Embedded newform data - 27.9.b.b.26.1

Formats: - HTML - YAML - JSON - 2024-10-08T10:00:34.542214

• 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': 2187, 'analytic_conductor': 10.999222471650434, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 3, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [27, 2, [2], [1]], 'cm_discs': [], 'conrey_index': 26, 'dim': 2, 'field_disc': -24, 'field_disc_factorization': [[-1, 1], [2, 3], [3, 1]], 'field_poly': [6, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [864, 0, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503668497842203, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 12, 'hecke_ring_index_factorization': [[2, 2], [3, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '27.9.b.b', 'level': 27, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'minimal_twist': '27.9.b.b', 'nf_label': '2.0.24.1', 'prim_orbit_index': 2, 'qexp_display': 'q+\\beta q^{2}-608q^{4}-28\\beta q^{5}+1967q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '8.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '27.9.b', 'trace_display': [0, 0, 0, 3934], 'trace_hash': 2271259876800056496, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.049', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.919', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.569', 'prec': 17}, {'__RealLiteral__': 0, 'data': '14.735', 'prec': 20}, {'__RealLiteral__': 0, 'data': '7.453', 'prec': 17}, {'__RealLiteral__': 0, 'data': '140.386', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.509', 'prec': 17}, 'traces': [2, 0, 0, -1216, 0, 0, 3934, 0, 0, 48384, 0, 0, -91010, 0, 0, 296960, 0, 0, 304798, 0, 0, 739584, 0, 0, -573502, 0, 0, -2391872, 0, 0, -328700, 0, 0, 3504384, 0, 0, -1327874, 0, 0, -17031168, 0, 0, 1150660, 0, 0, 7720704, 0, 0, -3791424, 0, 0, 55334080, 0, 0, -20708352, 0, 0, 34601472, 0, 0, -38425922, 0, 0, -24838144, 0, 0, -1196066, 0, 0, 95171328, 0, 0, 25700350, 0, 0, -185317184, 0, 0, -47169314, 0, 0, 55143936, 0, 0, -98122752, 0, 0, -260333568, 0, 0, -179016670, 0, 0, 542861568, 0, 0, 272979262, 0, 0, 348689216, 0, 0, 67181470, 0, 0, -610011648, 0, 0, -202364348, 0, 0, 584120320, 0, 0, -216179712, 0, 0, 296282880, 0, 0, 112175810, 0, 0, 199849600, 0, 0, 861737476, 0, 0, -2201713920, 0, 0, 599537666, 0, 0, -1233543168, 0, 0, 344144158, 0, 0, -1720839168, 0, 0, -968841216, 0, 0, 807347392, 0, 0, 371904670, 0, 0, 1454761728, 0, 0, 1948014916, 0, 0, 2824077312, 0, 0, -2309973602, 0, 0, -1966505472, 0, 0, 2509948608, 0, 0, -699601280, 0, 0, -1128078434, 0, 0, 1662799104, 0, 0, 2328483262, 0, 0, -2717687808, 0, 0, -1499876352, 0, 0, 7373673216, 0, 0, -1420557698, 0, 0, 2305185792, 0, 0, -4686479330, 0, 0, -2366171136, 0, 0, -1544030208, 0, 0, -13513164800, 0, 0, 2130339166, 0, 0, -11491994880, 0, 0, -646552900, 0, 0, 12590678016, 0, 0, 3991713796, 0, 0, 18489012480, 0, 0, 3195742660, 0, 0, -12179718144, 0, 0, -15200123904, 0, 0, 6893123328, 0, 0, 4523483134, 0, 0, 23362960576, 0, 0, -13869832990, 0, 0, 5025839616, 0, 0, -3304461312, 0, 0, -10718543872, 0, 0, -2611928158, 0, 0, 11106934272, 0, 0, 17080326144, 0, 0, 727208128, 0, 0, 2864518942, 0, 0, 7230760704, 0, 0, 6701896900, 0, 0, -33500307456, 0, 0, -198229052, 0, 0, -33654769920, 0, 0, 6844624130, 0, 0, -15625812800, 0, 0, -8295920640, 0, 0, -43013071872, 0, 0, 2263348220, 0, 0, 45256407040, 0, 0, 6727947844, 0, 0, -7951910400, 0, 0, 26249861566, 0, 0, 28678942912, 0, 0, -14809430016, 0, 0, 15186624768, 0, 0, 26097208510, 0, 0, -19410665472, 0, 0, -23746505570, 0, 0, -6719535360, 0, 0, 18308371390, 0, 0, 59658633216, 0, 0, -30136458142, 0, 0, -97189120512, 0, 0, 26959769470, 0, 0, 43168038912, 0, 0, 48183496704, 0, 0, 24527950848, 0, 0, 12483784320, 0, 0, 108842135360, 0, 0, -29975829218, 0, 0, -32123927808, 0, 0, -39592771202, 0, 0, -191087271936, 0, 0, -10697977634, 0, 0, 94680776448, 0, 0, -40733328384, 0, 0, -165971391296, 0, 0, -15657587712, 0, 0, 83256802560, 0, 0, 76527973444, 0, 0, -85153576960, 0, 0, 14957493500, 0, 0, 68061095424, 0, 0, -70790502530, 0, 0, -40846333760, 0, 0, 55062153216, 0, 0, 112711862016, 0, 0, -53019841922, 0, 0, 214724100096, 0, 0, -75583788574, 0, 0, 27836766720, 0, 0, -32898707708, 0, 0, 123037523584, 0, 0, -52294958972, 0, 0, -159466993920, 0, 0, -46558374912, 0, 0, -48856629248, 0, 0, -23601604608, 0, 0, 105772566528, 0, 0, 49381035652, 0, 0, 131437264896, 0, 0, 140820409438, 0, 0, 293004739584, 0, 0, -2352661822, 0, 0, -104291573760, 0, 0, -87401131298, 0, 0, -346703404032, 0, 0, 60424906370, 0, 0, -68202892480, 0, 0, 3445412062, 0, 0, -91722129408, 0, 0, -70171785216, 0, 0, -48805376000, 0, 0, -26699338172, 0, 0, -195066330624, 0, 0, 66252791808, 0, 0, -523936385408, 0, 0, 50552588450, 0, 0, 179312970240, 0, 0, -232344751104, 0, 0, 775003299840, 0, 0, 255549655390, 0, 0, -116059751424, 0, 0, 122125865090, 0, 0, -364518900928, 0, 0, 321775856640, 0, 0, -205365590784, 0, 0, 12336693502, 0, 0, 204543885312, 0, 0, 204618623518, 0, 0, -212076451584, 0, 0, -92782040638, 0, 0, -209239648064, 0, 0, -52360783300, 0, 0, 252223013376, 0, 0, -517692349440, 0, 0, 605735387136, 0, 0, 156632160670, 0, 0, 108468122112, 0, 0, -128966763074, 0, 0, 589055459328, 0, 0, 261084985344, 0, 0, -53083696896, 0, 0, -50093551300, 0, 0, -197162731520, 0, 0, -193007453184, 0, 0, -351330635520, 0, 0, 361166372740, 0, 0, -226118039360, 0, 0, 231500816350, 0, 0, -929599905024, 0, 0, 140251343422, 0, 0, -512076128256, 0, 0, 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-398050672516, 0, 0, -852057888768, 0, 0, 432894097150, 0, 0, 863699080384, 0, 0, 94255053700, 0, 0, 1061161102080, 0, 0, 736519163904, 0, 0, -562950635520, 0, 0, 1256882969374, 0, 0, -1141120044288, 0, 0, 1748571580610, 0, 0, 2849379432640, 0, 0, -1100923259904, 0, 0, -2507895171072, 0, 0, -425225493504, 0, 0, 832892239872, 0, 0, 19808687812, 0, 0, -491037182208, 0, 0, 175359433340, 0, 0, 938770366464, 0, 0, 72997547038, 0, 0, 582788424960, 0, 0, -398565819842, 0, 0, 1130259742720, 0, 0, 188146990080, 0, 0, -857866146048, 0, 0, 307632950594, 0, 0, -1295246212928, 0, 0, 220649818270, 0, 0, -1004885616384, 0, 0, -761135869826, 0, 0, 4045182197760, 0, 0, 481763899870, 0, 0, -271408838400, 0, 0, 2721295374336, 0, 0, 393104163200, 0, 0, 54426983330, 0, 0, 1176627568896, 0, 0, -958318547330, 0, 0, -3074776104960, 0, 0, -2172374715362, 0, 0, 2536429856256, 0, 0, 1695037615292, 0, 0, -2426961987968, 0, 0, -686782623744, 0, 0, 1283259739392, 0, 0, 1237103622144, 0, 0, -6508132392960, 0, 0, -1339290544418, 0, 0, -4330771280640, 0, 0, 841664342016, 0, 0, -1943011537280, 0, 0, -1531634451836, 0, 0, 1538665065216, 0, 0, 380769197374, 0, 0, 2019618717696, 0, 0, -577809226176, 0, 0, -630320838912, 0, 0, 2708624617150, 0, 0, 9241675333632, 0, 0, -246383106048, 0, 0, 425504862720, 0, 0, -1169494426750, 0, 0, -2426379411456, 0, 0, -2651061740544, 0, 0, 823226181120, 0, 0, -1651760229882, 0, 0, -2750277745472, 0, 0, 1079869226974, 0, 0, 6603914306304, 0, 0, 676931558786, 0, 0, -5705480898560, 0, 0, -711678016512, 0, 0, 2177608008960, 0, 0, -2331190471680, 0, 0, 8432858457920, 0, 0, 1907319775774, 0, 0, -3384890643456, 0, 0, -3032631036476, 0, 0, -1769095544832], 'weight': 9, 'weight_parity': -1}
• mf_hecke_cc •

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

  
  {'an_normalized': [[1.0, 0.0], [0.0, -1.8371173070873836], [0.0, 0.0], [-2.375, 0.0], [0.0, 1.3168456857202366], [0.0, 0.0], [0.8192419825072886, 0.0], [0.0, 2.5260362972451524], [0.0, 0.0], [2.4192, 0.0], [0.0, 0.8592704951119734], [0.0, 0.0], [-1.5932565386366024, 0.0], [0.0, -1.5050436247567194], [0.0, 0.0], [2.265625, 0.0], [0.0, 0.7137220864258261], [0.0, 0.0], [1.1694124507945765, 0.0], [0.0, -3.127508503585562], [0.0, 0.0], [1.5785806980397514, 0.0], [0.0, 0.46930879338289555], [0.0, 0.0], [-0.73408256, 0.0], [0.0, 2.926999161759441], [0.0, 0.0], [-1.9456997084548104, 0.0], [0.0, 0.8321770149542888], [0.0, 0.0], [-0.1779602196376693, 0.0], [0.0, -1.636182601624701], [0.0, 0.0], [1.3111911974234025, 0.0], [0.0, 1.0788152702256166], [0.0, 0.0], [-0.35425825209253636, 0.0], [0.0, -2.1483478524781896], [0.0, 0.0], [-3.3264, 0.0], [0.0, 0.33195213610081015], [0.0, 0.0], [0.16828414406103193, 0.0], [0.0, -2.040767425890937], [0.0, 0.0], [0.8621753066920144, 0.0], [0.0, 1.8923906697190873], [0.0, 0.0], [-0.3288425740975274, 0.0], [0.0, 1.3485957758070126], [0.0, 0.0], [3.7839842792619307, 0.0], [0.0, -1.3150667053707064], [0.0, 0.0], [-1.1315266443548937, 0.0], [0.0, 2.0694349840404893], [0.0, 0.0], [1.5288067967328403, 0.0], [0.0, 0.4159217618069846], [0.0, 0.0], [-1.3876340917102832, 0.0], [0.0, 0.32693379946943435], [0.0, 0.0], [-0.740234375, 0.0], [0.0, -2.098072999149167], [0.0, 0.0], [-0.02967740603612077, 0.0], [0.0, -1.695089955261337], [0.0, 0.0], [1.9819102040816325, 0.0], [0.0, -1.1519139047695828], [0.0, 0.0], [0.4524989769612843, 0.0], [0.0, 0.6508139660977238], [0.0, 0.0], [-2.777354570637119, 0.0], [0.0, 0.7039504639255526], [0.0, 0.0], [-0.6055098319307731, 0.0], [0.0, 2.9834785067099108], [0.0, 0.0], [0.609835014355425, 0.0], [0.0, -0.7048487320167311], [0.0, 0.0], [-0.9398618503130949, 0.0], [0.0, -0.3091577135629083], [0.0, 0.0], [-2.170548459804658, 0.0], [0.0, 0.4508093223782332], [0.0, 0.0], [-1.3052626453553506, 0.0], [0.0, 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'conrey_index': 26, 'dual_conrey_index': 26, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': -2.449489742783178, 'embedding_root_real': 0.0, 'hecke_orbit': 2, 'hecke_orbit_code': 4503668497842203, 'label': '27.9.b.b.26.1', 'level': 27, 'weight': 9}
• mf_newspaces •

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

  
