67109648, 'n': 23, 'trace_an': -194}
  • id: 10761023
    {'hecke_orbit_code': 67109648, 'n': 24, 'trace_an': 0}
  • id: 10761024
    {'hecke_orbit_code': 67109648, 'n': 25, 'trace_an': 1299}
  • id: 10761025
    {'hecke_orbit_code': 67109648, 'n': 26, 'trace_an': 0}
  • id: 10761026
    {'hecke_orbit_code': 67109648, 'n': 27, 'trace_an': -424}
  • id: 10761027
    {'hecke_orbit_code': 67109648, 'n': 28, 'trace_an': 0}
  • id: 10761028
    {'hecke_orbit_code': 67109648, 'n': 29, 'trace_an': -62}
  • id: 10761029
    {'hecke_orbit_code': 67109648, 'n': 30, 'trace_an': 0}
  • id: 10761030
    {'hecke_orbit_code': 67109648, 'n': 31, 'trace_an': 104}
  • id: 10761031
    {'hecke_orbit_code': 67109648, 'n': 32, 'trace_an': 0}
  • id: 10761032
    {'hecke_orbit_code': 67109648, 'n': 33, 'trace_an': 208}
  • id: 10761033
    {'hecke_orbit_code': 67109648, 'n': 34, 'trace_an': 0}
  • id: 10761034
    {'hecke_orbit_code': 67109648, 'n': 35, 'trace_an': 0}
  • id: 10761035
    {'hecke_orbit_code': 67109648, 'n': 36, 'trace_an': 0}
  • id: 10761036
    {'hecke_orbit_code': 67109648, 'n': 37, 'trace_an': -168}
  • id: 10761037
    {'hecke_orbit_code': 67109648, 'n': 38, 'trace_an': 0}
  • id: 10761038
    {'hecke_orbit_code': 67109648, 'n': 39, 'trace_an': -100}
  • id: 10761039
    {'hecke_orbit_code': 67109648, 'n': 40, 'trace_an': 0}
  • id: 10761040
    {'hecke_orbit_code': 67109648, 'n': 41, 'trace_an': 100}
  • id: 10761041
    {'hecke_orbit_code': 67109648, 'n': 42, 'trace_an': 0}
  • id: 10761042
    {'hecke_orbit_code': 67109648, 'n': 43, 'trace_an': -116}
  • id: 10761043
    {'hecke_orbit_code': 67109648, 'n': 44, 'trace_an': 0}
  • id: 10761044
    {'hecke_orbit_code': 67109648, 'n': 45, 'trace_an': -112}
  • id: 10761045
    {'hecke_orbit_code': 67109648, 'n': 46, 'trace_an': 0}
  • id: 10761046
    {'hecke_orbit_code': 67109648, 'n': 47, 'trace_an': -264}
  • id: 10761047
    {'hecke_orbit_code': 67109648, 'n': 48, 'trace_an': 0}
  • id: 10761048
    {'hecke_orbit_code': 67109648, 'n': 49, 'trace_an': 0}
  • id: 10761049
    {'hecke_orbit_code': 67109648, 'n': 50, 'trace_an': 0}
  • id: 10761050
    {'hecke_orbit_code': 67109648, 'n': 51, 'trace_an': 1318}
  • id: 10761051
    {'hecke_orbit_code': 67109648, 'n': 52, 'trace_an': 0}
  • id: 10761052
    {'hecke_orbit_code': 67109648, 'n': 53, 'trace_an': 528}
  • id: 10761053
    {'hecke_orbit_code': 67109648, 'n': 54, 'trace_an': 0}
  • id: 10761054
    {'hecke_orbit_code': 67109648, 'n': 55, 'trace_an': 1168}
  • id: 10761055
    {'hecke_orbit_code': 67109648, 'n': 56, 'trace_an': 0}
  • id: 10761056
    {'hecke_orbit_code': 67109648, 'n': 57, 'trace_an': 554}
  • id: 10761057
    {'hecke_orbit_code': 67109648, 'n': 58, 'trace_an': 0}
  • id: 10761058
    {'hecke_orbit_code': 67109648, 'n': 59, 'trace_an': 292}
  • id: 10761059
    {'hecke_orbit_code': 67109648, 'n': 60, 'trace_an': 0}
  • id: 10761060
    {'hecke_orbit_code': 67109648, 'n': 61, 'trace_an': 752}
  • id: 10761061
    {'hecke_orbit_code': 67109648, 'n': 62, 'trace_an': 0}
  • id: 10761062
    {'hecke_orbit_code': 67109648, 'n': 63, 'trace_an': 0}
  • id: 10761063
    {'hecke_orbit_code': 67109648, 'n': 64, 'trace_an': 0}
  • id: 10761064
    {'hecke_orbit_code': 67109648, 'n': 65, 'trace_an': 392}
  • id: 10761065
    {'hecke_orbit_code': 67109648, 'n': 66, 'trace_an': 0}
  • id: 10761066
    {'hecke_orbit_code': 67109648, 'n': 67, 'trace_an': 662}
  • id: 10761067
    {'hecke_orbit_code': 67109648, 'n': 68, 'trace_an': 0}