  {'Nk2': 2187, 'analytic_conductor': 10.999222471650434, 'char_conductor': 3, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [27, 2, [2], [1]], 'conrey_index': 26, 'cusp_dim': 21, 'dim': 11, 'eis_dim': 6, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 68870471707, 'hecke_orbit_dims': [1, 2, 2, 6], 'label': '27.9.b', 'level': 27, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'mf_dim': 27, 'mf_new_dim': 11, 'num_forms': 4, 'prim_orbit_index': 2, 'relative_dim': 11, 'sturm_bound': 27, 'trace_bound': 4, 'trace_display': [0, 0, 0, 1117], 'traces': [11, 0, 0, -1774, 0, 0, 1117, 0, 0, -11934, 0, 0, -54353, 0, 0, 395114, 0, 0, 92191, 0, 0, 947322, 0, 0, -1413355, 0, 0, -3150662, 0, 0, 624796, 0, 0, 6399324, 0, 0, -11812253, 0, 0, 9131238, 0, 0, 14397742, 0, 0, -33774192, 0, 0, 8794032, 0, 0, 36565696, 0, 0, -58811454, 0, 0, 66246444, 0, 0, -21311981, 0, 0, -88126594, 0, 0, 93618691, 0, 0, 122431770, 0, 0, 33184849, 0, 0, -194322908, 0, 0, 2014147, 0, 0, -47688696, 0, 0, -72370908, 0, 0, -309154914, 0, 0, 32956613, 0, 0, 40926492, 0, 0, 20086669, 0, 0, 1419817700, 0, 0, -327718757, 0, 0, -429826662, 0, 0, 200315506, 0, 0, -141164894, 0, 0, -1078817832, 0, 0, 439957548, 0, 0, 369791621, 0, 0, 1142742538, 0, 0, 531629284, 0, 0, -3496318236, 0, 0, 33083237, 0, 0, -633181860, 0, 0, 2472260119, 0, 0, -477532260, 0, 0, -1789067844, 0, 0, 2478145588, 0, 0, 318631069, 0, 0, -293018094, 0, 0, 2401897570, 0, 0, 1713381498, 0, 0, -3738577469, 0, 0, -2813580090, 0, 0, 2026785714, 0, 0, -6494311292, 0, 0, 4426553743, 0, 0, 4891195692, 0, 0, -3441594245, 0, 0, -1414581624, 0, 0, -3674943756, 0, 0, 6422138568, 0, 0, 7837730197, 0, 0, 11523679152, 0, 0, -3798783707, 0, 0, -11982236742, 0, 0, -12139060680, 0, 0, -1095132812, 0, 0, 581550199, 0, 0, -6575154750, 0, 0, 6989440472, 0, 0, -2218474278, 0, 0, -1194488090, 0, 0, 22200332472, 0, 0, 5055667054, 0, 0, -20479463388, 0, 0, -10573817868, 0, 0, -16644397428, 0, 0, -5150197889, 0, 0, 48905277844, 0, 0, 240433601, 0, 0, 38389259178, 0, 0, -8051980392, 0, 0, -24784953886, 0, 0, -11324328055, 0, 0, -576322722, 0, 0, 7927938666, 0, 0, -30759979256, 0, 0, 28369432273, 0, 0, 8187287004, 0, 0, 23904195778, 0, 0, -60673881330, 0, 0, 31602350338, 0, 0, -18386301564, 0, 0, -9058084477, 0, 0, -48283176998, 0, 0, -42426850572, 0, 0, 4324916970, 0, 0, 33262943954, 0, 0, 91577900008, 0, 0, -46108140242, 0, 0, 73064554038, 0, 0, 23673300913, 0, 0, -33285663896, 0, 0, -57924209268, 0, 0, -6655820112, 0, 0, 3942633739, 0, 0, 99946376712, 0, 0, 64514157787, 0, 0, -127801338732, 0, 0, 4830920431, 0, 0, 11786666724, 0, 0, -20435495725, 0, 0, -166969256418, 0, 0, -15938993429, 0, 0, 114047538786, 0, 0, 66037324572, 0, 0, 28431498798, 0, 0, -76870997670, 0, 0, 151022142032, 0, 0, -33815628935, 0, 0, 89577945792, 0, 0, -186311665289, 0, 0, -213199743060, 0, 0, 163688242927, 0, 0, 197891401428, 0, 0, 125508629034, 0, 0, -217519212938, 0, 0, -3339841248, 0, 0, -62585251830, 0, 0, 203390874598, 0, 0, -378569367640, 0, 0, -143696933062, 0, 0, 235347387516, 0, 0, -95935041047, 0, 0, 178705212400, 0, 0, -34266531546, 0, 0, 197756261784, 0, 0, 22674124387, 0, 0, 78282897606, 0, 0, -326491736647, 0, 0, -378855415404, 0, 0, 197384526076, 0, 0, 315068276032, 0, 0, 214450105024, 0, 0, -330486281712, 0, 0, 27064105236, 0, 0, -122380659386, 0, 0, 57132822744, 0, 0, -212877820980, 0, 0, 13568050936, 0, 0, 607369365576, 0, 0, 145217625865, 0, 0, 515765771460, 0, 0, -390005272999, 0, 0, 309906176364, 0, 0, -236613665681, 0, 0, -567936710352, 0, 0, -346531683451, 0, 0, -389569081324, 0, 0, 265430410051, 0, 0, 543076639632, 0, 0, 531390359448, 0, 0, -655819235474, 0, 0, 83879728414, 0, 0, -327238504092, 0, 0, -420854519718, 0, 0, -518289538430, 0, 0, -276278288209, 0, 0, 267438401676, 0, 0, 112066558020, 0, 0, 1361090193732, 0, 0, -48757239437, 0, 0, 84357327960, 0, 0, 161823076475, 0, 0, -362582052220, 0, 0, 142853851962, 0, 0, -191796778908, 0, 0, 257345781475, 0, 0, 420208476084, 0, 0, 220634458939, 0, 0, -709519934376, 0, 0, 52269649241, 0, 0, -694238083748, 0, 0, 91343216726, 0, 0, -309445043148, 0, 0, -516889909440, 0, 0, 1103954917860, 0, 0, 504962393155, 0, 0, 636836017320, 0, 0, -300706173329, 0, 0, -129720116628, 0, 0, -449348627358, 0, 0, 530651107980, 0, 0, -618159657658, 0, 0, -997122440384, 0, 0, 572990930100, 0, 0, -644933099160, 0, 0, 987272978824, 0, 0, -387249447830, 0, 0, 546423601291, 0, 0, -296952120576, 0, 0, -97427006537, 0, 0, -1161357671322, 0, 0, -355963183901, 0, 0, 1841643980856, 0, 0, 189316918799, 0, 0, 27889373584, 0, 0, -63433925843, 0, 0, -266054530770, 0, 0, -202289082720, 0, 0, 181770443766, 0, 0, -275804711390, 0, 0, 275818541256, 0, 0, -214303119228, 0, 0, 571341164344, 0, 0, -1338962782050, 0, 0, 920183752332, 0, 0, 328124022955, 0, 0, 1226176411482, 0, 0, 334075798224, 0, 0, -1802449769868, 0, 0, -71942151563, 0, 0, -919056569718, 0, 0, 925878419483, 0, 0, -480581598258, 0, 0, -1008534006828, 0, 0, 291307811236, 0, 0, -1496006939078, 0, 0, 875633824746, 0, 0, 421186045968, 0, 0, 444761224516, 0, 0, -818359308847, 0, 0, 1056116224656, 0, 0, 1349290461691, 0, 0, -973847558484, 0, 0, 2148906060396, 0, 0, 2864205215172, 0, 0, -807007692655, 0, 0, 57825468412, 0, 0, -996878289320, 0, 0, -991185544062, 0, 0, -1555924013462, 0, 0, -423091778328, 0, 0, -332137410386, 0, 0, -1035830204334, 0, 0, 2633920133418, 0, 0, -39587668812, 0, 0, 1287919408633, 0, 0, 897945831864, 0, 0, -2571208564361, 0, 0, -1310556457296, 0, 0, -1409459673274, 0, 0, -1524132538236, 0, 0, -311159807075, 0, 0, -1361455680482, 0, 0, 2161834451698, 0, 0, 1976745195378, 0, 0, 2609554468716, 0, 0, -2309914715376, 0, 0, 1307324288311, 0, 0, -4071520615788, 0, 0, 735075856853, 0, 0, 207939369346, 0, 0, -980813469384, 0, 0, -1224254710512, 0, 0, 727434471096, 0, 0, 4131569864214, 0, 0, 319329639922, 0, 0, -1866746161008, 0, 0, -1111117560730, 0, 0, 6598262774520, 0, 0, -1091050107779, 0, 0, 954918558108, 0, 0, -364171332281, 0, 0, 2585972073940, 0, 0, -2243240582148, 0, 0, -1667668332924, 0, 0, -2925387383725, 0, 0, -2164775453540, 0, 0, 4948858461055, 0, 0, -2332705116600, 0, 0, 831921078079, 0, 0, 1715272988454, 0, 0, 1730918587687, 0, 0, -367753211100, 0, 0, -1392603140754, 0, 0, -1288329914110, 0, 0, -1775994940375, 0, 0, 2600566645320, 0, 0, -2672392818521, 0, 0, -1600978483530, 0, 0, -683702468753, 0, 0, 5974828096500, 0, 0, 6045644190656, 0, 0, 1248701378044, 0, 0, -6660282078594, 0, 0, -5869616729832, 0, 0, 3966793654932, 0, 0, -7306833646368, 0, 0, -2456309812697, 0, 0, -2635929576396, 0, 0, 1305753732558, 0, 0, 1006942203388, 0, 0, -3290774638136, 0, 0, 1346590656918, 0, 0, 2950424975899, 0, 0, 3989324890332, 0, 0, -1060172888640, 0, 0, 788454854550, 0, 0, 4058646397609, 0, 0, 16241958598644, 0, 0, -236704051008, 0, 0, -3205223982396, 0, 0, -5642449777255, 0, 0, -9448658949204, 0, 0, 3534139235196, 0, 0, 299940647868, 0, 0, 1476592443663, 0, 0, -10154229886976, 0, 0, 7589962664701, 0, 0, 6682941097110, 0, 0, -7743937920643, 0, 0, -6666498467264, 0, 0, -545383981980, 0, 0, 6358882160322, 0, 0, -3470580552366, 0, 0, 8548258740860, 0, 0, 3483740919217, 0, 0, 2416857485292, 0, 0, 2191445549974, 0, 0, -13083524727786], 'weight': 9, '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: 34617130
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 26, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503668497842203, 'source_is_minimal': True, 'source_label': '27.9.b.b.26.1', 'source_level': 27, 'target_conrey_index': 26, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503668497842203, 'target_is_minimal': True, 'target_label': '27.9.b.b.26.1', 'target_level': 27, 'twist_class_label': '27.9.b.b.26.1', 'twist_class_level': 27, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 9}
  • id: 34617131
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 26, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503668497842203, 'source_is_minimal': True, 'source_label': '27.9.b.b.26.1', 'source_level': 27, 'target_conrey_index': 26, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4503668497842203, 'target_is_minimal': True, 'target_label': '27.9.b.b.26.2', 'target_level': 27, 'twist_class_label': '27.9.b.b.26.1', 'twist_class_level': 27, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 9}
  • id: 34617132
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 26, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503668497842203, 'source_is_minimal': True, 'source_label': '27.9.b.b.26.1', 'source_level': 27, 'target_conrey_index': 161, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13511073911013808, 'target_is_minimal': False, 'target_label': '432.9.e.d.161.2', 'target_level': 432, 'twist_class_label': '27.9.b.b.26.1', 'twist_class_level': 27, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 9}
  • id: 34617133
    {'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 26, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503668497842203, 'source_is_minimal': True, 'source_label': '27.9.b.b.26.1', 'source_level': 27, 'target_conrey_index': 53, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18014604818907217, 'target_is_minimal': False, 'target_label': '81.9.d.e.53.2', 'target_level': 81, 'twist_class_label': '27.9.b.b.26.1', 'twist_class_level': 27, 'twisting_char_label': '9.2', 'twisting_conrey_index': 2, 'weight': 9}
  • id: 34617134
    {'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 26, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503668497842203, 'source_is_minimal': True, 'source_label': '27.9.b.b.26.1', 'source_level': 27, 'target_conrey_index': 26, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18014604818907217, 'target_is_minimal': False, 'target_label': '81.9.d.e.26.2', 'target_level': 81, 'twist_class_label': '27.9.b.b.26.1', 'twist_class_level': 27, 'twisting_char_label': '9.4', 'twisting_conrey_index': 4, 'weight': 9}
  • id: 34617135
    {'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 26, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503668497842203, 'source_is_minimal': True, 'source_label': '27.9.b.b.26.1', 'source_level': 27, 'target_conrey_index': 26, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014604818907217, 'target_is_minimal': False, 'target_label': '81.9.d.e.26.1', 'target_level': 81, 'twist_class_label': '27.9.b.b.26.1', 'twist_class_level': 27, 'twisting_char_label': '9.5', 'twisting_conrey_index': 5, 'weight': 9}
  • id: 34617136
    {'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 26, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503668497842203, 'source_is_minimal': True, 'source_label': '27.9.b.b.26.1', 'source_level': 27, 'target_conrey_index': 53, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014604818907217, 'target_is_minimal': False, 'target_label': '81.9.d.e.53.1', 'target_level': 81, 'twist_class_label': '27.9.b.b.26.1', 'twist_class_level': 27, 'twisting_char_label': '9.7', 'twisting_conrey_index': 7, 'weight': 9}
  • id: 34617137
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 26, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503668497842203, 'source_is_minimal': True, 'source_label': '27.9.b.b.26.1', 'source_level': 27, 'target_conrey_index': 161, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13511073911013808, 'target_is_minimal': False, 'target_label': '432.9.e.d.161.1', 'target_level': 432, 'twist_class_label': '27.9.b.b.26.1', 'twist_class_level': 27, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 9}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 103550