  • id: 10761068
    {'hecke_orbit_code': 67109648, 'n': 69, 'trace_an': 304}
  • id: 10761069
    {'hecke_orbit_code': 67109648, 'n': 70, 'trace_an': 0}
  • id: 10761070
    {'hecke_orbit_code': 67109648, 'n': 71, 'trace_an': 400}
  • id: 10761071
    {'hecke_orbit_code': 67109648, 'n': 72, 'trace_an': 0}
  • id: 10761072
    {'hecke_orbit_code': 67109648, 'n': 73, 'trace_an': -612}
  • id: 10761073
    {'hecke_orbit_code': 67109648, 'n': 74, 'trace_an': 0}
  • id: 10761074
    {'hecke_orbit_code': 67109648, 'n': 75, 'trace_an': -2236}
  • id: 10761075
    {'hecke_orbit_code': 67109648, 'n': 76, 'trace_an': 0}
  • id: 10761076
    {'hecke_orbit_code': 67109648, 'n': 77, 'trace_an': 0}
  • id: 10761077
    {'hecke_orbit_code': 67109648, 'n': 78, 'trace_an': 0}
  • id: 10761078
    {'hecke_orbit_code': 67109648, 'n': 79, 'trace_an': -810}
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  • id: 10761296
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  • id: 10761303
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  • id: 10761304
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  • id: 10761306
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  • id: 10761311
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  • id: 10761312
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  • id: 10761313
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  • id: 10761411
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  • id: 10761412
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  • id: 10761512
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  • id: 10761621
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  • id: 10761626
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  • id: 10761627
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  • id: 10761628
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  • id: 10761629
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  • id: 10761937
    {'hecke_orbit_code': 67109648, 'n': 938, 'trace_an': 0}
  • id: 10761938
    {'hecke_orbit_code': 67109648, 'n': 939, 'trace_an': -205282}
  • id: 10761939
    {'hecke_orbit_code': 67109648, 'n': 940, 'trace_an': 0}
  • id: 10761940
    {'hecke_orbit_code': 67109648, 'n': 941, 'trace_an': -69408}
  • id: 10761941
    {'hecke_orbit_code': 67109648, 'n': 942, 'trace_an': 0}
  • id: 10761942
    {'hecke_orbit_code': 67109648, 'n': 943, 'trace_an': -89152}
  • id: 10761943
    {'hecke_orbit_code': 67109648, 'n': 944, 'trace_an': 0}
  • id: 10761944
    {'hecke_orbit_code': 67109648, 'n': 945, 'trace_an': 0}
  • id: 10761945
    {'hecke_orbit_code': 67109648, 'n': 946, 'trace_an': 0}
  • id: 10761946
    {'hecke_orbit_code': 67109648, 'n': 947, 'trace_an': 152826}
  • id: 10761947
    {'hecke_orbit_code': 67109648, 'n': 948, 'trace_an': 0}
  • id: 10761948
    {'hecke_orbit_code': 67109648, 'n': 949, 'trace_an': 19200}
  • id: 10761949
    {'hecke_orbit_code': 67109648, 'n': 950, 'trace_an': 0}
  • id: 10761950
    {'hecke_orbit_code': 67109648, 'n': 951, 'trace_an': -81944}
  • id: 10761951
    {'hecke_orbit_code': 67109648, 'n': 952, 'trace_an': 0}
  • id: 10761952
    {'hecke_orbit_code': 67109648, 'n': 953, 'trace_an': -28618}
  • id: 10761953
    {'hecke_orbit_code': 67109648, 'n': 954, 'trace_an': 0}
  • id: 10761954
    {'hecke_orbit_code': 67109648, 'n': 955, 'trace_an': 49024}
  • id: 10761955
    {'hecke_orbit_code': 67109648, 'n': 956, 'trace_an': 0}
  • id: 10761956
    {'hecke_orbit_code': 67109648, 'n': 957, 'trace_an': 147168}
  • id: 10761957
    {'hecke_orbit_code': 67109648, 'n': 958, 'trace_an': 0}
  • id: 10761958
    {'hecke_orbit_code': 67109648, 'n': 959, 'trace_an': 0}
  • id: 10761959
    {'hecke_orbit_code': 67109648, 'n': 960, 'trace_an': 0}
  • id: 10761960
    {'hecke_orbit_code': 67109648, 'n': 961, 'trace_an': 105361}
  • id: 10761961
    {'hecke_orbit_code': 67109648, 'n': 962, 'trace_an': 0}
  • id: 10761962
    {'hecke_orbit_code': 67109648, 'n': 963, 'trace_an': -127016}
  • id: 10761963
    {'hecke_orbit_code': 67109648, 'n': 964, 'trace_an': 0}
  • id: 10761964
    {'hecke_orbit_code': 67109648, 'n': 965, 'trace_an': 112304}
  • id: 10761965
    {'hecke_orbit_code': 67109648, 'n': 966, 'trace_an': 0}
  • id: 10761966
    {'hecke_orbit_code': 67109648, 'n': 967, 'trace_an': 211552}
  • id: 10761967
    {'hecke_orbit_code': 67109648, 'n': 968, 'trace_an': 0}
  • id: 10761968
    {'hecke_orbit_code': 67109648, 'n': 969, 'trace_an': 14096}
  • id: 10761969
    {'hecke_orbit_code': 67109648, 'n': 970, 'trace_an': 0}
  • id: 10761970
    {'hecke_orbit_code': 67109648, 'n': 971, 'trace_an': 60324}
  • id: 10761971
    {'hecke_orbit_code': 67109648, 'n': 972, 'trace_an': 0}
  • id: 10761972
    {'hecke_orbit_code': 67109648, 'n': 973, 'trace_an': 0}
  • id: 10761973
    {'hecke_orbit_code': 67109648, 'n': 974, 'trace_an': 0}
  • id: 10761974
    {'hecke_orbit_code': 67109648, 'n': 975, 'trace_an': 140184}
  • id: 10761975
    {'hecke_orbit_code': 67109648, 'n': 976, 'trace_an': 0}
  • id: 10761976
    {'hecke_orbit_code': 67109648, 'n': 977, 'trace_an': -75164}
  • id: 10761977
    {'hecke_orbit_code': 67109648, 'n': 978, 'trace_an': 0}
  • id: 10761978
    {'hecke_orbit_code': 67109648, 'n': 979, 'trace_an': 71104}
  • id: 10761979
    {'hecke_orbit_code': 67109648, 'n': 980, 'trace_an': 0}
  • id: 10761980
    {'hecke_orbit_code': 67109648, 'n': 981, 'trace_an': -164678}
  • id: 10761981
    {'hecke_orbit_code': 67109648, 'n': 982, 'trace_an': 0}
  • id: 10761982
    {'hecke_orbit_code': 67109648, 'n': 983, 'trace_an': 41432}
  • id: 10761983
    {'hecke_orbit_code': 67109648, 'n': 984, 'trace_an': 0}
  • id: 10761984
    {'hecke_orbit_code': 67109648, 'n': 985, 'trace_an': -63136}
  • id: 10761985
    {'hecke_orbit_code': 67109648, 'n': 986, 'trace_an': 0}
  • id: 10761986
    {'hecke_orbit_code': 67109648, 'n': 987, 'trace_an': 0}
  • id: 10761987
    {'hecke_orbit_code': 67109648, 'n': 988, 'trace_an': 0}
  • id: 10761988
    {'hecke_orbit_code': 67109648, 'n': 989, 'trace_an': -5208}
  • id: 10761989
    {'hecke_orbit_code': 67109648, 'n': 990, 'trace_an': 0}
  • id: 10761990
    {'hecke_orbit_code': 67109648, 'n': 991, 'trace_an': 114362}
  • id: 10761991
    {'hecke_orbit_code': 67109648, 'n': 992, 'trace_an': 0}
  • id: 10761992
    {'hecke_orbit_code': 67109648, 'n': 993, 'trace_an': -207408}
  • id: 10761993
    {'hecke_orbit_code': 67109648, 'n': 994, 'trace_an': 0}
  • id: 10761994
    {'hecke_orbit_code': 67109648, 'n': 995, 'trace_an': 276926}
  • id: 10761995
    {'hecke_orbit_code': 67109648, 'n': 996, 'trace_an': 0}
  • id: 10761996
    {'hecke_orbit_code': 67109648, 'n': 997, 'trace_an': 27856}
  • id: 10761997
    {'hecke_orbit_code': 67109648, 'n': 998, 'trace_an': 0}
  • id: 10761998
    {'hecke_orbit_code': 67109648, 'n': 999, 'trace_an': -142480}
  • id: 10761999
    {'hecke_orbit_code': 67109648, 'n': 1000, 'trace_an': 0}