    {'charpoly_factorization': [[[864, 0, 1], 1]], 'hecke_orbit_code': 4503668497842203, 'p': 2}
  • id: 103551
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 4503668497842203, 'p': 3}
  • id: 103552
    {'charpoly_factorization': [[[677376, 0, 1], 1]], 'hecke_orbit_code': 4503668497842203, 'p': 5}
  • id: 103553
    {'charpoly_factorization': [[[-1967, 1], 2]], 'hecke_orbit_code': 4503668497842203, 'p': 7}
  • id: 103554
    {'charpoly_factorization': [[[158270976, 0, 1], 1]], 'hecke_orbit_code': 4503668497842203, 'p': 11}
  • id: 103555
    {'charpoly_factorization': [[[45505, 1], 2]], 'hecke_orbit_code': 4503668497842203, 'p': 13}
  • id: 103556
    {'charpoly_factorization': [[[3553445376, 0, 1], 1]], 'hecke_orbit_code': 4503668497842203, 'p': 17}
  • id: 103557
    {'charpoly_factorization': [[[-152399, 1], 2]], 'hecke_orbit_code': 4503668497842203, 'p': 19}
  • id: 103558
    {'charpoly_factorization': [[[17248052736, 0, 1], 1]], 'hecke_orbit_code': 4503668497842203, 'p': 23}
  • id: 103559
    {'charpoly_factorization': [[[346429937664, 0, 1], 1]], 'hecke_orbit_code': 4503668497842203, 'p': 29}
  • id: 103560
    {'charpoly_factorization': [[[164350, 1], 2]], 'hecke_orbit_code': 4503668497842203, 'p': 31}
  • id: 103561
    {'charpoly_factorization': [[[663937, 1], 2]], 'hecke_orbit_code': 4503668497842203, 'p': 37}
  • id: 103562
    {'charpoly_factorization': [[[879876642816, 0, 1], 1]], 'hecke_orbit_code': 4503668497842203, 'p': 41}
  • id: 103563
    {'charpoly_factorization': [[[-575330, 1], 2]], 'hecke_orbit_code': 4503668497842203, 'p': 43}
  • id: 103564
    {'charpoly_factorization': [[[85271609378304, 0, 1], 1]], 'hecke_orbit_code': 4503668497842203, 'p': 47}
  • id: 103565
    {'charpoly_factorization': [[[107671935965184, 0, 1], 1]], 'hecke_orbit_code': 4503668497842203, 'p': 53}
  • id: 103566
    {'charpoly_factorization': [[[25400331302400, 0, 1], 1]], 'hecke_orbit_code': 4503668497842203, 'p': 59}
  • id: 103567
    {'charpoly_factorization': [[[19212961, 1], 2]], 'hecke_orbit_code': 4503668497842203, 'p': 61}
  • id: 103568
    {'charpoly_factorization': [[[598033, 1], 2]], 'hecke_orbit_code': 4503668497842203, 'p': 67}
  • id: 103569
    {'charpoly_factorization': [[[856854005243904, 0, 1], 1]], 'hecke_orbit_code': 4503668497842203, 'p': 71}
  • id: 103570
    {'charpoly_factorization': [[[-12850175, 1], 2]], 'hecke_orbit_code': 4503668497842203, 'p': 73}
  • id: 103571
    {'charpoly_factorization': [[[23584657, 1], 2]], 'hecke_orbit_code': 4503668497842203, 'p': 79}
  • id: 103572
    {'charpoly_factorization': [[[1118965211633664, 0, 1], 1]], 'hecke_orbit_code': 4503668497842203, 'p': 83}
  • id: 103573
    {'charpoly_factorization': [[[800029184103936, 0, 1], 1]], 'hecke_orbit_code': 4503668497842203, 'p': 89}
  • id: 103574
    {'charpoly_factorization': [[[-136489631, 1], 2]], 'hecke_orbit_code': 4503668497842203, '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': 2, 'hecke_orbit': 2, 'label': '27.9.b.b', 'level': 27, 'portrait': 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAAB3RJTUUH5AsHECwzMcFTVAAAABBjYU52AAAA1wAAANcAAAAQAAAADnCbpecAAIAASURBVHja7L13vCTXdd/5vaFCp5ff5IRJSIOcCRIkIAaQEM0cJIrKltay5PSxLTnIQWutZK2zV7IsUdEKpESKpCiCBImcgQEwAAYDTM7p5c7dle7dP6qqu/oBlL1a2hC12x8U6r03A7zuql+d+zu/8zvnCv7/17ft9fmvPIaUYu3+w6fHbWLthmkH15E8f6LNHVdPiVuvqC49+kLChunl6RsuP2dfOrwR35Wsne5SrSTCyF0NsHPTG94GsB6oAz0hxJv90b5jX/rNfgPfKa+jJy8CXGJMstYiTLcX8oU/+SK7Npxn2/plfOVy/OyfRCv2+n/R66x8txY2OnfRZe2UIOr2aTdi99y5xd84c04gkv6PnBnrhBfmFlk/Daf7IWPVxOnHJ//sP/3OwX/x6tkvif/wL3/0X8+dO/HHfvzS853GIWXxQAippDMHnChVN7zZl+Q74vX/h4Zv8Xr1yAJW+BOOOXFHt/4yWsro3Mr432335buksIRRzAsvvEi1VGfnhib1tuLMfAlMQBzFTNYsh864XHlJwoUFyeRYTK3iceyCJjERM1XB+aWIPdsNR85IpsYMruvi+5oTC5J6B3avidm1ZZJLL78ai4NW0A31Nw+e6P/7xBrnzrddyc6tGx+FoC7Emjf7kv2lfP3/AM9e1iwDvMfS33H0aMv87//pj8yn7h67pNlf8zPd9jEqvsvJMxdptZYII81KV5JYF9+x1DzLfCvmyIU+G6Z8xksKJSJmxlx2bVZ0+yBkwLkFTT+E80sChUsviNix2bJ2soNEUimHrJttc+jUFMv1EhU/wdMR3b6h2VGEcczE5AyV6gaUDtiz+xJePLj0i7funjuxafenZTuelNWScwy475LNE2/2Jf1L8fr/PMAPv/ogSnLHubnk3fVW66MbZhYura8ofuuLR7h1T4OFBc3pxS4bpxVlD2bGDedWPJS0SGFYP5Fwet6nUrY8fyygGwh8F5YacMmMplzyWDsTc8eeFq+eGOP5g4LXTsfcdmXChmlDpSLYvLbOYl3he9ALLPsOTVMtSY7Pu6yb7CMFuCrh4rJirBIjSdgwG7G4XKVnDXdeU+VU/XKshqu2TxxyvcnPN7ryG0Lw6D3vfvubfYnf1Nf/5wDeaa/g+97kxbnF/+OLf3a/u7xyKnnbNfL6pWX/hi8/vMT01Cnu2FPmwefG6SUN3nWD5vGXfLZv6tHpOVxYUQSRwNMxl29KWDMZsNyWvHR8jCgW7NrQZ76tuGp7jyMnHVp9TRjATZd3OHy2TK0UcvCc5pbdkjAKaPU1L52SXLs1odl22LExJIwk+08Ilto+6ybg0s1tXC0JI7i44tAOYnaud3jkRctdN3YIeuN87Zket1/X4Motm3nt7DpWOv3nr7qk9cKlO3apS696b1iuzvzjJA5WJifG3uxb8L/09Vce4EdOnMTRWnzzsUe5fIOnxmrVXzGmvvvg4fNvfW7/vHr1dIuPvL3ObLXC/c9WeOlUj5/86Aqt5lru22vYvLHL2mqJ+ZWY9bPw8jFFZEGg2DiZcP3uNittQafv89oJzZXbWziuS7srkUJw6SbDy0cNi60S3ajNNdtDOr0xVlqCl45Idm+JMULQ6BpKnuXqrZIDJzS9MKLeUly/y7J2KkKJmDhx2HfcZdOsZWFJMT3ZYuuaCt981qEZ1vnJD0r2vTbBV5/ps2Vzl++9U3FucT2dZH0yPrvl8elq6XAYtH5iw8xCctnVH8PKCQuG6TH1Zt+m/2mvv5IqirUHASl7nb7/G//5h4N3f/zX/r4xyaf3vfJytHvT/GVjPn57xSUJJcsrlheOGj79zg5X76oyV/e5/3mPD7+1wTXbp3jwRZcdm7qsHa9y6kLMTZeGHDrrMl6JAMmBU2XWTxqW65onX0148ihctcVy+SbJSlvw+GuSO6+MGK8o6u0qZy9qGi2LckK+/+46p+dqNNqC63b3uWrHIg4TzC3NcHYRLt9q6IWSk3MeE2XNwXOS3Zug3Zbs3rLEtvU+Dz7ncmq5x0fuMMwtTfDqCWgGCVdtDyg5Y8wv9Dlw/LA61zr19vXT5pZbr6zdtGZyrY2iyDUy+Hf/+j/+1u889fI5a0xibr92y5t9677tr79SETxODEoKubzSH+/3993qSPPrL750Ij545OjUxYuLtQuLMefaAX/vgx0Ea3npcJmXj0Qcmevx7tua3H5ZhZcPj/Po/pDxqQ4feovklUNVHj/Q47LtMRsnS2B7CC1wpObYRc1sLaEZWKp+wOmFhFfPJlTVBO+6sUO9UeXZ1yxXbhPs3JyQxIIziw5JYti5UXDFJRHPvipY6XR55w2SUuUCh09VOXVxgrInaHcdpsdijl90cXWAkgprNJvWrnDFFsVjL07w/ImID9zRZE1lnMf2+bx4ssst19R5340ux07P8NJhw8vHYwLd4W9/qMVKY5qFuqY2uZ7Nm3bVq+Nb254rf+z26y97WnuVBhgjxF+diP5XJoJbu4JJlre+sO/0xtjKz7+6//mxsxeOVcqqz/mFMmHocnZO8uoFydOHW3zw1gab1zq0OppWz+PzD1aYqra4apemH1Z44oDlS092+chbm/h+lX1HHdZPdZiquZyd17R6Cd1uj8oah8hoJiuK9ROSt13Z48WjMVoKPDfGK8c8f0JRqTpsnA4JYtgwBdfuXqTZ1QTxBJHRvHJK8vKRLXjKx3MT9HhAL4CxWo9tQKvjcnYhYWq8y8xYlW886/LKmZAPvr3DxvEaT77ss/9kn8u31/medyQcOTXB8XOCcwsxF5sJ97y9wQ27JIdPKdptl87SBb556MzE5g3exNrZ7X+8c6Nottrio30uOffSa81T11z+V4Orf8dHcGstwO6vfv3R9ZvWi/96+uSxnb/7pefUXdf3cKTL1nWGo2cmODNnOTsfcuRCwlyvz09/cplbd43z/MFpDp2CF49GTM/UuXZnyO4NExw+VWbvoYRSpcmVWw0Vt8LRsxrp9Cm5At81TJYFF5cdlpsKrROqpQjPVXhuyJkFhZYBl2/VvHC4xG17GoyPt/i1r5aZKXu85XLYd8Tl8kt6SOFwakHjKQffN0z4CY6GpabD+WXFWKVLyQXXVbhSc+y8pVxuc9lWqDpjPPeay6FzPXZfssK122GmNsO+Qx6HT0c8fzzh+j1L/MwnuqzU13H4dI3Tc4KzcxGH5xI2zwqU6vL+2wRdbk0uu2zH0ema+vGdl99+ATj8nV5F/Y6N4CvLK7iu3vnQ4/uv3jiz8rc7jWN3/OsvvMRb99SpeGM8czjhx++pU3IrNDsRvdAlCB16gaV7ocS9z1a47Yplrt2tgAmsdXjp2AS/fbjDR+5scetlEdPjFZ4/OME3n+2zbrrPpVsEs2Oa4xccuv2ITheaHYHWlg3TCSiJlCG9ruRi3QdTYnYsZMeGLk/u9wiI+dDtEUlY5tg5ycyEZsOUwJiYxbqm1Q/oRS7tjsum6YCpWh+lJFoLokhz/BzMTHS55aqY9ROaI6fHeOIQXFhpc8NVbT759oSzF9by4mGPw6djXjyREIk299zUp9+b5ux8mfkVyVI9YqkRsVKXtIKQv/7+DiuNCR7f/4iaLj136Ulz28OnFuWj1+7y/2Oj0XrZmujoxOTUm33L/0Kv70iy1Wudozrmbj136si/e/r5V//5A499fWuFkywsac4vJxw97/DicdiyfplbL4+IYpc40RirsFagMZyZczm1ZNi6rsXaCSh7Pr6jUWheOq6Ya/Sp1UKu2GbYvdGj3fE5tyhwdURkFRfqDhcWDa1QoLVmzXjMfN1w6qLLRFUi0MxORqy0LXu29pGyzMXlMrs2eBw57XF2yXL51oD5FUkUO/RCxe5NEUJY2l3JmvGYmcmA2ckQR0Kzq/A82LVRUK9XefCFEkcv9JmcbPKO63vcstvj+JlZXjrs8uqJmBOLIdXxJj/8ng5XbBnj9MVxzsw5XFhMmFuOOLskOLZkedet83z6rghHKSplyfKyx31PHKekXt0qjf7E2Tm2lCozT//4j/9k45f/r3/3Zt/6/8ev76gIfuz4KUolf+al1y787af33rtn7fjiB5fOneHA4YQda2Iu2aB57KUq/V6CxON37p9iw9QSN+9aIYoFxpQxVg142Qv7J3n5mMtH3trinpsCJsemmKh5zJxTHDzjcOJ8n02zAbft6fHOWyVn5iqcnS/Rahs8FVGagIlqwsxYwEJT0+05bJgOSRLNjvU9fC/i2YMeR86VmJnos31tiTMXJM1exM4NlqpvOHDSw3UVU1U4t6yYroAZizg6p2h0fSZrEVLCRCXCtjRPveJwZjFgy9o+77k+ZuOMhmSClw+VOX7O8trpiNPLAe95S50PvzWgpCY4dXGCUxc0FxZScJ9bhpN1y9uuW+T77+phkwnKvsPGqRKPvuhQq/XZMN7j8195ho1bzn0w6e1jx85bX1lanP+PUdRfXLf+O0dt+Y4hWL/2e18hQdc80f010z7z8fueOCsrlTnuua3Ma8eqJDbCGo+LSxHzKzEXV+DYkmDtbJ2f/dQKN+6scvriFGfnS1xY1FxYTDi/GHHonEH7Pd5za4t3Xmso6THOLVQ5dcHh+Dk4t5zg6B5j1YSFlqLbjUniGIHA80tsmnXYuS5kfCzi4rKg2dHsWB+BhdDA6Xmfds9SKwnKrkAS43kJtXJCq+tyegEC42Ks5dL1Ie1uwoUlzUTV4ZL1MZvXdKiUA4S0hKGg2S2x2HSZKAsc6XBhweXYecGpuZgzyzFeqctdN3R4303gyXEOn65xZl5xcTFhfjnizKLl2JLl+isW+dlP1Vk/Mc7pi5PMLZW4sORycdFiRAyJ4MDpHu+6pc6mmfWcW9lsbrx29o82rfN+rNNNWpde/Yk3GxL/Q6+/9AC/MF8H+D/qCyfe8vP/5asyTuZv+/63N/WDz01zYr7B3bf1mK7OcPxsiU4fGu2YlWbEciNhrgHHlwUz0w3+5aeXuXFXmbPzk1xYqHBhSTO/bJlbijm3mLDQjhmf7POWPR1uvhRcWcJTHvMrPheXNHMrgm4AcWzwXUPFT5gYizHA6bmYVge2rHGolAKsFSBcOj3D5rUByw0NNqUijQ4EMVgsK82QDbMO7Z5CKIswATXfYfO6Po2u4PQFTWI0UzVJ1Rd4DsSxoBtI5lYkF5ct8/UYz+uDE3PL5R1uu0IwUyuxXK9xdt7jwhLML8XMr8ScX4Hjy5brL1/i5z5dZ+14jTNzk8wtl1isuyzVBY2OodtPOHEhZmamzntuUhw7NcHXn+vxT380jEvuxqcmN3/EXHn51qekSv7RwpLHmpnamw2Tb/n6S8vB7//ml/iRH/4+94++/AWntXT671048/x3Lcw3tp5faMkbr2pz6UaHzWskl20LcZQDSCwSkAgEQli0sLgSLiyX2HtMsmf7Cpdu6lP2wdES11G4rqZSkpQdSbfjcPiUzwP7XE4vBLTiiMNnA9ZMrXDPW+rs2dHm+kubnFqKWeoKyl6fExcszVaFKy+RNPoJB08pqmXNq6dh53pLP0zoJy5aR0xU4dBZD6UTHBmjHegFkhsv7dLrSvbsSGj1Ek5fqLJtraJSDmkEltnxLvVOiz96GF46mbD/ZJ8t65e5aneLicmQu29p8+G3WbavrZJE45w8P8bxcw5n5wznFiLOLSQcXxCcaURcvWuRf/npNmvGxzk7N8n8cpnFhstyU1JvGRrtiKVGzGLTcGFZsrDksf+EwC21uG57Ig8ed7Y+9syxbXEU3FQb21Zat2biwS99+ct89rOffbMh84avv5QR/Bv3fYnJ6Y1q8eKxf/b8gWM/sWnqcG39pO+9eqzGoy9HtE2Ln/xggz1bXfqBQ6vrsdQosdJ0WGlp6m2oNxPqrZiVdsxSE87WBbrU59YrVvj420K2zVZodGosrJRYXHFZagpWmoblpqHeNrR6hlZg6fZjpmoRm9cYQOA5lnMLDkJ6bJlVbFtvWT/bZb4e8PLRKtfttJRLdQ4cm6RaCQlDh6kJQ68Pl23u8wcPj7N7U0wQWKbHJFHSo+p7vHqqT8mpcM2umP0nQuaXXTZMeWxbB5vXhigVcW4JXMcihGXLmpiJqqTd8+h0HVpdh5WWYqUBy03DSjNhqZkw14TlfsLmDR0+fscSt16q8Z0aF5dqLNV9lhqa5Zag0UzBXW8n1DuW5RbUe5JOZLlye4O/+YGQfnctj+5T7D/RY/MmyQfesT2xYtPPX7Zj7c+dvbCcfPf7P/xmQ+d1r79UAN+//zXGq37pwefObZbhax9Luhf/1cPPnGeum/BD9zSZKY/x0N4KX3o6pjy+ws//4ALXbPdYboyx3CxTb/mstBzqLU29Bc22odGOqbdjVlqW+abgQseC6PDB25vcfaPhknU+YVim3vRpdFyabUW9I2h3Bf3AEsaWJAElLZ4DJc8yXrPMTkZop8/xiyGvHPMwcYV33xSinQYvHBxj6zr4+t6Y26/0WGj28LUiTiImJyCOHLQTs7xc5i3Xtvj601W2rYPnjwY4lHnXjYZY9HjleMLJcz5auqyZ0ExUBCVP4LoCJSA2EEaWfgjtrqXRMbS7hkbXsNyx9JKELRu73H1zkw/eFoKpstwYY2GlxHIeDJrQaCc0OzGNdkKjY1npwnxbsdg2XLtriZ/7gQbj/lq+/OgkD+3rMz7Z4QfeY5ibH2Olv4Gdl0z+0+++67I/7iQ7z1jT7a3fdOmbDaXB6y8NwO995CCV2lp3ef7VHzx56tCvyP5eccmslU/vr/LC4QjrdXjfrW2Onp3ikec0R5YMV14yzy/98DLX7vRYaoyz3KhQb3k02i71tqbRFjTblmYnodGOaXYM9Y5loS242DRMjHf5ruvb3HJpzJY1ilrJodX28RwJKMJYYozAWOj2AWGYqPY5et5ibMj9z1cIuiV2bHC5dU+XyDR4bN841+x0ODrXoVmvcfOeLg++4LFm0nLwtOVvfqDFwVMeayYlD+xT3HqZYqXb4sTZSa7ZFfLYKz3ioMwtl7ts39SnF3f45gsKEsHxc5paWaMFdHsSYwWJsUQxIA3aNTQ7lko1YtO6gNsu6/Jd18VMVXzmV8ZYbpSot9JrU28Jmh1otmOanZhmJ6HZtax0JXNtwVI74abdC/yrH1ni0k01zsxN8cDzkiMX+9xzM2imeP41l8dfDbj6Umu+55499pIdl/3E9NorfpvkYij01W82pIC/JAC3ti+t6dyz//nP7/jKk+4vvXzgm877b2tzyboKZy6s57nXBK+djDi+YAgTQVlDPRScrxtuvmyeX/jRRa7b7tJojbFYr9Ls+DTaLo2OptlWNLvQ7lha3ZhWJ6HTMzS7lsWOYLEDURJw1c4eaycTOl3Le24O2LrWECcSLS1hBI++7HNmwWfdRMyB4z6YMpduVFy72+D5XV442mVxqcIVWyvUxus8vd/hhp0+y90G9XqNtWstew8qvvcdHZ47qNk467DUaVJfmeTay7o8fSBhsjTOFTs6LDSb7H1tnJKucP1uy67NfZAdXj4pmJ2MmF+MeOxlh36kkBISY9m6LuS7bg5pdxTrJwzX7oQwLLPSLLPS9Gh0HFpdRbMjaXWg1U1odRLa3YRW19DoWlZ6kvMtQbMXcOuuRX7uR+pcv9NnbnmcTt/D1TFRrDh1fpwDx12ePxRzcqXNprVt7rkp4Jbr3xPd/6L3Dz/xoQ8dG69Vvlora/NmY+tNB/jx8ysYk/zA8rkX//254/dPPv9KyIvHA5a6Pa7b3eOem8qcOj/JgWOGi0sRzY6lG1o6gWCpr7jQSrhx9zIfuHWFT7wjZrxcYW65Rr1VotVxaXYcWl1Nuytp9aDTtXT7CZ1eQi8w9AJLuw8rHUGnbwljw/REjOdZQOAqi5aCbk8hcJge02xdK9i+3rJ5Q5cgaXPfc4pDx6q88zqPm6+u87v3GVwxwQfu6PJnT8dsGK+xcX2Xh18o8d23hjzwEmyb8Vm3ZoV7nyjzgdsdHG+J37m3xm2Xl7nrphYvn+7z0F5NGFTYusblkvWCLesSZiZCpIzo9BOUMmhlAUvZs8yMQxg5tLsu9bZDp6/p9hSdvqTTg07f0ukaOr2Edi+h07O0epZGDxa7kvm6pTzW4vvuXOSv3Rpw1SUllho1Wh2fbt+lG2gaLYdzi5oDxxJOLna4+/YlbtgpWVqZZv9Rj3pY40Pve9vKW9+y5+9qrX7nzW6le1MLPUncRwjxI3/0lYd+oX7hK5OTXsy29VVa3RLBSc1jL2jiOGHPZsNYRdEPDUomuH2LoyxaJThS8srRGV48UuHohQU+cFuH2y7vM16tsdIsU2n51Houna6mnd3sXl/TDTT9wNIPDWFkiSJLnKRHGLtYA1IJHC3wXcF4VTBRhbXTho1rukxPNPnGC/D4iw7SjPHO6xyuvrTNk69FhP0at14taPZ6LCxXuGWXYXq8S0l79GPFYitCGcHVuzTlasC+wz5vvXaMm69qs++wAjvGdZe7/PD7VnjwpZAHnqtw8IzP5hnF2skSE9UyY1UoeeBoi5JgLBw8KUgSQRQLwhiCiPQzBunD3A8M3b6hGxg6PWgFsNiRLLQhMH3uvGaFe25r8j13GeK4xtxyhXbXpz24fpp6W9FoC5SKeP9bO9x+lcf84hQnzvmcOBey3Frgq9/48uSGme7/uW7z3brR6P/G+Lj//z2Anz5f5/xi/MNL5578hX3PPjp7crHNj94TsmZKEsZVSp7D6YuCpUXLOV+jpaDiS7DpDdUqBbmjDCVHsNQt8bmHN/LQiy1uv7LBp+5scOW2DlPjZZYbZdo9j27PyYCt0iMUBJEkigVxnC71qXcrTSq1Bt+FcskwWY3YMNslpsPR8xF/9JjPibMVxr0SN1yuuWVPi71Hmtz/TI2bdvpsXtflDx4WKOFRq0Y0OgHGghIwU+vSaruYuMQ9ty/wua+X2T7vc/dNXcJomcdemSJKfG68fJa7b2ixc1OTh/Z12X+2zMsnXTZOSiZrgrIncJ30IZQChLAYC8ZYojh7WCNLEKUPcj+EXgjtvqAeCFbaIHSfa3Y3+NR3Nbj98oSpWol6q0yzXaLd9ej0Hbo9TaenaPclnZ7EGNgw4zJbm+DVow4nL2jOXIw4MZeAE7J7Y4+HH3p6dv328i+8/703WZss/qZQM28Kzv6XU5TPfeEzlPVmhOx//9Ez7X936tT+6fpyk1fPStaurfNTH4yQZobj58rMrwi6fYGSAguEYUIvyKmFGVCMbgDtQFDvS5Z70Isitkx3uPWqBp+6q8s12wVJUiKOPbp9n07PoRdowkgRxZI4kSRGYKxAYJHC4rmGsh/juSGuE3B+OWDvYcmxcy4nz5VQxmP7OpfLtimuu7SF8hb5tS9X6bcnedfNkqt2n+ef/VaNKzdUufHKPl99pknQnebTd8f0k3m++tg0N11aZfeOOf75b/pcu6XGu28xdKNF/utXNC41rtvpcuk2wY5NXZBtjl/sc+w8PHeozLn5CmUt8LSk4ll8B6RMb6i16cMaJxDGECaCTgCtvqAVQWhijO1z/c4Wn/quFrdfmbBu0qPfL9Po+rQ7Hp2+mwK7r+j1Fd1A0O1Luv1UubE2DQK9wLBYjzh+0ZA4XX7qwytsnJzm5SM+1bEyV152zdJKZ+zvlbzy7y4sH+VDH/qx/6V4+19a6Nm/9w/56D9/gXfeWP6eXvvYLzcXj04uLCVEsUQJOHTG5cxKwAff2kIKDykVrpO66ZQCKSVSCqQUKAlKCbQErcBRlpK2VFwoaU294/PyqRr376vw5accEtsjMj3OLQSsm2mxZW2H8VqPqbFu6rGe6LB2ssW66SYb1zToRU1OLXQ5Pt/lV/7U4YtP1Hj1aJV+u8z6CZ/Lt7pccYngmt1t0Et85t4KK0vjXLfL5ZY9LR55JeTUmQpXbHXZuK7H3iMCkZS4ZqfFqpC9B32qnscl6w2x6PDCIZ+q57Bzo8OuLW1eOGa4sCCJI0G3V8JVJbatcbhht+Ed13a5ZU+dZj9AlSIuthIOnRPMtyxzLZhvwVz29cW2ZaGZIMsBe3Y1WDPR4LuuW+Zf/dAKH78j5prtHlrUUqm1UaHRLtHserTy3KWnaPfSyN3tk1GdhF4/odmOWWzEnF20nFiJ+Pvfs8DVW6qcnZsgjFzqjZiHnz5bbrQbd42Pxaf+2l2PvDKx+We576t//L8Mc//LKMq/++XPctVNt4unHul99OWDFz9z/uLB8tuvkcxOznLqvEN1JcZYwYX5GvuOL3LtliZhJNHKoRtI+oHEUQKtJFoJtBY4OsHVAtcx+I6lFFnKoWXMT5goCbqhpB1WOHmuwr/+w0kwMSKOuW5Pl21rQ+IYjDVYmxZxpBBIJdCOy+EzLgeP+VR8TdWVTJcFM1OS2UnN+hnFlnUJu7c0SMQy//lLNU6fGeemXQ6Xbk3oxW2eecVjvOQwNWYZr4aUSzIzfEmafcVKx7LcTGh2SrzligbPH+xy6IxivOZz4+Xj/Og9y/zyl2HfsQqdnqXR1syv1Fg7XWZ2os+WqT5//6NdauUm+0/C4bMSx7EoZRHCADb9x0Icw9a1CbdeGZNEDlHsYW2Zfugwt+TSC9IVrR+qAX3rhYJ+IOiHkl4AQZhWZYPQEIaGIDJ0A0urYzmzLLh6V5tNkzWOnZ3mxHmX+eWE03OWM0sdbq8sj584qT7zy3/47vjv/I09n7/7ts/ay6/75F8dgH/2s3/M+jWT6r/82iMffPKFc7/b6Rz0Xzwm2bKuxY27FBV/gokFh0pJsdQUxGEJ142oliOsBa01rrb0tcTJOKfrKAJHEoQGL0wIIkspSi98GFpqMQSRIYghjAX9SBIkHlHic+hYhZcPQWItKbRTbuxIcFXq+ah6cMU6qJVgrCKZqCqmxjWzk7B5bcC6mQaRXeE/f2mM4yfGuPYSxSUbJds31nnk1Zj55TGu2yaZqBl8t4cnPawSxIlEWEuchNQ7PvPLDtdeWuLqXW2e3OezZkJQ9qtcu8vwkx9c5j992fDq+SqNjqHRVizWNdPjFSZqJSZqY9TKETOViC3XhnhOjKNjlEqQIk0mLOlDFUWKhUVNFCuiWBFGiiDKzqEkiCRBKOmHkiAUaYIaCoLQEoT5dU3PKdgt3cDQ7qfeGk/5HD5ZZnHF4fxixIXFmEMXLNfvaXPj5V2eeeVAec9l4ncffUAZnHVfevCbn0/uetdHv/MBfuTlX2GstqTOnp//yKTf/p2TRxf8h16e4Mh8iNURuzYvcdm2mInqODMTHkoKdm726PQSfDfGGoFSFq00WlucUOI6Ir0JjiBwFWGUAj2KLGGcpKpIXDgSiBNLkhgSQ8q3DQNwC0GauEpwHPC0wPcEZU9SKSvGypKJMcHsZMyWtV2qlQZfeirksVcmaSzV2LNZsWWdw85NfRLR4BvPlak4mpkJRbXc55XjpB33myzdQHHVzog92y1zFxMW6y69fpl339Dmif09jp5XVEoSz61x5SWGn/v+ZR59tcdXH51muWXZMptQb2rGa4qxikO17FApWXzP4LkGTydoZZHSIGV6D6wlLVgZQWwkcSKIY0EUS8JYEEWSIEqVlzAShJElDCGIEsLIEBYCR5AnrRH0AuhFgponOHK8BD2BkgFzDcu5umVsos37b2tz+1WS9VNl7nvyon9uXv+eMxb9QKjKX/iFX/395B/9b5/6zgY41pHn5+JP7D8496vj7nH/0m2ztLqaiZLi5YMev/jZFb7ruhbvvbHL+tkq/UCjlUEpg++lDQBKabSyeFrRd7Jo40hCVxBGIr05kSKKIYxkqiDEQ9kvTgxJkqoLic2UkkwtEUIgJSiZ0h5XCzxX4nuSSklQK1vGq4Y1kwEzE21i2+DzT0h+++tTzPo+ezYLNq9z2LresGVdnS89Y1lZ8bl0rWKiBtVyxPwpyULdw90GQSSYGZOMj8PRk5Z6yzC35LNzq887rmtz7+M+U1XwXBclx7lyu+Cv372AIxf4sycneO28z5pWxOx4zFhFUS0pyiVJydN4LngOaG1TkAuQogBy0gc7MZAkgjghAzpEiSWMIYqSNChEhjA/R4YwgiDOVRnoR9CPBf1IEFsB1nL4oqETQiIj7r5thXdeE3DV1nH2HZzi8GmfExci5g8d8t/51vAzytmiY+N8ljTOfGcC/OSBL2NM8v1nz+7/t68crNc2r/PZOJOwfqZEnKQ34eDRKZ49VGKlu8CPvfci66bdtMMlUMSJxlEJjk6P0NG4kSKIJKGTltLTiCPSSJRFpTiGKIEkSZUEYyyJSc821wFJI7cQIk1WlcDRKUB8D8q+oVqKGa/GzIz3mJ5o8NShkN+7v8Thk+NsHXPYvhY2rnXZuAZ2b27RjVvsPVijpBxmJhTjVRivBkyMxbiuRoj04eoFLiutiEbX0uzELNRdNq+tcvOlC9z/XJfD52uUvQhHuQgxxvYNiu+7a4nrdy/we/dX2XtgnOWOZrYWM16OKfuSkq/wHIHnpDROK5km5tlnJHumrbXp6pUBPU5Mtrpl0mJsiJMU3HEEYWyHR5SqMv04DSrdGLqxJDAQhoIoiSn7XX7snhX+xvsjet0ZDp+a4NScx4UFQ6ObsH2TR3/lQq1p9H/euu0K95d/86u//Td/+J7vPICfOtdESvkjr+z73C944vjUXTdWOb84RpzA7JQlMU5GDWKOXCzz619dz9FTC7zv1gZvu7rN2hmHTsejF7q4oYPnOgShxotSeS90U4BHkSSM02U3ijNNOyGT/sgit8RYhuBOi5RZ5M5UGG1xHYvvGkp+TNWPmagFrJtuMd/s8itfcfjG85Os1CvsmBFsnhVsmHXZOCvYtr6Pdht87jHNibMVdq2RTFQlY5UEKQPOL1o8LZECrBWEkWbLbIvnSGh1FfWWZX6lxK6NPh+6o8kXHnI5Ne/h6AghHIytEMWS67bV2fLJFt/Y1+UPvjHJC6cqbJgQTFcSKn6C7wo8R+A6EkcLtCJNnKUY6MGW9CEzFoxNgW0MA5DHSUrpUrBDmKRelzAvHsWCXgydWNKOoR9Zom7EhpkOb72mwftv7XHbZT6NxizHz01wZt7l/IJloR7hKUuvrXnkhCXk5NTVe2Z/6dMf/5j6iR9q/IYQ4985ALd2BRA/9NDDz/zCH3/16GylFHPndQu8/TqHhZUqZd/D0R5aOVgLQRgRLLj8yRPreXy/zzU763zyri533xQwPe7S63v0AhfPcQhjhzDSg0QpjhVRIoljSZQI4liSJILEiCHXNqmObjNwi2zpVipVHRxlcB2D5yaUvJhqKWB6vEMv6vHQK5Y/emSMvQfGmXAdrtxgWTcpWTPlsn5GsnFNyCUb6uw/1eMrT8wwpjQzY4JaRVArRzS7CV9/xqfqWoRIgdULNPfcGvC1Z1NPTLNjWKhrNs5W+cBtHfYeanPwqEvFi1FSpCA3ZfphyvW/7x1Ndq1b4HOPtnj6tXHO1EusrQnGfEvZNfja4DqgVSqnSplHcshLHyajasYMV7g4A3oaICBKBFGSATsR9GNBNxZ0EtKcJwyplLp87LvqfPyuFtduh4lKhQuL45xfrHFuweXMxdRisdRIWGgJLjYTrtnd5O6rQsZ4bfaxx5/9hW27bzcnz7d+a9uGb3/jxLcV4NbWeXF/n7kF59Mnjj38b/rLX5/aNmm5f98kLx7r8sPfvcQtu5qsma5ycXGMiWoZKRVzyzFjnqFbVVxsT3F+r8+zB9p8YU+Lj7yjy7tu7TM57hIGHkHsEEYOUayJMqDHiSJOsoJNMgS4sVnkNsN6lhA2WzlSH4fWBtdJ8NyIkhdSLfVI6PHgPskfPjzOgZNjiMhj64Rl3bhlelwxM+mydlqyfiZi89oWZxfb/NevVoiDEhs3CsarmloFauUI4YS0ehXGqxYhBNZCFEsmPUVsYtqRS7ubUG8pzi+WuPySKj/23Q1+6bMepxcraBVlD4Ymjn36oWTtlMd1O1rsuaTDq6fP80ePlLj/hXEuNEtUPEXVhYpjcbXFUaBlWv0VYrSyZwBr0ocuMYLEQpwIEpOCO0zSIlEvEfQS6MWWOI4xUcCU3+Pddzb42J1t3nJlTM1z6QdllpuVrPopOXHecORMyMW65Wwd/HKX269t8qPvNSg7zdefCjh5/9dmf/T7kn/zzre8JbbJ3H87N++zaf23L5p/WwEe9ntce5X//kMH9v7yn937RG1huYO1ZaYrgrPLZX7+dz12b23wkbc2uWl3m1lR4dFXPE4vVYmNpKItSUnS1FUWAo8/e7bMYwe63PhAh5/6cJvLNreYHVfUypowcgljhzgegjzJAW4kxkqsTSmBHSSUIIXJVBmD1jGeG+OokFYvYrEV8R+/5HNyYYJ9B8exxmWqJJidtkyPCaZqiqlxhzVTkrVTMRtmukyN1/nGi4YXXhtnz0bBRFVSLUtqZUOlFCKcAM/TaJX+fmshSSS9QNPrR8RG0O4Z2h3LSsthbrnGLbs73Hx5g8894FNaUWgZpYC0mjhxCSNJL3CYHve5fnuH63d0eO5tFzi9KPm9+8dZaJQ5t+zhKknFEbg5DZNp4jkI5DlVIY3ksRXEBiIjCBLoxxAaC0kMcYRUAesneuzZkt6PGy5LqJU0UVSl2fHoBx5B5OAoy5b1dQ7PxTxwsEonjrjrpgYfuj3k0g0+nd4UZ+crbF0fsW62zsF9j0z1u+4vX3fttfV+v/eVbycmv20Ab60cwvXXqQe/+d929JqHajvWNel1p2m0EyZrBiUN5abmxIlp/vfj4yD6RHFCEHuMOZKqA56yjAlwpaCjXXqxZjksc/8LYzz1Wo+KF/AD72mycSpm6/oet1zRRou0RUyIlK4kRmJt6pW2thC5sQhpUSLVzC0xyJhXT0qeP6S5d2+VV89UCeMyVa2YKVkmK5aJsk118JpmckwzNS5YOxmzfqbHupk6jx0I+PV7Z1k3rpmpQa2iqFUE1XJMyQt46oiiH2qcSgoqawVhLPG14ppdPZ59ZTw1PvUSGi2HpYbH/NIEP3b3POeWlnn2pRkcCYgIA8SxJowcglDS6Wkmqj7jtQo37+rytj1dPvn2RQ6dNXxtr8/eQyWOnKgQC00QKLqRQgmJEGJV4pnVBKwhNhZrDI5IGHNDfCJuvrbDtnV9Nk5HfOpdASVXUfE1YVSm2XYHK2oYaeJEAZaxSsSn3tngY3cuEEUabIk4mmKxXmZhpUS9rRBogp7P44cazJx+sNaon9nxqU9+n9q771By03XfnqaJbwvAX3r5II32Onf/ob0/uNgI/+2kOsRNV7q4js+5BYeVlqVciil5CWMlQ6OraPSr9BGMOWmJXaU+Khxj8aSgZAR9Df1E00s03cSn3U74N5+bwMYRa2b6XL65z9RYzEfe0WPzbEgUiYxvSyhEbjL+KaVBSMGfPFpi//EKQmtOXyhzfr6MX1KMeYLxiqXmG2o+VEuCsbKiVlVMVDVT4zA9HrNmqs+G2RaJbfAnT9TodSrs3GiplRXVsqRaMlT9GMcJ+cazPkFX4syCzMAUxZJKSfHuG3s8/qKhE0g6vYRWV9Noa+aWy1y2rcpHbm+x79Uyp1eqKGmAKOPLDlGSqkn9UNLpa5odl2qpTKUUcNnGPjft7nN2ocmpiw20k/DyCc0XHikjlErBLeToTbQGMGAtUZiwZU3Mx97RY7qWsHuLZc0UJLFDEFaJY4d6WxNHmigp0MRBgEmT/CByEFiiWNPuuTRaXtZJlCbW9VbChaWEl05FbOie5V1v2fxvD7/2bPeKnVf/9umTh8Mt23b/5QB4r3Wahl3YdeLE2V/54tefkddfYXnLVV12b63juWPMrbhUSi5lL6Hsx1Q7CRN9SxCZVMbLgGiMyJIdS2wspUQQGUuYCAIjCRJJaBwiA4udGo/sN1gS/nRvhBBJepNsepMgE0tSLRAhFEJIpFLEkUYajaMlVQ+2zVgqjqHsGcoelD1BpSSpllI6NFaVTNRgaixmZiJg/UybhDr/8Ys+T74yy/YpmChn0bssqZZiyqWQSrlHqVTGUxIlMw5OSgeiyKHfE/SChHag6PQN7Z5JW+YqLufmx3jL5QE/+dF5/v0XNGcaHkIYrI0wiSWKHcJI0g8cOj1Ftaep+C7lkk/ZK+N7EdVSyHU7Q1wn4oadMZ+6s4tWcVYEMghhR0l5RumMkQgh8RwFuPQDzXJdkySKJMlznowWxjJN8nOKmJnWMGCsIE4E/VDR7mkabUW9Jai3DPVmxEI94cSiZWIi5LrdfZoLT8mjxyq/cuJc/IRNege+Hdj8fw3wP/zcl5hb9kovvnrwg62VA+Itl5f5xgsVhDrLJ96+DFbi6Aq+6+A5Cs+VeG5MqRvTC9LCQWxSzTqxaf9jCvK0HWuQ2ZuUH8bZn4VGEltJYjSR8Ugy2av4GlQpBWiRGrMcBX7J4muLrxI8BzwNvmspeYKSKymXJGVfpwCvCMarhslazNR4wOxkh/Wzy/z6vYY/uH8Nm8YV01VDraKolhWVMpRL6ZzCi8uG4xc9fDd13kHu9BP0Q822tYa1031afZde32ZRXNJoa6oln2p5nE/ducCJi3N85isb0FJjMSQmITZpZAxCRS9U9AJJ15eU+5qS51DyUjOU58a4TlZLcBK0TBslpEzL+SI7UuuKAEQGckHTZIA1aV6TJBJjJLEZ5jtxItKzyZL7DOSJyXzpkaTblzQ7kkbbpo3gzYiVluHssuB8O+bjN/S5c8849z1dYvrCU+LW65sf3HHJFcefevSLvdvu+NCbC/B2pNzOyvmfWVw58zOHT1yUP/VhyxU7JScXOxj6bN8IrpPgexV8x8N1FEo5WWElM+/ENq2smVSLTcvp+ZlV34tUvzW5lisGiVKRcwNZJS9NrLQ0mfMwVRYcJXC0TXVjLfA9ie9KSp6i5CuqJUm1bBmrJIxXYyZrAdMTXTavWWbvkYDPPbqeCd9jTdVQK4sU3CVJxTdU/JhqOWDvYXj5UJkdMzbjvcOyeS9Q3LDbsnNzj+cOjNMNLL1+QqenM5A7lP0SJX+cj791hZePLPDswbVgFcYk6cMfW+LIDvwkvUBT7ltKvsJ3DZ7r4LkJnjZoneBoM6gSK2mRMrUGIyyCIZ8bJudpNDa5ImVy+bUgxeaAzr6Pk6EVIIwF/UDS7kGjbVlpxiw3Y5YahrN1yakVy3StSbfb4T99scpys8lPfHhZnp+v/bOxsZo7O1X9eSB80wAe9Huy1+v9i9/7w9/9uy+9ds49tVDml78aMF4z7H11im88H/DROzrcsGOey7bWOOlOIGSZOEkH2kBWaMnK6kmSylRmFcCNZfAzk1Xi8mKFtZZC5X1kxc1L1XlBR8msYqnA0blpK63+ea7C9xQlT1AuCaolS62cMFaJGa8GTI31WD9T59nDPf7F76zhzLlxLpk2jJehVlJUSoqKDxU/oeRHuE6fZt+ipMJRFimH7ywHQhS71EoR3djQDdL9ebr9hHZX0iwpym0P36uydW3Ez/1gk3/+u5JnDq7BojDWkCSGOIkJY0MYKfqhoudJSoHCdyWea9Npt9rgOKner5VNAa5SgKuMpghhR5sDstK+zYKIzbwsSQb4JPs+LRLJQc1h4HNJ0gpzLxBpx387ZrEec37ZcmRB4Phd3nVTnY+9rcX6KXjqwDKTNcFlWxWHTp53T55e8w/3XHu30+l2/2mlXP4Ll/P/wgA3cQNr+z9/+thjf7uzcsH3ZZUJ1/DKa2U6AXT6koMnLfuO9rhmZ4sP3NbmrZf3Eayl2R6j3ZNErsxAbga+kcTYQRnZGFLqYcAam3aRZxbQ4sEqgGe0O0ssU4qiZOop14ps9RA4WuK56QAg30tHMpQ8S8U3VMsJtXLEWDVkstZj/UyDZw91+ee/Pc3hM5NsmUwVlmpJUinLNHqXLGU/oexHREnI7z9QRSqFIy1KDGXClJtK4sTh+95Z55svhLRDj26Q94sq2h1F09P4rofn1Ni9KeZf/fAyP/vbgqcPrMFYSWLSsnoUp0azIDQEfmp39TyB7wg8N61sutoOKrZaGaRKE3spbNookQN8WPJM77PNlBYjMrUlS+QHprX0niRJbuaCZABw6Iepq7PXN5xZtpypB9xxfYO/dluHa7cLJio1+qHH1C0Ovb7LStNDGM2rh8778Vcf+zvve8+dYn6x9Y/+otOz/sIAf+jpI1hrbt779EOlKy/pUCmNcfK8YH4lotnJ+v4CaHRLvPiqz2vHQy7fFjDmRly+Ia2VaymxOuPJiUWbIcCNGbZfmSxhsdZmUZvc7oxd9b5ygOcejLySl0dvrXPficRxZOrfcAW+l848KXsJlVIK7lolZLzWY2a8yd5DXf7Fb03y6ulpNk4IpioFauJrKn7qXyn5MSUvxHECzi9P4CiBkiaT5YZJZpJI4lixbsISxxGtyKcXWPqBoddPaPclpa7Cdx1cx8fRY1y6MeZf/dAi//g34dnXZkmMTAGeWKI4ySK5IfAMfijpu2pAwRwHHJ1StNSnYtGSjKaAyM5vgPGUrpAVhRCD4lAO7rxanOZPmVCQpD70OEn/jxNjgh/67mVKpYg9Ww0lZ4xuWOL4WZdOX9PpZwrSkuDkhZjjcy3WrH2gpJO1N0sr+Yu+/kIAf2HvN7hkqyz//L+/z33+UEzpbW2u35lg7CyeK2m0Y7q9hG5gmA0svRB6kcfSnIsaFyxVwPfSyOHotEvHKJtJYEUaYgdAtzkdyb/+Fu9NiqGJSkqy7h+Rla1l1iiR0xPwHfBcQ8m3lLyUP5dLEbVyyHilx/REkxeO9vnZ35jgldMzrB9XzFQMYyVB1ZeUfUW5JCj56cORlvpDnj0o6PRdfEX2kKUcPG9CSJMwTcVX3HJFm72v1uhGKU3pBQndnqLtKTxX4Tpuxp/HuWyT4Rd/dIGf/jV4+uAskZFExmTN0sMezMCVeK5Jo3fmTXGyhzs9yGjKkMbJrMr7RiDPi0I2B3gG+CSrFA9W22RIK1MfEGgtqVVcxvwZZiciVhqC82HaCtcLZPpZe4JG2zK3HHPgVJerL+tx5WaXRx562FWTd5W/+Kdf637or733fz7AT5w6Ram6efzksc/919uu7L21JF2Onpil5iZMVA3WSEqeQ6en6QVJZpZPgSoElD01AKGSAqtAD/zKZOC2Q35th76J/PssrIzybpEaioTMwC3EANwpwNMWN0enkcx1SDuB3Mxg5SWUMnpRLQWMVXtMVFu8dCzgZ39jgpdPzbJ2XDNTNoyVoOILKiVFuaQoD6J3gu/FVMt9HnvZpdH0mZgYlslzwJgsKYsSxeyU4s6rOzz2vEm7aEJTALnEdyS+o3G0i9YlpDRctsnyCz+6wE//muXpw7NERhNlDsDU9ppGci+SA3ehqyVaZyYsKVA6vzYM3l/+EOZUReSuNIYFodWHKZxzl+Jg5bXDoGOM4MKiT6PtIWUqKgSRoB+kvvJOz9DO5tbs2qi5dN0Ejz6nmG9333r99Sd/83/7wQ//+MLFk43Zddv+5wL81OmLSLX80wtnX/1ExT/InTdOs9wskRiNo2K0SqNaty/oBk7aERKlCaMgB5nIlsf8wonCxRKD6D2SSK6O3BnS84rcgHvL3EE35N25Y1ArUn+GtjhO2ljsuwbfTSj5MWU/ouIHVMt9Jsea7DsS8DO/Ns1LJ9YwO+4wW04YK9sM3Fn09iUlL43+vhdT9kJiE9AOPYSSOHkEH3BwkXk/MoNY5FBx+6ldIPSZyEHeT+i6KtsSReJojaPzDWgtV261/NKPz/MPftXw9KE1REYTJIIwMVkUF/iRwXMsriNwtclWr7TlT2UrWnp9sq78/FwwZg0ezGKuswrcgyBUCEymQCNzgMexoNkRCDJLQJY35I3k3X7aLaQjycMvwGIrIhBn2LDJ+8SFU/uP98PwH/9PjeAvHDrH1OyGLQ/+6Wf2PP5cm9OLJX7ovYvs2aLxHI9626PTTTlVt6/o9tWgBSr1ZWdgzJbEIlZXR4Mc9Kv9JLa4ZuZRu5hU5stt1qGjsmRK62zMRGZCyt2DvpNkvDmi5AdM1LqMVdo8ezDmH/36NC+eWMPMmGamlDDmW6oZuEt+Kifm4C55aQdSrRJy8JTl0X0VXClxlMmSuKFGkQIcokQRG80d10XsuKTD8TMlZsrQz1rC+kFCt59FYa3Q2kFJmxWNLFdsgV/860v8418zPPHqDP2olBbDYks583B7DinIdb56mYyiSKRKBiuckqIAcFEAOa/jK0OQFwKPLa66dkQAGFSSM7OZJZU40wcx7e3MpyM0+4J6x+J4IZdf0uYH392l3rzIk3uf3/ORj35yS9w7clqXdn37AX7q9EVmp8a2fvXRZ/7DwsrS+13bZ3Fhgv/wBYcbLm1wz80drtqqsJMVlhqldFhML21c6Iepbzt3qqVPtxgue/nZFCJ5AfiviyBpbBk8LCPgFhapclkwBYNWWdTWFlcbHMfgOQbPjfHdGN8LKfsBk2Nd6u0ujx+AX/zDtew/Ns10Bu7xkqVaElR8MdDKU+XFpNHbTQFe8gLCJKHf8/FV+pBJIUacfHkhJU00dcrldUAQWnqRKADc4LoJrqNxHIlWCiWdAcARcNU2wS/+eJ1/89mYpw9NcaFZo1+RjCeWamzxHYuXHc6AotlMLqQA8GEEH7zf7E0XcT5giNlNGd4/OxrNBxHcjtzDJCvqhbFNP29o6YaCRk+w1BJEMmLPjhbvvbnFzbs0FT3F0VMW4S28f/n8S0l58pa/06zPnxqb+B+bmPU/DPCod5r6Sukm0T3ywYOvnSZJHLavsZxYqPL5h30e3NfmB+9e4ZPvWGTbBo9mu8pyq0S3l3Zt94PUOxElKf80AyqSKySvpyIjUSC7xEVWmN8EQTFZshk9sZlrMJuCpQ2ONrgDe2wKbs/NwD3ZYbHe4xd+v8xXnplhqTPBzJhkxs/A7ae8u5wlliVPUvZsFsFT7u17IRDy8Esu9chlymPEj40orlbpdQgjTc3TvOPaLs8eDmlHHmODxl6DG6RedVenANfKoqSDkGmBBguXbpL8+59q8bVne/z8b63h3NIEvXHNuCuoxoZyDF6Ujl52VTrQyMkTTSkGSXB+LibqxQdTiEGvyOD+AKP3jtWRnYFokGRV6TC22RAiQSuQLHYE9V7MeKXD99xZ5wfeHTJdrXBxcYrjFypMVC1LF07zwOPHPrh1+/jvR2Hv1Lc1gkdhG+1UdtYvPvC3tk8/yT1vEZyeSzs1lApxleL0ygT/+Yslnnm1wftua/Cu6xa5ZGOJ5UaNeiudbdcLNGGYehfyytcIwM2wuDAStYu0JLvQeWTJy825CqBygCuLlimwtUrB7egE10lwnRjfjfDciGqph9ZdHns54Te/XuPeJ2cJTY3ZmmDaT2lJKgHmOrnKDpFF7mL0jtA64KnXxumGmnXl/P2sjuC570YSxQrfUdx8WY/YpADvRYJ+roaE6cg1R+cSp8qAmFYfU7AJpscFn3h7h6p3gd/6eo/HX5tiLirR9SW12FLRNgW5zvIQZbO8xGYgz6+hGHrHZbqdQH6tV+8oOKAqeTSHVdzcDqO2gTi2BDH0I0E7ECx0JIvthKmxJh9+W4PvvjXgxl0aKSY5OzfG6YtlTpzXnF9IOHHRYfnpA/zUj+z8W9/z3W95sdnuHh2rlv/fA7zTPMXXvv4IE+Nj64+dPPm2bz7e5pLNcNtlHWLGma9LZqoJWloW2x5PvjzLc0fH+OxDLT51V507rlxmZqJGo11BK5e+0lmLmcQkYqTcbo1YFRkK0kNRvhJ2FTXJq3KpYzAdCmQyz3cGbpV6MTwnwnUjfCekXO7jul3+8H7Nv/5vsxxfnMTxfNZWBZNeQs2zVDyoZB32JS+tdvpZQSj1ryTZSpDSk6VWQid0cZXClXaQYFL4KPnnTRt/JWHsUHL6rB3v0ehW6UUiG7eW5gqOk2Qyn8rkTpUCfCRxTZ2P77+9ww2XL/KLv9fnD74xw0pcoes5VBxJTaceHE+Dqxg0Q+i86JOtfHJAVYYFoGJQGSUro0B/XT5VqEqHGbhbgWC+K5Beh4/cscT33tljxwaHilej0S6z0kzVlnZPcnG5w8HzfW7Z02PdFJTjw2978XmxvtdrHj145DSX7frzN8T67wI8jg13v/vmrefOHP711/YfRZpx7n3C8NqJDtYEqMSl5AmktPhOwkRZUO/5HDjq8bNHq9x65SL/x4+2GK+kkVkIiwp1VrUsRvFiMilWUZMc3HYYTbLqmywCXFqUNMiRyJ1kII9xdUpJPDfAc3qcmo/5zNcqfPmJKU7MT1ArO0z6MOElVD2bld5zcMsM3HJQFPIz7u256YNTqwR86SnN0dMlfCXSimGuoDBE+WCMg015eBRrLt0C77uhzW/eN0WnrKlFln5k8cIsb1AGrWWqfigKIHcKITVdFTZPS/7R93bZs+0cv3bvJCfmxliJS3QdTUUJyhnQXWnTBydTmQarX35dc/mQlJ8PK52jZf2Ccjvg3EXpMG+HC2NBNxAsdCVuqc2//bGz3HaZwiTjtLslztQ9Oj2Hbj8dQlQtGW67ustt1/TYurbEK0cqPPbkQcrv3f3rV15x43tazdZ/l6r8uQC3tg947N+/b+Njzxza/vxrF9i1yaXXKxN2ajhKUCqlumopsZR9Sy2yTFYMawJYavs8fmCWF46e5u1XhTjaIzGpfCIzZ1rKw/PsWowmk3kEL/gkhBgCOz1npqEM3KlqkkfvBEfHaeeOjvG8AFcHtJOQX/m8y299bS3nl8cxqsTkmGLStYy5hnIWucuD8r3MfCoZNcm08wG43bR6GUQhR895dEKPCS9TcfKiU65K5MmXLXhSIk2totm2MUR5fdphlZ4rKEVpIuZm9MrJKIrOVQ+hvkXyqpgZ6/Jj7+/ywTvm+K2vtfjMn0yx1KvQ0z6+VpS1oKQsXmzTaC5TqpLLt0oMq5yvi+S8AV0p3LdiHpVXOWOTDggKEkHfWG7f3eC2S33qzSmWGyU6vRTU+RCiOE7n4VTLE7hqjNPnHU7MR2xaexYZvLJ9ed7fuOeq6091uiGVsvsXA3irvoDrV2fWTPH5cZ53JvwZlhqWreslJjNLiSzzSLIqZBgZojiVf2ZqMNN1abV9gkhD1gvp6jRaGGOGZeACyN/gUSvIgXYA7BF6IjOXnEpSgOsErRJcJ8J3Q1wnpNkPeWq/5A/vr/EnT0zRT6q4rsuUKxh3DRU3nbNddofg9j2J50m8jJqkhaFMmcgA7jpp5fPkRcvjL5QJIwevYl+XYOavQZk7s6KGkcJxNHfe0OZzD3Y4fK5Cz08LIYFjcWNwIoMTGpSSqW4tBVLI4XCfHOC5xm4kZU+zZrzHP/h4l8s2B/zB/VWePzjGYq9CX7k4jsbXgpIET2Yyai6vSpvWEwQFkI96VlabswbvI7+fFGhK9kBjLSUNEyWHI6enWGlW6PVV+lkjmc1oScv+YFlsuGkV1cBURdDvreW3vvCq8xN//ZbPLy03rm622ot/4Qhem5iS9YXXbrp4+v6xqVrE7de4rLQU/SCdiBQnYDLpL8+Qk4FpKv10V/mwc/06Wu10r8d0WTUoawaWzEEBxw6rZiPGn2z/NITNCjnp/yO3e6a8O50XrrIjpyNaRzQ7EU8eEPzOfTXu3zfGSrOKLPlUS4pxx1JzDWXHUnYtJZcsaqeRu+RJfFfhuwLfJXPomQzcBs9J+bfSAUfOwfmmnxZWMn47WjgZAiDtg8wspkYShpo1NcHOTT1eORPTjZw04kXghmSjopOMouSFGpCrOnPyhyeXIaMk9Yd/7M4e77qxzkMvtvndb9R4/mCN5XaZpnTpuBpXCVwp8CRpD6dMd6lTYviQKpHZft8ggr8uJK3m5NnqrBXMaDhxcpqHn/cpeRJrh/6VpGi6S1LbRpzNbAlCy0rb0uwn/OGXHhz7wN3vuOnaPZfex58zPOjPBfi5s+e9oG9+9eTZI5Uo6bB9Y4ttpsRSo0yr62T6dtq1kR+5wwzSD1OrGMLIpR8m+F6EUmbARkc01QLAB68RamJHDPopLTEZ504H4yuZ4OZqhoxYbMc89oLm609W+crjYyy0Kgjfx6k61DSMOWknT8khox1QckV2yMxymvFuV+Dl0TsHuI5x3RjfDbE24uF9HqcvlpieFDjSZDxWDBt9C9FuYD/NKEUvcNiyRnDntV2+/ExIJ3LoRQLfsbhxGsWDyBZWKTXQqxFyhKakhxw2KphUby95AR97e4/vumGZP32izdeeLPPY/ioLzTI94dJzNdpRaCFwpMCREkfYjGpZFKJADUflwzcI5kOFpfD3tISyY/EUnDgXUi0rlByOshj0AyQFYEeWVk+w0LIYGbJxbcji8vHKeOXtv9qsX7wM6P2FAP7y/oM0Wl1+8498ekZyy5Ut3nnDMpdvbbGwMk6n66YDHOOUM+W+4DyZ1CpVGaqlcJD0aZUMJK7hJ3/97x5JKAvAFsJkcqBBZADXOsHVEb4f0Q8SDp+HUxcUf/TAGPc9X2OhXgHHR9ccykpSdSxVbSg5lpIDvpOC23fSmYSpzVQWDpH9uc1AbgYgd520Pe34BcMrJz1wnGyZt4USvRhBQVFOS7K6QJwogsjhym0Bl2/scOh8mZ4vKMcCL7IE2YjotGEhL86oggQ55CoDnT2TIo1R2fQBh37oUCoFfP+7A+65pcE3X+jwxw+WOXXB59D5MmHDI/Y0fa2RSqblfEBn5zySD6jLqnv1Rq9iZxWkg4XagUU0DJ1+2oiSq0G54pKCO5VLm4HkYtOwe2uL99wYcvOlmk4nor18nF6r8udB+FsD/Oy5syIMg7/12AOfn75me4m5JY+n9lV48cgy//B7FrhxV8TCSpV+4BBmE0vjJO36SAGe8jhHp0mY50Y4TozOIq4U5ltclNzRZgucLy1qpJQk/W+VTPC8dJJqnCTMLcMDj2iOnyvx6N4S5+sljl+ogOehyhpfKyraUtEmVREci6fTwfGeQwbi/JDZkbfYkXHuDNxOguek0Tt9sEJOLsLBU2UcOSoPDigKQz/4QDXKlRQjs6Zdh8u39Ng52+XAiZhu7FCNBIEGN05nAqoCwKUUCClHInkaCYvmp2KnTdpHGSUOgeNSK4V83zsDbt/T4ny9xcPPuZw46/HNfWUuLPskPQcjNZGrEFKmK0XWlS/JKp4wpC1vEKwkxem9aeuhyTr4o9ji9CkAPB9AJAgTST8WtMJ0R7xbLlvhpz8RUHFmOXGuwoVFiI4fnf6RH/ro31paPPNL0zOb39Bg+i0B/vmvPYog+cSMPFZ5722KC0sl5pYFzx0TPPFKxMaZHlvWdokij27PI4w1cQbyPMHII22e8OUJoBRm2AvIqNE+B/No5C5QEZXgeAlRYjlxVvDKCcUDe8scOOny2skSrcAjCD1wXFTNwVOCsoKyNpQKOrCnc59GbptNfeFeRktcV+G6MnsA7JB7O0laWXRSnu+7EdaEzK9IAuuhtcSVFl2Q2VYF8AHIEzva7xjGDgLNzGSIVH06kUNXi1TpiIaGMa3MSAVSCjG8gPmwIwTWyGEkLwxGchI1GD/RDVzWToRsXhNx3SUBvbDHD5xscuCUywPP+rxy0ufEGZ8oVuAprFQgJIksVIMGN2/UvDJ0eYqBF8UR4MXgKYUXpEltbrpLbDpoKEogSCz9vsEmEZs3NHnHtUss1se57xWf+WXD2WXD5vWnK/PnHvqE56hf+n8Uwc8d/1OOne2q//P3TolOK+FtV9Z5/62WPTsFu3e2+eU/rnD/Xsk1l4bcdW2P2/e0cIWi7Gsqfib/ZRc6dRHarIvbZBE4A3E2w3q4xGWAl6lvBGEQ0hKFlm4/jeinzkk+e79HN1K89JrPsbMeSx2XIHFBu6AcVE3hSkFJQVlZfEU6zkxlxiOVRm3XEWnRowhuR+JmtMRzwXPJVJO0ZO5og+vEWUU0ouSHLNQTHni6SrPtMTEmslXKDkxfb5SQDSq3Ay4uCQLF9JTiXbf0+ebzPc40K/QcmdIUDU5scaJcs840dpmkciHFWSdy8DuM1YXfkQLdTRSJVsSOSsc+RE4qpToRFTfi9itjbr4s4ANv63PkrOTlgw69UPEHD5Q5OeeAkHR7miRUuX0Tq3OAi8E5z6Bs9n0iJDGSvhTIbMMBkQiETdNuYwxuKUarCGsj3nNTh7uu7XLNpSGtvuU/fBZOz/VwleG7b69z2xUWERwVr56/Tv3WZ78a/9AnXz/E8w0BbixcsqH0K++9Zu6q37vX5XMPTHHv3hhrY/pRjTOLPt1A8MKJmD95MmR6LMTEEdfu6PGxt3eII0scC6bHLdddGVH2TJZAZvrBKtmMQiQX0tLsCl7er1luSUq+ZO9Bh68+4dOPFP1IcXHOxQhNZB2McEBrhKfRUuIqgS8tfgZsT1k8ZVMPuM40Xz2M3G7elzkAt8p6NMUgeruOwXVzg1YyiN6uG6FUyCMvKr78TBXl6lRuG+Hf3zqC51p43o0eJYp+3+GeW3t85akWf/DwGJ3Yp5LxcCfn4VFelLGDbiEh5ABYIiMHQ65fALhJI3ms00juaEWsNTpOUqCrBKXSQfoTfsytu2Nu2R1hRcBH3t6lH6VR9s+e8HjuYFrkW2opXj7g0urKjCXJVRE9j+d5pE9np5R9wzV7ImbGYuLYkMSWj7yjx1WXJMSRZrImmKwprK3SCwX/6ocCgvgixjhMVh2W6xX++EF71WVXjP2KFLzh5j+vA7i1y8Bk7YVnP7ebJFA710qWmpJ6V9MNgESwsQxJCcLEpRe7XJhPl5ST8wn3PZ1gTISNIqpjITfv6VP1Y2xiMr+CGSm9j1yATHVodBTPv+LSaiqklulMFKvTyCQ06VxgDVIjpcSRIgWztHjS4MoUCK4CVw1n9KUgF8OGB502AuSNx0VwpxE+s9U6eQRPCkeMpyOsDTm/5BIGPt6YxM3K3ipbkkeqmHlHD8Py+hDkksQowshhoqrYNB3iij692KMXC0o6HYKZe0jygpaSRXurHPyu9HfIrPhjCkPwTeYDGlKjOE4yGqkyISAmihNUlFLLVBiI2ThtshXDcNnmPqHtIbWh2RQ8/4qm0ZUoObyXr7u/2dNtM62+7MFNVyZMjAlMqIgTB6yHMdnsydhhYWU4UMjXAoWk13c4fd5lblkRhFY5qr/74x/+cO2db6+3Nq6b+PMB3qovI2Xzl8LOibdbI7hiR4m5JctKM908tR9mrVHZ8PQwgSirUAWxpp849BOfnoaFnuHPnkzAxFgTg03Sg2x9HgH3kL9ZITD5lgtknlOhhkmOlJmUlYM6KztLso1bc924cNZZJ70i23qPAbjTtq50wyvPFbiagcU0jeBZFNcGN6uOOk6E50WcXTL83jcroF0cKYYJ5oCeiNdF8KJvIx8SmoItHawTRg6felePP32sx2vzVTqJQzlON6VNXYB22Imj8prAMNkbUIV8pcimTQ2juCDJgB4nEq0VTpLOS3EyoCs5LJqlvvFh/pQODkrQwiJswnTZ8N63ZJQyy6EYnPP3kXF1K9PcwKhsroum03SIY4cwzne+S/O5MJbZlivpOQglvVDR7iqWG4K55Zh6u8PzL598+03Xnf2lKI7/xn83gv/BnzyKENI9dXKec/Nd3rrHQSsf31N0ugndfjLYPDUszJCOY5vOkE7SGdL9GLqxoBs7dBOXKDEk1mBNNoEqv/r5PGNG+VuevAgpBy1oSoCTZeOeSN2Cjky/15LMU5F1j+dGIk1hDkoKclcPu+qHAJcD2uK5dtDS5rqmMDgnxsmit6sjpAw5PSdYbPkIrfEkI/REFj5OHsOGlb6hi7LIj+NEEcYOU7WALWt7HJoL6CWafgJeInASixNnPDxmoCwNS+hqNFhkD1SaE+UbAYgCNTLoxJAoidL59uUqM6slSGWylcIMpdkM5CL/3RiKUm5RJMjHT2Dz2SrpQ5xz/zDWhGE6EjvM9gxKZecc4OnwoH4o6YeCTk/Q6sJKI6LVC7nt6iYRFzn22jdd8wYGptcB/OL8eUBgIoep8iS9vmJyzOBoSdPXdHqSXt+kA3uivKPbZrsqZEb2rGWqH6Vm9nY2V7qfaEKrh9uI5KFscHOyjJshQAagFqkyoaUdeDzyrwc/y4L90ArKoMHWVSIF+wi4ZXp2c6DnyWcG7rz7R5sBRXF0yk9dNyIm4mtPlZhfLOGMKdyih6OooKxmZCNeabEqCVT0g3SC7d23dXhqf59W7NPVmlJsCLNyupJDQ1RuOBPCMOwcyhPNoZktlQ6zmSoWEpX+Tm0EsRLoRGa72KU1izgD+rCYZgYFtlTqHa1NjChjxZxjMC1LDka/hbEmCB36gUM/1PRDTRim+y3l+wblu3aEkaAXCnp9m03ijen2EyplzXJ9BiEsp8+cfEOD3gjAv/inD+Do0luOn3jwhnWblql56fbVceJwcdmj5DrUXUXHlQSBTedxxJYoMcSFTZ/yXXU7QRbNQosWAk9KAiOIcnts4baL7JbkhQQFA6lNZSVjJfIuneHXuW9CSzEYhVAE9mAOiko7+PUbATxPOHPerXNaYjO+Peold50I1wmZaxr2HSuBdtEZPdEFg1Je7ROrEJ7e8IJ/2jDQw3NNPIocrt0RMDXeo1kv040VZQVOnH4Wldj0iIoAJwX54BfJERObtSLrm0zrFUYZEiNwjCBRkkQZEiWIM5AXzWu5HULmIM9BPbBf2GwT3ay+IQpos0OAx0YOqEmv79Dpu1mDejq4KIoobEcjsn2XUkx1s705623DXB1iE3PwnKFaCXjfW8dueP977n7Lof13PnnpVXe+McDnGyGeY9/78Itc02iGrJ+KefctIeMlyc5NJU7IScBFK0HoZluHjGz2lG5a1A8N3V7K11LxPgW0IAVAYoZLdQ7u/BiCww4i+GoLp869EZkHPLd6ps3FeadKSkvUoHtlCOy8+TaN3hnn1gz4di4JphF7CG5n4E6MEETc+4THUweqSE/jSpHO3x44CIdtdEPH3+pqZtbZNIjiaaKZGEWv73DLFT3ed3ubz9xbJUw8OonET9KmAS2HbsUBTZEyi+LFX/WtIjkYLbM5NGIA7kRJlDJpRJcyGy1hClbkogfIDkE+Qk+yGSs5yAcJ9dAeHESaXuDQ6jg0Ok7KDII0kY5jMlyZgg8lbcRebiacWEhYs67PZDnk7lv6jJXg8h2T1yiW31stRU++YQQ/ceo842OVd332iw99b6/RoNsc47Vlw6kLMbVyxA+8O2aslOC56QeJ3Mx7kjDIytM3owgiS9tLMET0wmRINaRFWTBiZBLeSKUv9x8XPQ/F0QZ55E63IMm/J4vgDNqwRqJ41g3jqFFwp+MUVkXurGfTzdrbHJ03HMSFIyIk4o8frpFYDzWoXhYTzGFfY65sjHBwRNaJntOUtAEkHWqpSBKNwOFj7+jy+18LaJiIXuLTSwROzCCKS2mRsRiYzlK5cLX3SBakSVEAuSDR2TwalYFcW5RJ6UqiLCpJHYxp9VgOrMlDibLo7ixUn18XxRmC3KRFqCiWtLqaxRVJq5tOwIrizI+S2DQRNlnwzHbO64aCHVsNn353RM3XjJUn6PYc5i728Krt7928412PNlfOfXNscuMowCdrPTxX7LhhV317uNhhuVFmuWVZbqYS0/6jgl2bJY5jcJxhkWJ08MtwPl0/VHT6Cb3IECbpxZUyfah1wYcyiHKD0vwQyKKw1K/mnDnoi7M98q29VQbuwYiKfNhNBmytxFBJGciBacd92phss8g9TDB1IXp7Tsi+Y5KjF3ysclBS4kqDXu3TKBDw1SpKfuS9qXkDRF70SRJFFDtsXx9x+SUdnjlSIlIuvVjgS3ASi45FRt+yLpw44+HINPEb+ZWiEMVFgRrlTQm5upL6XVJwZ+1syhbAnXuBbGYTyCM5g9VDFMFe8KnkjlEpUguH78V0+4ZTF1MKkiRmdKpZPgAqm5cjgNlxyY7NFTqtCq2GZH9DUm9Zzsx1ueGW/vYPzAQ7Op34m6+L4EdO1VE6YKXdZtP6Bts3w/n5CvVW+lfKPiiZUPLS9rSipjsyTiCLvmOVkMnJFs+cqNHpO/i6CFA7GrHFkJ4Ul3U18HwPZbchZRFp97wYgjtNMsWgW1wPwC1HAF4c/pN22zMA9qBaOYjcCa5OCztpV1CEJeILD5dZXi4hPJ3q7sWHcLUHpZhoFCTCvOm66OMeaNNGEUWa6UnJR+9ss+9YjSDx6SqXUpJy8dzOqiQZuPO1wmSaeG7MzajKKj5usnmPxW0F00OiTL4i2cHXKcBl9jnNgHurQXeVHInecjXYC07QqhcQ2w6PHIg5fbbMeMmMBgEYCBEDb5MSVJRlccnS7Ugslnor5MJKRN/0uM42KYmLxLL/eoryS7/6FZSSzC01icIK3/OOgA3TLmMVjRAmMxol+G4azQZJDQxlIWnRMp3PNzXWYu/xgIvNMtq4gwKIznsnV3NUMQR+cVewEaWg0BRbnDk4APggiud0RaL0KMBdnQ0AcvKtA7MKp7bp6qSzkryTd9EMD63Szp3XTsPn768SSBclVVa9HH0QV1cwV9c9im1eozy8qDZovETz0Xf2+Z37uuw/USJSDl0pcROTqUcCmdjBrJmUE4uBmpG+TPa7RvctKkbyxIAeSIgWneRjJUxKhQZ9m/lcFjF4oONCV9UosAtN4XljikoQ0uI6MWsmm0xMBvzZXo+1FUXFTZsuRvYRIjd2WbROZ6n0gghXpw9zL7JsXJfw4TsiJsde5uTBk9hCjUUDnDl7gU0b15W/8sVf3XbuTItGs4IwEldHTM52By1grpNXvDLDlMyphcnAkoCI0arPcqvPV56aYbntsr42pBk6pxOFp1yKgaVhhJYMvxYD4KwehywLETtPMvOpTVrnm7xm3FutAndevnfyxuT0c+hBi1je0xlnR4RyQo6e17RDF5TO6IldZY8ddRC+TkUp8GG7WgvPlIZh4UdTcQS7N/TZfzQkMR494+InqWdbZxxciTQZSwtLuT5lBknmMJKLYYUzq7fpwWDT9GfKQCJTwKtsdwpphhMC8ulaSd7dPxAAClw8n1wr8ihvUdkDp2Q6Knt6XPDB21p84+klLjYm0pkvVqVDQvVwIq/Kgp4js+q0tgNpuOyDTHy+8VQJIxx27tix7W/9xI+VV5b/QXdyam0K8KXFeTrt9jtjMfHTF1fmueXKhG1rReqzduKsilXMoodbYKRAN1xcEiwuGy6uWJ5+xeXZIzM8d2yGcV9RyqqJ+W5fahUYVkfs3Hk2nGE4jIpqZKhmDnKGHmlVALUa3cXYUWRaeAruFMDDoUBOkZ4Uo7fK+jrdkJW24f/6YpXlno/wnJSeSDuyqgwH53xrj/QA6GTTBMywp9IYOSjdx7GmVtb8xIfaPLSvxnLgEkpNT0rcrIdyOPIhXwXFkPsKM7DRWkwGboNFrlJWRBbB7SBJz8GupMgieAq6ZKCiZAAfULPipNpcYUl/bmRqkbUKpEx18FavxFXbDP/hJxd47kiDZ/ZXmVvxmO+4XFjSGNKbLgeFPjFQ0fICn68ER+citqwLuPHSmJ2X3PjTp04ef7Lf7/7pIILPX3gFz3WpL59h//GYs/U+V2xLkwmb7nCepilZKTaN2jbzjlisEDz2ks/+Ix7tyOX0XAVHeYxVJOOupaxT77U7mMOxKkrLUWC/7mcFapJ3yAyALQVSDcePqQKotZTojJLoAcBzzm0GSaWjzQDcjs79F6PR21ERrhvyRw87vHq8BNJBSomXW2MLN3iwR3wWwr+lm7AQzQc7VRRoSmzSlrM4drhye5f3397id+7zMdqjJ108KQZFHyUFkchHIL8+kotiJB/pgx16YowCZdNVwViRgjufEmYgGcxPEUOAF5PMAtDFyJ9ZEmlR2WdMXw4CKPmCt17V467r+5y9c5Egtrx41OHRl9zsAR0uiVakFdGh+1yCTZPfPdtCfOlz7MQ52j2fOAoKHFxqhHKIrSSIXb65t8afPp4uamFiCQ1phmtNYR+cTPrKNniyVuKQ+hqmJ6CiLWVl8DPvtaPtQLuV+RbTwo5E6sGYgsH3Qx+xHETI/x7A5RDgg0JPDnCbzsnOqIijhmqJUxgONOTcafR2dDq1qt40/NkjVZaaHviZeiIKydi3oCjkHpFVBPwNZbtcMjQSk+Rqimaipvjut3f5ylN9ljseodL0EpnJkyJTb8SwGVvmq8eQh9t8zrYFM4jmw5EdOldWVPa1zL6XkCgG170IciHFUBcfBKecmogBZ5ci77PMDV9y6KAMXVynzEQlwnMits4mvP/WeGQfobzkbazAJJI40cSJJkpS7HUDh2cOKKQylH2Is+xSP7XvGLPTE1u/+dgLP/nlh1botypcvja96EEEvQi6oaAXkRqsjEhL7Vl/3qD6mC0ZjjSDMQQDe+dAnx4CszgDL2/rKiZnA+DnfH0E2KOzv4sdLulwd0bBne9skEduVYjcr4vg+biJ4cgJrdLK5clTgiOnfQweQupBc+7QPVhcmcSqTpch3EaHGxVL2blMOFRUjEmTTazm0i0h29f1WT5UwiZuGsWTlKbogooz7IQqGr1yg5ssbGueRXM71MmNFAPpsJjbKJM+NEaSce/8vuR5kRhGcSNWjfbI3ltiiZVFJ5JYGaIkmyigHbR2aXcNOpuOMGoFKAQDI7Myv85GAmqCKK3MrqklVKpn2H7p9p/cuPWtL/Uar57Sm2YCKuXO2j1b+u86vmkJm1Sx1hJG0AsSWt2EZsfQ6VuCWGQtR2l7ERnARz7EiEbNQLor6tdiBASrhtaPJJyioEwIpBgF9uCsyEYBF3Xw4pFtaa2K4C6APNuv3smsoU6hA0mrJE0uVcTXnqlydKkE7pCeOAXpUqyK3qvHRbwRTTGvSzjziuYoFw9DzSXTIXff0uW518pgHOIk5eJOkq2MyShVEoMu+Nzwk8uGMhurJobJZv61zL6W2aoi8yO99km2YkgJSYE+DmlJDm4xiOIjdCWGKNPVVWQz56IdbIw18LvkhaJMS7eIwc4YQaTo9BwabYdmR9HpC8IovZD1Tos7HPddkWfWdrrqlFYiHXc7UYHrd1qQhiAU9ENJq6s4v5AgZdoNH8WQZN7iUZPUKGiLSsewaCNGaEhasUyRkANhdLIpI4DOKctwJkiBngwoSgHc2XzC4bYdvB7YejggaDDiTZsM5HFKT1REqRzyzGHFnz5Sodd3oazRUuCIUWqyOsH8VjP9ikxlhH+vkgyLungUa8aqmg/c0ee+p7rsPexiKw69xMMVDB40Nfj9xWqiKNywFORFH1CafGYPmEqjeSJTPm4KUTtfgY3MaYgY8PDBjhpidBVGFP68KB/m1EWqEa5e3GliZB/PQYOIJIwkzY7m/ILkwmIahIMwlRDbfcG1Nyuw6Txy3e0lhIkhivusmVlgotaiH+qs5K5R0uHiksZ3Ba5OL9LIKIDsX5JhFH5d6T37QfFmD//OKMgFxSguhsvfYBUQg++VyrPqIbiHIM9ts6l+mo9Q1tkmTFqNAt0ZROv0UCpNMF03JAoT7nu6zGtnyuA4CKkyUOWa/qjc+UYuwhFFpRi181FnhUqmGVhL5UATTxJNGGou2xzz7ts6vHyqRBC7JNKhZxRuwqr3kmvhrIrg6dmuei+o/GEzGCVQ+bwame7CIe2Qjw9WVAnSFGYZmhyUo4P0U6qUvZcMAIM/l7aAHVvAjB1ct+KKB9kAIeDUUsSrJ0LCxBIk0AmhpPtIEeDKCEeE6Bf2fpWS53Dy/CJffcJhrgHYtFPFcT0mPE3NMfheqi2vLlzkAB/stFAQ6f88iSz9K6PALz4gownmaqCPjvxVg4idA3w4OXVAUfJEV5lMSTEZoE0B2Fn0zpJLrSI8N+TAacE3nyrT7blQcZAidw4OqVhxzNloq1oxwSzy8AxwmQb9RvbZ4VwTNej2qVZD3n1rwFce6/PyCQ+0S99I3IyLKwMqKVYSQSSkxTgh0s7e4lQaNVRytGJIXWQazfNVJV+RTbrIFyrLRQrCCO9/XZFLfAsMvGHgy//C6rF9KRUueYZ7bm3zPe9awPODwQjAC4sux44/w28cPI4UEfr4qXkcLVisJxDNoGKZekcAD3BcO5jwpFWeCI5KX8UkavDzYvl+MDu6sMfO6g86AvDCIPZi1M7K88VqplKZwzDT19N2ruxrXZwPvgrc2eHkU2gzg79WcXroCMeJiG3CvU+WePxACXwNMm1odgoW3hFrbPEofvMGr5H9bsjtrEWfTz7XZAj0oO/wtiu73P2WLq+e9oljBysUPaFxEgbvSSTDKD58C28cyYtzvZXKJEOZRvP0e4E0YsDDlUwjuswjulklEhQMdMUoOPysw6+L12IkMBb++yEXH25HYxGUvDLKrkUlEQpBHCuU0UjbwyTn0iGst1/TxHMsFxclNva5uKQzSTD9sF7er+jIjBKMblQ0fAYLH6ZwwdIq3fBc3FBqFOBiBOSyEMlH6UmxTF9MZm3BTWiz6J0dergJag5opwDqXDlJFZP0rFSE60S8dEry+YergAvSQQg1KDKobCPV19sO8gAgBlFqFGCFa0Qxchc4uBWppKay0Q+DfeI11mo+9o4eDzzd5/nj6SSByCi6icgMX9lDl2RRu8C4i8ybzJeOYhToaWDPgGcxMtvPJ0+KTaGybAuf3QzzsNUreNGqazNrQHFAft6UPkJ/Rb7K5/NXUt6vFfRCSafnMbfiomTW55lIzi4mHDhjafXTflX9zb1jxIlgvByzdT1Uyi5BmLq4oEgDik8o/HkUpFihG2wtl6T7zqf7XtrsQw1v+SApG1SuhtJgDvDBnLwiyLPWtOFmUzYDez4AfwjukahdOOeNtTlVUSrGcWKiJObRvSVeOVYCxwGZJpeuGHYVjVgL5GruyevoSQ4tW/hi0ABR8IiMuAsTiVGZopKknTBXbO/ztpvSKN5L0igeCJe+AZ0MFQyZ5HJhFiKTwkNW3F6EVdKlBKss0gqUJa1+WoGwAitAWjGI4gPeLAu5lCgQoYJzMR/Llu6p+XosFP89CA8FqiMGQU4MAi6kuApDy3wj4cotCetmIIxAL9QtYQwmsczWYMOMzSyv6TJZ9G2vDgOj6ebw7g0kncyGGccMujNik++fmMc0O/JBhtl2QS/Pz6oAbJFvUzKkJEWA5+cRcBeG4g/UE5WgdAHgGUVxdcTRi4Lfva9KEDlQdjJ6wqA1TRV3CS4qJ8UI8K0oih0FepGm5NPBhorKai6uqXiST7+7y72PVzh8Pn34EqPoJip1GSZZ8QeR8thEUJhUMnhTdnAXhgCXdsjFVcbRpbFYmW5UZaXIAC4GNEjK7D2v4tLDFSof0GqIYzPwdw9BDvkuEW/8EsN/i+F3NgN3bGwaSLFMjFnWTqe7LOt/+08/vua1Q8f+ydPPPsfkeMj66QZBqOj08p0YhkPqR2Z4f+t3MrR/JllPXSzoh9nSHQ+5ej7sfvh0FqJ2EdhydeS2BXpihwDPgS3z5HIU3PlsvyHfzr6WZsi9s+QytDFferjCS0dLabuP0CiRVi515sEuWg6KNIVCFP9zXyMcfCgV2kxFscakwB4BeTq6Ouw7XLuzx4fe0eE//aFLz2gwmkhIeibNEfKCi0jyHCEF+xAaYqCg5AkvNv1cVg2TX5lp39YOwS8zXp5TSGPtIDCt/uy5YzFtiDGEoUmbG6J0X88kKe7v8+fhqrAiZMBOknTniHZfEESwdtJy+ISDW73ln6zbuPOv6y8/fHH82KnWe555YZ6P39Wn3rfUfIfN4z69wCOIFHGcX9w8uhR2YChW7otvJN9kKZZ0+xKBHFTppEkvtBWsit6jwBY5oEUObjsC9EF/ZoGSqAL3VoOdHgobUSm7ipLkTsFkAG5HRxy5IPncQ2XS+Stp9B507hfeV3G88EDuKgTuETehEAVasor3DjYCGFYSB9c6B7aVmESRqIyLJ5qP39nly4+WOXjOARlihaSfOGiGVohUSck1NlFYeS0jenhWobbYIQeHTDLMurGsHUiIRpD+LJMK7SCaM+DNQ4CnkTqOh/2VvdCmtZVkuGnsG+Epv17FzWYTI4gMBJGgFUGlGjA+0WN8MuKO63ps2rLtPcJxx/VKKyaKgWicrzwyyfm65ZPvusAn72wTRWXaPTdr6deD2XbGimw/nQLDzNuTCgpUCnCF6zgkxkkHBw3+/vACjJboV9liB0AfnTcyAm45BHQO9iK404msJjuncqBSBpXr3SpGyRiVRfBExXz1yQoHjw65txQy1b4HHTSrC1xDcK/WgN/gfhW+Hm1AHtHECxOptEk9GIkclvDDSHPZjoB73tLh+Oc8wkSB0CRC0xMCnWTyHXmimysqhZuEHabAWXi0VhQoisXKNMjnETxfeYTMorkUA96ersxiYJkV2QOTv4xN+ysbHUunn0bfnCGMKiej12uwCph0slY/FvRiaAQCkwR8z/VNvvftHnNLU5gkIgih7HTRO9fFTHuGcuTguz5aR9xxNSy3Oxw+HXPdbsuYdIljj37oEsU6K0CMvqmchxb79ARpFKq3PZqdCfqBIoyGCspqOpKDpbgzwnBbwNcDO/9eS/u6KD6M5EPerfIkUhaoiRwOzVcqwXEiTlxU/Jcv1ehLh3yC1rBrPvezDz3QI7rvt+pweKPldgCWTM2ww75FO5JoyoFXPAd3YjRx4uAlMX/jgx2++GiZ4xc0qCijKg49IVA5Pcn4+LA6OAryXJu3gM4fuOxnMgO7HDgC02gubcrLB0lpDvY8SGUrtcjlXQmgWKgnnFqG5W76+QRD5UfJ1C1T1MPzQaWRSQdMdSKLNBG+7nPLFR2OnRE8ta+KCms4UgKGa6xkckqhu31FFMO6mQ7bN7WI4j4PvQRfeHwdr570uOOaHjvX9fibH6ozM+HS7XskicbYdLkVArQeTjwSpFOP2j3DUgsiA7//8DTNekzNHcqNSg13CljdyDBsbrCDxuIi0IfgNiNRXI2A24wecrXeXThkGsUdHdIKDZ/5So3zCx4onUmDMqMndkT3HnxdoCKjTsLR7QPfEOhFqjJoPCj2aObymhwcg2YIqUhizYaZgB99f5tf/F2XZpROPbJWEhiVyoZJ/j5saiApJPbfSrtQ2VNoLZmKkp1l+nnzaK6G1D0FebYiY9ILM2hayPpkx6uSSzbF7Llykd9/MHVKrrQcWh2NlTq1v2ZKmtbDd5hYiI0lCgNmq21+6kNLbF9reds1MQdOSj7/WML+4xIbKjZMRdygLWUP9Fg1QZqQC40mX3xc8LVnK7T6kwijGXPgkRcmeSAKWWhc5J/9wCLrp/pZx3eesFgWGxAbQ5BY9h/WzK8oXjjuc9/zNawtoROP7TOWrWtiauV0//W8iFOkJUoVo/dQ+pN5QldIKPPG14H+nY820HkUHwI6pSPmdVRFqXhw1ipCexF/cq/Hr3+hRmCclJ4INaAng6ZiObrqjPBukVfzirB+Y4gX85ihVFgEfV6yT/czyqubgxK+SbcC93XMj32kw5HTLr/11ZSLgyIRkr5JezdlwiCCDw1Y+YozJBFFuTIFdUZV8ihuLcrkETv7OzIv4hVyM0m2T236cGkFvgvjVcu29YK71kk+9tYGiD4PvKB46YTm/LLDa4d9okQTJJq5hpNafEUmsicxG2ea/PPvb/LBt7r0+jVabZcd6xL+wUdDeuE89+11ee5whXoP/K5Ft7qSs/M+9z6yjnZfsa5i2TqempQEqYR4pu7yJ49MsWaqzc/9cJPj5xxOnE93F4it4PMPlllccQhx2H+8zPxiCbfkUPEVE55l7Zih6mVbVFibXk7xxuDOk0c5cl79MzsateUqeiILwB5E8KE7cPQcZ7p3xEodvvhQmXqQgzsFuCOHk7WK9GQkZ8itBQU8izfAd5FrD6hK9gcjrr7ctWmKVtqCT1xKlFEYk/qix9yED97V5ctPllluK5ARGEVEyscHjQiiKBcW3+DrI/mw6DMsCuVOQzXC1bNoLhn9v4pUK89/Qx6YOj3N/Mo4M+OaSrnHJ+/s88P39Jlb7vHaiRYJhvm64gsP+ilTkIKTFzSHT0l+4gMrfPBtkjMX1nBhsUYYp9u35L20N+2ErVMxqibxSqDXTHYRScg1OxSdvoO1NvNgDws713sBtckVgr7hZ/7LOM8d9Nl31AfpgtS0ux7WOGit8DzB2tm04aHmGqqepVayeG62OxjFgeirqpGy0PEjv8VZmYKCUoji+U5rMk8q7UgE1yORO4/aw+jtlGPufcRn7yslTIF7p00NOT0Z9ZsUG69Hi1WFrylQ3te9sug5IsHaEQvtqHSYJZ1WouxQF48TB21ibr4y5H03dvm9r7mgQhASKwSB0SghUBlsc/qUw3k1XSGTAlVGQ/PKsywkmwNOztAwNgrulPdbkZvK0nOcCHqBotl2sQa6fYe2V8J1Q8p+xFv2hDg6wpLwvps7g2C076jk+cOaelvzc/9tikm3iqe9Qd1EqZyvSxZWAtZuhdqEQb94UtOqK6JEsmWdxnXMICppZSmXDFvXhdyyp8tnHzJ8+mfXgF8G10UqjWMVtWpq0/ClHeyi4Ot0w6aym22D7aYzSlTeCJw3C6uh+69YsFFvCPDihq85F7eZST4HewZymRTAnQwVE2kKu02k6onnRBw/I/nde6vMtd10v2uZDnpXguGODav07tfx7qKT8s9nJyP8uzhKYnUzcjHZtEUTVpLun5Oe0+1P1lQSvv99HZ58xeP4vAQRAQqDpC9kYROpXPXK+HjhKRy4Gxl6h1S++10OfDlqEEt5+PBhHYomBikkMrFpTSQhnTMYSKTQGeAlQejgeQ69fkyzk3VROTG+EyOJUSLi9j0B77i5x/f8s2k++40pbtkp2LYmwPfksN9AphODxyqGXZsiZmYC9HTFYUwJNvk9Nq4NkDLneimoqqWINVNNnn3N8pl7x6FaRfslfC0pK4aD5rXNxvtmW0UPtgUh27Es9bQ4+QiHgm87d/0pVZT+KPDsDOCFHY3lG1EUZbI/TwZDIwcFnQGw0yZqncmCrhsRJIb/+kc1Ht9XSnvbpE65t5Rp144Yzl8ZbaxdlWC+QSQv4vx1UuFIBXOoWgw8PCP22aKNNm03M7mikhhiqVGx5m3Xhfz1j7X4F//VJYhl2ohqJHGmqqTFn/y9pSAvTqCyaR1++CZzfk063XcQzUVews+LQblmnv+nqY6Y+mHSRgclBYEUyGxzT0sa0cMowYtUOpraGbYM9nRh2GnfoxYpfuS9XQ6ebXHk/BTdEMb8GCnFoGoupWG6lrBlu4N2SugosFxcMjz9co+JSsTdt3S4ekdC2dG4DkRxzLHzff7Jb1R54tUZ/FKZMVdQzbeDVlmHuhrunuDobIC8FriuwHfS3cpcV2Wjiotd7mkrWe4nyfXsIt8eTTKHPX5FoOfDIqUatj3lIB/QkmzG9SC5lDGOG/Pw8w5ffrxMEDpQ0gPuPYje+XsZoSdvELkLKB4We9646XjovRgCmwJgcgXFqtxlOOoVT4xEmpSq5ECPY02pHPPBt/W4//EeDzyvUtkQCUISCU2PrNoKCCsySW5ITwYD7AtsPKUluR6ey4JpYjr0qhQ4OUNNPd/RQwg5yFNSPp9aceNYEMVpl85gyGlhZIeT76bhaIxR3HZ5i//zxy/y079uOXp2DLPk4DoJJa/HdTt6vPfmECUkG2Z3UPEFGhTCKporPoeOlXnleA3th7zv5gW2zPR58oDLvU+v4Wx9jFrFY9y1VB2T7t+Y7ZzgDsYx5FNc05l/TuZCLB5eDm5n2Izg5NFbDbn16wGegXkgGY5SErUK1CMKSmGY+4B7y3RKbKNjuffJMocv+ik1EaklVuTcW1CYIGVfB+4BZckjeQ7ob028R3FuGehsI/bZIlVZVfhZ7ReXUiFNgjSaKNDsWhvxvts77D3o0gyz8qtJ+XiIIt8HYhTcYriMkIMw1bsZ6NxDrVtmiaUUeZKZ6+XZ31OQ94CmZdr88xaH8afDW8NE4EYyBbhKNyPQygznRDopwKNYEyeKG7Z3+Ow/vsifPb3MUwdcNs8a3nm9R0mXGat4HD8jEValHvfFrmCpK3GV4pptLtWS5Miiw7/9/YQgFCS6hFQOa6oi3cc9237P08NorbPInY4pFoMRxcPxxDL7fjgPMO9q11kUV2/ArYf70DOgJ0Vw5/xbDoC+GtxZ1C6cc3A7OsaQ8N++VuLXv1TFCp3q3iPRmyH3HpEGXw/0QeTOgP3ncvBVvovXa+FFmvL6VrbBJl/GYBKJkakurqQhShykMvzYB7ocu+Dw61/WRPEQ5AZBICTK5IMk8mqdTT+QtcNNOORQQlT5c0ha4JF5S5vImiCyh6E4Es5KO3AhFvsB8gGcxqQUJUoskbaEUTYYNcqnHuSjPRSuo7OKukM/dKn6fT79zh4/9N4GvVCy9+VZjp6YploGTzdYW4moVgP0uG9wJg21PYINs7Buuk8iVviZzyheOz/JmrJkzDNUHDMcMTwC7OIk13z+X9rd7jj5JNcsouczAbXJ5pWkXTavA/YqWjIc/VWI6rIYuYdDiYby4Oie9enP4oyDRzhuxLE5yZcfrdDpOFBSr4/eA8/3aFvaYPQcvIEGvspf8z8UwQugL1CW4twSY7JILgtAlznQJUamXFxKTRQlVCsxH7ijy31PlDh2MZOoMqqSGEGvoGYJU4jgCGzGyVX2ORRDnq0K0dzk18SKQfNDktUv8oblxEKSDdHMaddgI6xE4GZO01CJQr+syLqvZPa9wtGGvqPx3IRu4NDpeZT9EpNjbc5cDPj3X5AQRaybkkxUPd5R9VknPbRySkxPwZrKIsttn1bS46lXYbk7zpYxwVQ5oeyme0rm238Mk8Q0WqeTkPJhlzKL4hnQdbry62xMms4/hFrNuYsDHguTkuSwSVUWorgSpsDJh/x78HVxjxmZRm2dRXKtY4LIcP+zFR56MXMLSicF+KronVMiJcQwwRzxnKxq0XqDBPO/S1NWA71wGJNG0pym2GwrkpR3myFNMZJESFQiMUIRBZq7rgm56+YeZ7/uEBgJIk04QZCgCQQoU9i2SmThuMDJ84dNZVTE5t08hSKdyJJOmTU8GJN336ctdCYBo022g0U69zBJzGDvTicW2bi2bLxeHjzzTqwB2FU61tpx8F2HXt8lijQ1r82d19d5/ECC8DUH/+/23jvcsrM87/6977vq7qefOdM1VRr1LiEJEIhiagAbYuPExoHPIY5LEmOwHYf4iwskLpAYg31RbDAuNIGEkBAIoUG9ICFpNKMZaXqf089uq73fH+9q+8yIYsBgf1m69jX7bM2c3e71rKfcz30fj7ksTPB9sF7+vKn5p56eve0TN9Zfvf0JByFrxKFg0hM0vBg/637YJXF5JdPCa1AqrZBJK6UtVmmbPSsqU5520b82/e3lW9VlXYyy7l1xMizLv2URva2Sf302ipfSbOpIJ2L7ww7v+ViDWFtF50QqhJC5ZYoaiNjL5MkEKZnozJE8P77TnB5KHZTBkX05XTH00LTwTASJKDoqeU4uTW9cJBZRZPyF3vlzizx92GL7Q5LESaM4aT6eqNLOkXlBIu+iGJDnfW+ZdVG0mcLrUu0hzQmSL4snomBbxppIGZ1D0y0TWLGxmQwzHchUO9KyziDYlIuqDuLHsS08J2Gx41CreLzmyj4vuzRBiD4P7nLRonnbdGfjvPXxv/3iCZC/t3XV+KtHK0vsPgj9IPWVtFWaN4v0ic4gulMGuWSZVFq26FveaM+id3JaO3C5zO7Afl9Obhp0GDgN3HmnJC5SFRXnUVypiEPTkr/4Qo39R1yoWHnkzqO3yHLvwZW0M/NNTh/wlB/POimnAX15Hp7lrxSdlGw4clpfvNQfj2UavROFTJL053QAFFqsWxHwtle32bvP4cBcdlYKSNmggVmJKAG9FMmzQZThLxkSVTpYSXRpyJUsf98FV15JYUAuC9CqzC0u1TiPVIKyZJ7mKiXTv1dWEs4WzU2aatIWjWtbuI6DY1Xp9uGp/RAlFSqzz/7eob3PnLBC2UUj8awOwu6ipc9oS+E5RQ5tKZFTHwf3JtMnX9bPzgrH0yUbUvqqLAA+YIWRk/EpqJNpv3Ygqi+P3ml6IgdAnhWWKRU2vR87MX99U4MvfL2K9lQObISFkHJg37LYb9TfsT044IW5/Fj28MAspHS/PCQpF5qD+oVpkZnqB+o0cmudFBwVkYJcWMhuzGuf3+WpvTbv/bBF4EYDZ2SibYJ0O0dobehFSXYZSvvfQMbfT0QpNVv+3pbVJapUSxVLKAYzkQUq0kVqm91XIv0Oi5W0Aa0ZyvQO08RwbY3nQL3SJ6JLP46pShsda6wdexUgEdpBhAmjDYtWzcJ3BY5TvKCMK5EJNZK+kWKjplgXs0vLvjm4S9s1g4VhmnakX7UWIiXplK/vOn1juqRmWlK7PS33zkyTDMhlzjmJ+epDLh+7tUovTitemd3SqaXQA7n3GUfzZaDzHFF9earyXISrtLjLZCROm2iiT6PQalmabMpSZ0Uo08GQxv5DiASZWLh2ws+9rM1933L46qMynTqagjPLx3upqGVOJ5E63T8rvmydaphkNOmBb6jUESo+kyIIZhJ3WRAMc0BrVDTYqCiEnAoVh+w5kqQghkmB0Xy3BZ4j6Yc2q0cTGlUL3zMkNeuNz58DIRE6YG5ec3Tax1KCimes8yxliFFxIghDQT+UxKmsRM4nUbqkJFXiYafAzrZp8oWD3NgoBXj5C18mJVaOdIUyUsE7yQrO3MtRxSVgR0VqYoV0+vB7H2mw94iLtlK3ZGF4J3nundEElg11BgDNGcBcuswPfPPfJiEvgyKP7KV8PDljPn46NyWRKeNQFlE8EYpEJMSJhQwS1k+F/PZbFrjvHS5LvfTNpAUnQhKj6CdmkCOyJQip81mNaWebDstpV6M8taKkHpsW4mmL15KFOZglMyk9XaiQZamt1KXURORaKxqznhZGxqoyW4q3Uvdq35WcmhMcnokIhcDzlNE+f/TAuLlERwu4yQKjrYShRkjVC3EdI4KjBQSBxfySy0LbiB1qTdG6y/NqnUfpXJ7B0ikXxKhHlXPmrLDM2WvLdPlMv9d8qSK9TGZpSmahkefkmSOvyKJ4ZBiE0micRDH82WdrPLrLMz3vdByPNCwdJUqMwTz/HozaAxv0yyK3eSCTLRbPGa9Pi+TLOifFAsRg3zjJSVgldqEwETwvOhNpQB5LEpHe4jRVSRIu3BLy9tct8Kf/0CSIsyieAl0KIi3ppelJlq6IRCCkLgzTdDGZzU7CJIFIC6LEiLNmYBeiWM7OxFgLw95UFDWT+IhKObosonuWDmkNQaRZ6GjmO9BLd3sdBZ6dUHUTmlXJ5LBk21afsVGfIEywXv/K1+N6NY4ceJy9Oz/PhtXTDNV7BFGIlEYbRMqEfuARxWO0e3VsXaj2D+iPZHIMVrFYYJdlGaw4Jz9lHBEpk/xSHUUytXE2srhxbD7gRGexsdRRkUUkzwT5i5ZgGsEzgHsxdzzg8tHP1ljo2uZTEUVrsBy9reXRWxbRe1Ca7QwahOUBT9ZnXg7pM0Tt0/A+APQC5APglsW+ZpaPF9Fb51E8FhqRJMhIUfcSfuH1HR7Z4fKV+y2oGJv1DOg6sQmkafep7B1I01kR2RZWOhPKrkCxhiAR9GJj9tuPU5tInaWVJu1wlDHPcjKXhlyBWOSu1LnEdl6MpqKi6WceJ7AUaI61+/TCyNRMlkL2LMIZyVg1ZrIb89IXP4/LLj6XhcU2VpzYSGlzcl7xtccC5qM5huoRn7i9zrGZOp5n4VmSlivYPOmxcbUyPpJlXb9lQpa51p8V54MWo7Nt7LBdJyROwHTuZgAAVWNJREFUYsIwhszXMZF4jsK1XTo9z1zu4mybsLjaZ866WaEphM7zbZmnKgW4pR2xa7/Fn3+6zjPTtvnkRLlzIgei92nDnHL+zbLITQnYpSKoKI7PcGRp7TIuCsvy7oJlWGL46WxquJxOu2zKKc02vpASkRGyhIUMNWcNhfz7Nyyx/7jFniMCbZVaQFKgtU2QpHTpbHteGy/NTEcwO6GzCB7EqZt1P8YVPaoyyM8CLRSdvsV8bLPoKGwl8ZTEVRpPaVyljUuGIrVHLDQlM9qHqeNMGnLDpYINa0JqfhfXDal4AUdn4W9u9xmuw9lTDlNjAte1qCUKy7IkUkpaNUnd03zw88McPFmj6ihqtoYu2B4IYXjHvUBScRNcJ8Z14rTxnlntJSmQk1wlyrZCKp7ZVFcypBvGPHNc89gzivsfc0lio7WRJLBtY8ibb2hT8QRBaBTMsxQlJwhlU010kaqIgkUoZWz63TLGcSOOLwp+78MNPn9nFW2n43hZpChCkEfvQo7tDD3vM7QIy0OdgZRbLAP5sjA+ELWXgZ0BsKc0Drk8Dy8mnEJnUsjZAMiAXOZRPAN4gogTbBnzmud3WegJfuNPFSfmBXgiHU+aPxMUYQKWMJs8SucbaANvJ0vVIg29fkxNzPEzL53m/A19dGz2CiItue8xl8f3eDx70mep49KXDkJZeI7EtQS+BDcDexbdUxKfk2hc21CrPUcgcZDJGFWnT80LqHgBk+sCnvdLfQ7NRNy83WN2Sebcc2sxkEjfPT7dFreHTN0w6S8yMiWouAmeI/AdSdWXtOoWI02J7yS4ToLnxPhehGtHKdvLTAgz4XjHCqlUAhw74ORczMKc5q7HLJ456vOle6scmfGZnnUBK+VaahpDfZbCU/ybF4ZoJGGkiJP0YxUmx88juSyGPkYsPU1P0p63ZYUEJHzx3gp3POSjhUq5JhmhygIhsQS5DWAuKLQseg+QqUr5tywBO59eLovceY25PBdZlq6cplOYb9SUU5TS/UwrMOuHC4EQptiMk2yOkKUpIERCIjRRaBigL760xyuuavM3tymCSIKVpirE6DQfjzTYWVFbetnlOkQCMoKW1+XfvHiW//LGgKGWNPm7TBAi4ievCTg2u8AX73PYc8ThnkcrzHd9js14dC2HJU/hKomnBH5Kv/aU8S71Yp1y0KEXJJycS0i0xcm5CrWKR8WN8b2YqhvT7odsWlNlfCi6fbglj1sywbr4nI189uZP7bdt9/+cf/b4Db3FGXqB8ddxbYnnSiquoFaFZjWhWYuoVQIqXkTFC3Cd1LvdCrHtiIob4DoBiICHdkkOnBTcem+FI6c8vv5kjTA0m0CWrai2JK4qtEbi2OWvv+gy4i1xxRaPTl/lwx1LJSm9s+hVSLms961KRaWIuXm7x3s/2uDwtJOL95TBLSW4Mm0NLueclNwSMnH38jJxGcBFBC8WqZcH8PyePiPGlz24PPcezMNNwWnAbVpnxqcmKzZFlodnOfiy+2GQsGo45DfesshCT/GFbwjCOC0wtLnFWhAkwrAps61iinSt0IYxLk6Xbot58w0Vur0Gi4fNd2OnujO+G7JxKuS//FRAEC9xz5Ntjk4rbr2nwr4THvftqhFp14DdVbiWoKI01VgT2uaENTl9AoSEYcJSx6LiCTzHxnVsWnXNqYUOjZGVzC2E/+f2O76+/+Uv/9fGo2duPsSyBUttzeoJm5pvmwa/EuYschKqfkzVi6n5AVU/wPdCPLeP6xjn32qlj7RDpmdiHtsn+MpDHp+/q8qxWY/phQqRdlG+RcWTeMpwm3xlOOUZO9G1NRXPZf+hKhMNje9G5gSyCu+XLE0RpfxbCtNBkWmK4tgx+6YlH72xytPPulBVBbDz1MQIVdrlqVteSOqBCH1a1C53T7IaQSxT3F0WzcsLBmcCdjG1LBkMwADIk3J0z9iGiek16xTUQkuTM6eRXaQtxFiotMujEdiEfc2W9SE/95olHnrCYf+ptJrL+uMpyCOdqkgNzD5MzuxYhqM01tScNdrgwJE6tUqMa8c4ToSb1lydXrq0YJtgeN15fYQIecmlCxyfXeBzd83z1Ycr7D5SYXrGp69cup7Fkq2oRoJGlBDGmI2gKKHb1yx1YrNjkKo0ZN/DxRMJnhVCEgKpCdULrthKteJz78MxX9izl63VPuvHFVIZwybXjvHcGN8N8b2AitunVulT8XpI2QdC7t2huPcph0d21Hhqb4VDsz5LPRcsG6eiqFuiAHUGbGVA7drgO4KqJxlqKHzH5tRcwnCzyLmVKke/1DA2bxdmnROjUjXbhvf/bZ27HvULluAZUhNXmJF8uTUoSpfeLM/M0pNygXVaqzB/Xcs2b7/NUS4uGUhNlssaFylLkphdyASR3i9aiEVET9MVYfwtY4qUJRYqHcdb0NFcd0Gf//jTi/yPj0rmuqX+uFAkWhBq48lUugaZAYsyJLqKKxiqCzo9h/1HJSPNmFolwndjXCdK67QordPMKlq35+LYEVUvYOvqkF97Q8gbb5hlx955Hn3K4e4dPnfvqLEU+HRxWXBs6h40A02tr6n2NJ6d1n7p6uOqiR7rV/YZGZ3Cb12MFXQKgK9eOYHlTX1lx+473xMFtd9wrS6rxts4dmwuNVaMaxtw1yo9Et1nz6GEfhSz/QmX2x9usO+Yz6lpj27iEGkH5UiqdYGbRmtPJbjpWe+kK27Z1o/vgO+aXL9WsbCslCscmUIhzr0dUxCl3ZSiPViM5QMR86Eba3z4M3WWEgcs27QD5WBqYg9Ebz2YUw5Ear2suCwtNJQ6J+XC8vTU5DuAvLxBs4xNOMBZyYCeb86IZamLAXmWviSpvjgiy8tNUZ0BPo40VVvz1tcvcWJO8r//RtFN0gieKLRQRDpVCC5ddmRaiGftPCEEUaRZ6ICUiiiGIDTprRvGuLZlordlpStpEXYY0Q0cbGUi+6qhiNXDIS++KOTNMwEHj89z+yMu33i8ymLg8czBKktLLq4nqTjS7ACnXCZHweiQzVirgq9m3rPp/E1fObjnaAFw21/JFz71u51tq9W+C1aHuPZx9p0MuOLskGYV2r0EpYyF9a0POCz1XO7+ZoXjswbQS5ELUuEoietAQ5nc1pg0pcsRmRls7jBMqj0uTDHrSiq+he8aL/nUu9TsCJYuj2VgD4zjZYS0Yp56xubvvlplMbLT5eGs3531vAWOoLStw3Pm3mcavS9vEVL6/0XyvXzQ8+2hXi4y88dKUbsAfImbkk4VM2UpE81NJ0Vk6UnqHS8TQYI0mj/p+kJmzSfQ1NyQN13f4fb7PB7bYzoviAgSi0QKQm0m2Ukm0pm9pWzgo42oZrcvsZQElFEVjs06WuTERl3YUjhRjGUpbMvCtkqc/V5hADbWjFkxHHHRpoj/9FOzHJvXbH/EYalvcfP9NZ7aX6UT27S7NsO1gKvPXuLxgx6zvQZrV7T33fz13+/86Xt+qwA4wNqzX0m14vOFL9/FPfcsIC2HkdZ+uv0eH7hpiGePD9Pr2ZyaNlIRWpmlXNeGsZSzYqfFhyUK3kE2tcraPsVKm9nbdB2J55iz3feM7IRjm8FRlp5k43lZupWHOTJdHn5in+Lt7x3iiT0+OtuMz3jeUiGkMU4tlhlKLcHTIvcZNudPA/vg5o4of+8F1p8b2GeY9pymmXKGXLzw9knTFKHz9CXTV09S9VctJHFK7hEJCNIoXn59AZy7IeQD75jjrX8oeeLZdCNfKKOBKCSh1CaS51SBtIWpzQAmjBL6fUOSMpNHmYM8ToEe2glBJPMFhlzCujzdlgWNI1M/mGpEvPnF5v7rnrdAtz/LvhOCD93ss9Sp8K+u8ukHsG7DWtZufAFR2OU0gDdqI3iez+qRJpdsrHD+5oheYPPL7xtnoVcze3JCM94sCrLM4SDXk5MloMiCYZgVJdmKm5Ourzmpe4TnSjxX4TkCz04XI9LpaHkRohjqlFmDpnBp64QPfqHOYzt94nz1zC64JrLIu53n6HeXyVXliA2DIC/nIMvBX5AKM3Wr7xC9l23yZOnKaWxCGCgwBzaABtbciv54koI6q1me+5WY4dkFWwN+8dWLvPN9NkthuiAhLCJpp1G8AHicdnPiTBY51ASWsTyRQqWdIHLqRRgbsJsVRqMRbrhJKiXHley/B1zXskZC8XjD11y6KeDcX2rz9j+p8fFbG2yYjBhf2WRibJRut5u/sxzg7dAmsdxnYqvy7OQKcdb+UzPc9vAQQ36NtUNgidhwDeJi6aMc8cphyLTwyiDP9jULgNuOWUB27AzcJr1xHNP/tHNl2PJCcYnjnS4vOG5AT8d89PNVPv21On1lg3JSUSInBbfpmGSjYksMSiBnJ2U5Ag9y0YsU5MwRXQyeCN85K1mOr2X5dqHIevoicpZYLI/my9fcshF7OsRJnuPkUsXPDoLXv6DLzv0LfPQLTdqhyqN4L1F4CTgJ2EkK7FzzGwKlUWGSbs6bakaTOTcbh+M4NldnA3SzJJMR75aT7sxnWRY41ekWvtkCMpImPd7ysg5femCaULYYGVbP1hvqGc8pfkcO8HM3TfHpm790u1+pfPJbx0Z++457ujS8ChesFXiuJIw0C0sR7Z5pY+UOtyXBl+zszr5oJUDmXAOziuRYhmeeb9mnKYrrgOdos/NZogJktiOZkE+hRmUEe3phxF/d6vP7Hx3i5LwPrg3SzQtLKUxakve7RUEAKkfx5SnJc7EHM+yW+91FOrKsAV6O6unjpUbQQM6dh4iByJzH19JJMKiExUBPXJdSkyI3L8rn4nkLQZ9y21Iw3urzWz+/CAg+9iXJUixBWoSJIWI5MThSEMWaKG3d2Zm5aw7w7KlkXi+YqC+JEyMCFMUiJ+gpmQkZlp0tss+42PLSWrDUVcwtGsFY362wYrTGT18/z3w4TK1W/+Q3H/rG7Rdf9prTAQ6QxC6W631pdr72qos3Ni9YNQqNuqDmJ0RxyF3fTOgGAs8p1tekKKiMUWzO6HKEL+9v2pbALm3au7bEdczvywHuJCaC2yX/SqtYHjYUgAjbCnH9gE9/2eX3P9ri+Lxvfol0QTomJZFmUJE5ElslQA90T8rdkmVfeblTctreJeVIXgyglp8Ay0+QsjpDcV8MgLfomKSgpojupJE755HnWiQF4EW64GvWb9KVnIxUxbJbGvVJJR3GGwbkM0uKT95qGJeJUHSFbQJFoo27ciSwpDbRO8qIackycllhRZiU7GvsBGLL7Gdm0TvR2Za9ifYZRSNzxvMcTbsXc/cTCUkkqXmCesVm9eQYF2yrPFavNr8Uht3ysw8C/Kdecz1//oH/fs/5Z/FwzQkuGG12aFQiqtUe33xWcHh2iJolqXomqjuWzPuwQZjQ6yf0Q3Kurik0i4VkxxY5uDMBINcB19F59HZtw0N37FTlyE4KolbqPuzYAb7f55mjgk/cWuPYdAUqLigTuaU0gpme0CXpB52rU+WU2yy2lcA3wC8RZwBr/liRi5y2vvaPOMq5dvZzFs0zgtVAr/w0HZWidZjn8FkhCkYXBW06L1krMZFomaSdmJJzRw8mh3v8zEuXuO9bDs8ek+Abe5S2lNhSYotUIi8GKyzPEZLT0jNzEpaYkOhin1QJpDKvOk6gHxhHkCA0J4JS2qikORJbRUyNdQh1l2/uq+C7DjVXc3zBoZP0H777W1+557fe+e7nBjhAW69ASsndjy4w3xbMtWM82yEKPEQsabYEzbpRjnVdk35oYKmTMD0XEkRxSduw2Lw3qUkK7FTxynXSQY+T3Qpwu7aZSJrpV5xSAQy3xXf77Duu+Z2/aHLnow3wPVAeSBtLSTxheqR21tHJ0g6KSH0mbslAFyTD+0DReHpEXp6mkBaXy1uJzwnsEpjLP59RTrl0IuTAyaejxZ/5vxXF9lUCiCTdEBIakRGyZFJIUWiZnhgC0RZcd0Gf//7/zPE7H5LsPamMPYr0aAuwhUDGmMidqx9k8szJwGeitSoxHyHJUq7EEMUsTJ6ttaAfCGYWDJ7A8MJdV1LzJEIoqhWHf/PSLj8Vn8RxYk5NN2nV64xOjKH16YXGaQB/5UteilIq0GGHZ/Y9yb07Kox5NquHBStGJSNNm0ZdUfeh4mk8V+PaMf0w5o6HzBjVscwCgdmZy1ITkUdt0z0hbRNqvCxyp0SuAXCnxC075bv4bo9DszH/7S+bfPqOFoGqgOMhpI0jDYfBVWmnJG0DLgfxsmA9iM8zgLI8wHnOBePS/yvOjDP/wgGgDkRmBpmE+T8o5eA5BauEegrQ54+J4veSpiH5aZGlZJhl3kyK2UqiNIobZqHrwutf2CPRs/zXD0oOzJhJaFs42AN1jCi1czOtwyT/fIu3WZ7ymvck8mCo8dyEMIrZfTChH+gUIwLfU/R8IxCrdYUVo4oN4xaN+gz/sMumWt/IeRe+MojjGPilbw/wDWtGsZzKO1ojU2fv2P7s8zcOBawfV4y0FM2aolmTNGuaejWmXoloVAOG6m0e399lz/ERKtKiVTNj4SxFMWmJKsDtZOA2EnCeYyQOXDvOabiuHaWchtDc7ADP7XF0NuJdf97gs3e2CCwfbA+pbHxlwO1l+bYsIncGwAHQnOlYFnLLHZGBAlMs56g/R0Ga3vl2kXx5ZM5f47LOScEDF4N5N9/pEKedLIW/g/meMmUwY48SkVhZJAdPw0++sIelpnnXBwQHZiWhECxio6RERlkLL3NVNutuOt91GzyRs2LXpIYmPbG0ieC1SsTI0Dw3P5Sw40CTkaqgUUmoeQmdSkK3r+j0FPNtn5l5m1UTFtddHNMYn/i6U139jm67e9q7V8sf+H//x++zbts1AdK7eunUkQvPXpXINSscxocsxoY0Y62Y0WbIxHCXyZE248OzPHlgif/28QYLixWGfPBscJ0sYiscJxXfTMHt2eCl4M6jdkrBNbcI141zIpfr9PG9HrNLAb/5wRqfvmOIwKmAXcFSNlUFdQsqVsopTkWG8tWobCuEcu5cBuxgDj2wzVPqFpWlEAozrLKUhiRzZC4MbQtr8nydrdSlOfOWvii9jtTOvHQr+sTZdlNZGImcLJbptmQg07pkDR5L4kwVS8tcaF/r8uko0JiFkHM29pgYCbnvcZulrrFP0UKl0fv0OUGx3TQ41c1mAwOtZMvoXPpexNRojyvPPcVDe+GJgz69vvFZjeMkrfM0Sx3N9Lzk+IxDxW/G69Zt/kp7bvdnVqzadhrAT4vg2Rvz1Pzb//VL9WXtpcULpTC8bVtpE7EbXWy7w4m5Hrc9pPmL24aZnm2ybiiVYkslku1y3l0CtwF0kZZ4adT2UnKO60QpsAMcp4/n9rC9Hh/5lM+nv9oisKtg+diWTV1pKpYhcGVE+XKPW4giAsaC1JNR5G3h/FIvyFexzhjYReYYPNg5KeBgLsZmPL6s23KGxnixlnYGLngpxy5v8xT5tzjjCx5IPUQ26C/+vlGWUqmIvin8cjJbFsVVplZb5ORocLXmDdf3eHrfLO/5a0UkBF3hk6qOI8i6J2l/L9uzNdn/aVcakXKClBREVjHWX2h7TI1V+cNfOMVHvtzlzm+12Ddd4fiiYrSqaVYijFe9Bivh8GLr8YnV7bevmqyd8bs7I8B//qdezPavfSwOow36rnuO8uJL55kc8rCtkKrX5shsn698U/KlB2s8ubuJ77usbmoansZz0m5J1g605GlpiemaJHnHxDyWpSchrhPipdG74vbw3R63PWjz93e06NtVsH2cFNy5jLMFTnlLu8QpKVx20439uBg3A6lNupESfu40pkg3cjBlD5ej7UAkPlMRmgI1fV3iTCDXy1fTyqBflmoNtDANqIuiT+f/htjk1lEql2bsILOhXGb7IolVGuVLqUz2xn0Jb3xhl4d2zvPlBw2kO/hIYXxQs+Ky7MOZtT8hGfzshLniKQVWKrrZ7SsW2g5SNRlrKv77mxd59Nmj3PKgz+0PNdl7qkqrq/CUZnQk5OWXxUys3Kj3HBHx8657xXcPcIDhlS+n3+v+fbNxaHMcHqj6bkik5/m7r2s+f3eTpw7WsaTN1LCg5SZUPU3NE1RckYvdu47pc2fg9pwk73Vnkdux4zSCm8GN54S4Th/HCfC9LhW/yy0PWLzjA6M8daAFvgF3wzLg9lM+ea5NnktYFGmJ1qZH38VI9WZ+i4WFXdqHLTkXFMg4w4Qz/4KyQdcZgJ3/9xytw+y7ZxDUInUnzgc3iSkEi8iuB16beYE6n7pKqXMRpAzkhSqWIooU3cCY+2bzCpUDPBW+1Em+51n0yM1zblkDf/QfFnjHBzW33CeIESzhmWkponQiZpPYtGdv+jcMaKoIkEKm2pYSSymkdABBGCiqSz6bJrv8l3/V4ZWXH+dz9/p8bvsYUeCyQjiMNkfar3vp5X/vuj7/9jlwrJ7jcT7wv/8Xv/K2ax5Zt6r+C/v2HWt6Xp9P3JHwlzeP0Ws3WD0sWd3SjFQ0NQ+qKbh9T+K7Cs9V+K7EdwWem4Lb1XhunAI9ydOS/OaGuI5JTSpuj2qlw833Wbzrz0fYcbAFfgXXsmlamrqt8W3TgfHsgn7r2qRdmvQks00HR0nTn+/0JQuBpBMJwoGN/eU6KOWc20xkC8k60zkwJ1FJ0m65vJ04XZnptAKVIp0ZOHlEqRArb/aXnS/OoJNuWcvtEtNtKAFhaNHuOix1bLp9sxIYRSKX6dClNiFpLl4kOqZ+SBLBipGYizb3OHBcs3u/hRaSSCg0Mp8t5FlK/scZzvK8nVoo3ZLWCf1Q0ek5zC36tLsVpoZtrj23i2X1OHDMY7LlsPKsS489fWDhZy+7+JLwuXD8nBEcwG+eh3TmUe7D/NXtku2PjrBhxGWioal45qxLtCaJNUIaUPlOyi1xJV4Kbt81kdtzY1y7iNxZvu3ZodkAcQI8p4/vmsj9xfssfvNDIzx5oJmDu2Fr6pYBt6tSUFuFpHPGd8n0yrOCUGPWqHYcizjVlmglkZbEk1BJPTuV1LknZPElMNAJGeyUiBLoTj9Bcl5GqW4rR7AB++o0XcluiQaZ9bMz2z6WvbZlV5VceVeZpW9bGYtyx4pSwcoKe4/UmZ63yeSQM+Ux29JEcZJPGgtr8VLen2YbAtiyusMfvG0BgC/eZ+QjlvBMK1DotHZI0t53unKWT2GT/H2YeURafEuZDnwM9TdOU0rb0hw5WWV8qM6rLpujZs/z+L4mV128keGhxreD8LcHuO2t6U/PPvWLi9GqTx09HlQvWOMwXJcpd9vk2vOLMdNzEUKQ0l4Vnmcit+9ilpfdBL+0iW9y7yhNS4yMhJMWlZ7bw/c63PqgxTs/OMKOA03wqgPgLovwu5aZdDlWJq6fkrlSWoBhLio8V7Blbci1l03Tj+d5/+eaHJ2rE7suIA2BPwFLZpM2zlAYFbp8Mt0LkPmXU/pTln5e1l3IQV7CdpIO/zJJQJGIdKeSXGB+uT1IudtRphMrYXg7topwnICa3+PkfMD7P9eg1/PwtKDqY6T5bEN+cm0jturaJfcILUh0PFjUZi84Dc9bVnd5zy8ukCSCLz0AsRC0MZ9nob5lto90CvKMcqtLrg/mGVTqfJ1+ZlJwahbmFhNsW1L1FIdP2Iw0fVa0lhi5fEV7qCZ+cd3qFX2+zfFtAa6TU8m6desedJwXL8yf/ES1VYvNlkisGG1FrJpY5P4nY/YeqTBUlzgpwCuuoOJB1TPA9t0Y143xnRjHMQMc187+DHGcADftc3tOly8/pPj1PxvhqYMpuO3TwZ2lJRm4DbCNbYqbuks4Kc+84pne/aoxzea1iomRiFVjx/j1D8YcWxii57m4icDJo82Zo2T2w0AakbcLyVMYKQRKiNKictaIzwBugCp0ant9ht57IgyFJMmjaEGhHfhlWQIgQJSWsG0rour1mFns8q6/bHLzvSuYaLpsWxEyOaJpVG2zH+uaDoZrp+PzfNq4/EQ6EzMMNq3q8j/fPo/WcPtDZltoCc+0ILUk0UkuZxGnLERjbAsJSdHnEWYbyFICz9EMV0Oe3Nfh/ictVo1YjDRkWjfB+HCDt/zc9QsrptY8OD09cwae5HcJ8MmJCSzLPrU488wbtpy96c6bv3q/vWa0xUVb+gw3ZznRXmD7jmGSCCwlcW2Fn4HbT6h6MRXX7HNm+baTLqQ6mXuWE+BaAW4K7jsfU/yn/zPKrsNN8NPIbZXSEquUlpTA7dqDHHPHMRRc3xXUK5pm1byGMLSIIp/rL+lx/QULfPKOCpFt05cKf2CxtwB3hk+Z5s/lnnaWc5v7xoY6E49czk0x0VoX3ZO0paYzolYaxoXItMCNdPHAkkEaFYt0pRCwz/riZkvGfLZ3fsvmaw8OEUsPT2l6gWapkyBliNYWsVa5nUiSjs+TJCNuiYE16TNd0TSCjVMd/viX5vmPfyq489GEmISO9omRRIkkSnR6M8V9nEpbxBp0kpCpYAkhsJUiTJderjqvzVNHNXtnGrR7DhdthrHhGUZXXBeemkvesGlz85RlVb8dhL9DimI7PLlzL/X6+sPVVvDseGv/ls1r5hkdnudjt4d85eExpmou68cFFV9R8QVVX1PzNdVKTNWLqHgRvpNuxzspqDPilB1iW2aQ47o9vvqw4lffP8rTh0zO7VjPHbmzYjJLSXKQO2a4lIG76mkqnsZ3YxzbRIx+YDE6ZPGzL+3wuXv7dGOfyDJfdN5FGbh8Lova5UFQXpAa4llmAjDg35OCMc773HpApDI3eCI1a82eI416xjpnkJsywLsVOr2yFEvYthXT6cX89W11jnd9WjXTnQljoy9i90CIOEVpqTTU2Uh9cFKqsc68NpG+mLOmuvyfX53jl9+fcMfDxrakh0ekLfqJpBJr/FjjRsY924sM8zSbS2QftFFykMwu2KxbWed//eIpbv/mSf7mSyPs2OfwwtGVPO/ys59ds3bq8NLcXupDZ/3jAW6eVHH8wIP7x1vNt77iRWfdNX38Nj613eHex4Y5q2WxckQy0rJp1hSNKjSqCbVKTM2PqPpGJ8V0R0Ic2wDcfAHGYdjz+lhWnzsesQ24DzfRKbibyyL3dwS3XYDbc0TatSlIXJZlpCY0pmugpEboCHSSesmcIe8uAS7LDbOInXdJsg5KJv+btSlLV/dsGwZdXKLzQktmfu/mGSUmRYkFqfeNAbo6g9JsecxkomCWj8dokRAmClC5x2UUQz8EJ8ysF+P0vaUg12UAy4FZ0unwHqzG169o875fXuCX3wd3PJyQRDGR67EobXqJxI0kjtRUbIzmSZwYenWiU+/P7PM2S7mxrhEEiuvOnqPbWeDW+xxC+yIOHOGtDz/+0P5X3HDOd4TvdwT4ti1r0MkCiPrRnTs62z992+S1DzyesHXSZmrM8FNqvqDiQ81PqFdi6pUwFQcKaFT7VP0ejt1P5dtiU2XrBNeJODwXc+/jDu/+8AhPH2qgfR/bcqinrcBvn3MvB7fhmOdT04ytaCcp7TbJnSRyApJOQJtscCA1GRg/i4EIXrYgz6O2HLTfyPvw6VPImNSISRNGhZiNEMYnJ1ESKwdRMarPUpUkyf59qdjMeCZ5BDQIyeQ04tLZaTbsSSeGmiCk2KYRmVKAKjg0JZDr0oBr8OKmi/okJVhtWNnjfb+8wLs/EnP/tyIOzMZo2yLQFkHKR59RFlUlqXuKYT8hjE0KE6ddlyjW9HqKpbZkdqHCqnGHKze3GWu5bDp3w/brnve8o7MLHfz6t09PvrsIDgjZ4P4H7ttTqYy9/9ytF18bth/grFUWK8cSqn6fds+Mfyue0cSoV/vUKz3GhtpEcZd2v8/XHpPsPiRZMaJ52RU9Vk5E7DmieM9Hatx0X4OTi1W0V8FSTp5zZ6JAzwnu0zjmqjQ1NfwGJ90Qsq1CGD+3SCl9XeVp4UCUKvWvB3rRqWNv2calsG4prDoy84AwTt14Y00/iIli82QmZ9dYWqepgplOiSQ1dUpvVtZJScqj+9OHPnm3Rgy+j1ibHDhMzBZOGEEYZjrrpdYmMn+/xe+QyxOT9LnKNuDmM+10YONUl/f/2gI33x/w3o/E7D7ksHIy4iVX9hkf1uw86PHQU1UWehWWZlzGGoIoSfJIHkaamYWYpb7pnkwdk0yNWlx62UWsmhh6/44nH9iz7dwrvhvofncAB2iNrqFSqT949tbejQtLp15bV08QELMw71Cz61Q8Sb0a0qz2adU7DDUWeOpAn8/dbbNr3wiPHvA5fMKiVQm47d5Zrr54iQefcPjcHQ162gffR1kONQtqac5tPO/PAO5yepL5cNoqpeRSAnYB7tzOO1XCKuyriwJvYC2t3PvOxuC5W29BtipSk8xwKxWPtAozAJWaCAgER05GzC1GgCgWQixRtM5IeRpCEKUnk9KZVfWgRni2RFBs/ohl9YM2ssc6IdKphne2ahZpAsvwubNILvLCWOZnSt4/EQP+DwXAS59i5ognRMJYM+ZnXtqh4iQ88LjD8y4OeMH5goanOHAi5KkDi+w4YPG57UN8c+8Q/VgRlwpO3xOMjPWIwh4zS5pLzt/MqlVbbty4cfWDYW/pu4Xtdw/wLWdNsTh/dP+qqy7/lUeeeFQ9sst61e79mpFqhavPtdm8JqBZ6zE2tMTY0BxffjjhPZ8Y4fGDTZR2qHqC1SMwvRDz+N4el53X5uhRm15oQc1BKAdfCWpWko/fPZsUpKVuyUB6Yshcds4zT/9+5uxmny7vLNPFZZnJNqezN0lG9yzAXV6qLheVqjSlVFLk7gVGHoP8xHJSQpnnJLRqAZ4fcPtjNvMzilY1MUsflsBJgWr4HGWLFpGnJnEpRclTlnycXqLYZtPHfCJpfPyixFxFokSkMmja7FLKsvFukk5QCxH/nBMoDKGqzOkWQuURQYpCzlrJmE4npt6MWLEixt6lOW+dRukh9h+tYauEq7b2ueqcLteed4Lf/XiP2x8aI4pcNAmODasnFFecbzHc7HBs1mFivHFTa+KqX9n9zJEDmzeu/sEDHKDeXMGXvvqNA+eefeET33zy5Kt8eYRz1/usX9FnfLjN+NAinWCe//15ySfvnGD/wSaTVcFwNaHumUUIZz285gUxP/n8kLDf5+F9DRYTB1vJnFuSRe5CJKgAtW0bN2XbFlglQpedigkZm/A0equyGH9hEpvLvVnpOE9LA1zKkhF6Wd4tShTaoqhUqXTYcnAbQplRPq35EStGl4jkPCfaQ5ycayBFTDXR6NIGeF4gyoRYZuw/iFPWXeamkOuBDzAQxbJbuvAbJ6BjYq0JtCBMst1ZA3IVG2HZUCbmvUXkU8Uyl8DcLe12UrraURiDSZFgKRvXCZlfUHz57gofuHGM49Pw6ivr+I6L68RU/ZBWvcvGySXe/bNtzl4T8Pm7xzk0XyPRhnLQqLqct3GYS7ZNsGLdZU8k3e0HNm+87nuB7PcGcICh4XFaI5PvueHqQ2clS8EbHesIkexSqSzR7vf4g0+4fPaeCaqez/oRzXAlMd2VimSoYbNhFVy4rolldbjivB4rbtUsnrLwlcBXSZqSmBzaK3VL3HwrKJtUSpx8YyjTXNHpNn7ZBKsAee5+rGJinXD4lCJKjAh+JkdWHr0LwQCPpAB62v8WhX1iZmqbWSdmkbvixlR9I3nnLfVIooiFnmCxL3IJ6GLUnqQdFUksE6I0t08yPZI8ijOQqiRJoRee/RknEqUkU2PG2TlJYoLEIopFGs3BjotlcRWDDDNdkiTlkqsSPSHrhsuUAiuLXL/EkZFSY0cxaMXxWYsHH/fp9ps8vMuiKi02rLQZbmqatYh216bddZhsOfz2z8xzwYYjvPuvVzAdeUw4MY/vF7TDCabWn//3F67c+h7i498rXL93gF950Wbu/cZX51evPO8tde5c+b6/i6559kiLt79GEcQh//D1cUZbPlO1hOEaNKvCbALVbcZbkvHhkERb9Ps2QRgQYyGVpKKK6J3ZhQ8McKwyDVfgWCoHvJ3m3RnI7QH3Cb3M3tts5s+0E/7+KzWCrg01UUTv0yJ3edlADE4rM+/GknWiZenUXz0puDYpFUHJCJKIbqTphBLXSnL3MZWbL2minEClTRTXpTRFUxqlDxpS5V2VRBDFimpN8qYX97jzwZCj3ZjAtggSQZgOXcIYrNiYtcoofa9RUpzYy6J1ketLk/qkxacxIzBycEol2MomjC0EykyWbSO6dGo2wrUkvcCi2zdmCv1QGdua2OL115zklgcW6Xdd/v0rIw5Oh9z2cPSNqcmz33LLrQ93XvHyF//wAQ5w1TUvYsdT93eS5GeCmnsLr758nlVjmi8+Ume06bOulTBUxay3VS2adYuhhmCsFdOqG/nlIIz4/HafZ05VaFYEVSvd8LGzjZ+MEZh1Sko5t1Xa9bSWgbtsAZ0azpaZdZlAfqA13SCz7pb5cvJyf56Mb5JF8gEj3FLPW+UeoSaKZ8VtNtSyrAgpYgQJQazpxoJqZNKqzFIvinTu6ptP+2JNkkXxROSjbp0wyBvJ7ieFfz2JxLdiXBmBjgkTCEopSpzKfESRKBynpcjbjAWtNTV5LLUk9UC6ovJBk5IWloppdx1WDEtecW2Xr++MWOy5zLUTXCdECwhjA+wwSr2ZQnOybJ7sc/v9mpu3N3neRZXwN972kidnO9P/KHD/owEOMD5+DlonD7zyxSeuOnn0i/59TwXcef8Y560wCg71qqJRs2jWLIbqMNSIGWkFDNV7DDXaLPYC9p8YRgiPuqOpZKtsts5BXR6/l/VUrEwdy1pmF16yK7SX5d159E49M3fuVuzY64GjkKlm4XPZBw7k3uXhjsxs8UpGuJlgkUpSWxdzkzJJ5/NmqBTEgiA2BV+UmM6GAbVIQZ0NQNLH0ug9AOwc3OSpSpyuoyWJJAgszl4fsnlTjwMPh8RJQj9RhIkoRXDjQqzirK+fWXIPyj+UbR0LlqEsBvj5Z5V5oro0qx7rx3uMVNrMtF2GfIFtGRH7ONbEsUUYKcJI0g8lix2HF13YYX6pw1Jb4dQu33Xy+Mx/WLVm4h8L0388wEdH6kRh57euuOpq/Xvv2/FrM0cPeNdsVRyfjVFC0WrY6ZIyDDdihhoBI80eo602c0ttPniTz327hhjyJQ07oZLyu31HFNHbKaJ2JjthlhpE6o842I6zrMLG8Lmit6Vi4iTm4Z0ux04aKVxLiDyCZ7l4PoYvpScqi+iyZDGd9bvTnreVpha5paIqDGqLHbUk5WikkTRtAUaxsbc2WzUUQI8hUWmaooscPMnBLomTpLSgIFNOtcXEmObSrX22fzOkm8T0E0WQgttRqfxaorES00Is1x+itIVTFK5lH1OKlIWiOJep3N7cUoVLNob8yhtO8SefczmyWMOSMZCgdUSSaKLYIooVibZZbCecmK2yeVJx4QWTvXMvefFNll3RzcZ3Hug81/Hdq7Wf6eywK8k/3HjPu8/fuPa9P3HdZNBLFplZ1DTrDqMti5GmZrQVMdoKGG12mRheYqgxy60PwF/cNE4S+4z4CTVXU3G1WY5IAe65It0ISt3Xci1D48Ds2GVwk6cHOdhUAfLCy97Ivs0sJHzhXh/tWgihUq1CTXmx16QnYqCDImRRXMr8/1HKoQsHZ0sVEs+mJZlFRIOKSGfEo/TPuNwO1GnPO43gWhdtwiTriRfRO4vmcSLzm0lTFEnP4lVX9Wi1AohDwkTTT0y7MHve7GSKk1LaEmvC2MgiB2FCGJo/+2FCP4BeAN1A0Ask3UDS7ct0692i27Pp9BwW2j5CVHnbK/q89qoTnOr0ODivOLUI0wsJMwsRM/Mh03MRcwsw0uxh2yc4OLsyiPSW984cvv/dzUY1+b4w+v38Y4DXXLcUjK9v/eEtNw0FR6dP/e6mVchLtgaEsYWtBKOtgJFmh9GhJcJ4nj/6lOTz94wgVI2JGrQ8Tc3ThmKbA1ympKlCKMi2RD5IMcA1oMykmY1IZ3p5HNhyGXRAtlRErGH3EReUjRSGH2GlGirFVK+8uFBMMmVpyJNZmGepSgH04vkzddRMj9sA3AxeYp1SSGOILUpU0gy4JXqpFsui9mAvvJy2ZMvFcWJ8RzdOdbFECDoiSRKCRBGlk804JXRFKZ1ASaMnLmPyYViiE7ORr42uoEkvZPE6U7/OLKKXh2VSaMak5i0vaTPSOMxffGmSvbMVgticxBDT7iXsPyGJE4fzNzeT6sLQ797y0PgfN/3p4PvF5/cN8Imzfpqbb7m1i33BjT/3+uZ/nz1xBwdOKupOnfVTCWsmF2g15umHS/zxpzw+fvs4WtZY0YQh3/THa54oRW+J66gBebdsgFOYg6YOy1LnBZ4BcSa3W4A774Gn+beQIXc+6hBERnlWSZl6ZOqBHDQHtmTZeD6VisimjGrZ6lgqKV3IOCSn0QIMaLJ0IxWmzIrKpJhaxst4KGX54iRvB2b5eanIzLbiY0WcWNiW4IUXdfnkV2pEpTTFS8Syq4N5Thmbz8AsKmsSaR5XsSCSaRqV6DQ1kqXOjsz78gOqBQhWjQp+7XULDNcP8T8+OcGemRqLPYWSsHaFwKu0uW+nZt2m6/WLrl5946WLve7lV73h+4Xn9w9wgAvOWcPk2Krdew+ot995qvfnT+x+Qr74Es3Y8Az7pxf58qMBn7xjiB0HhnAdj7GKpuWXdjm9bNUtU5xVpSIzm05q42cuBwUzTYqgkSrjQherW4XVdyGUH6mYr32zTr9rI3yjYejIZZE7i8rLi8t0Y6eYZmZ/X1MsPOjBW6Z5LUtyCiX2YnYb6HFnbMMsTdF6WWTPAD+YouTRO5HEiYngUayoVRXXX9Tj07dFRDoiTuy00MzAXfj8JIlZtIhTXfEkKViRMjc2SEf+doKTPk8cZ8+tiBIjnjmQPsWCVt3ijdctcuGGw/zNHVWe2t/g2HyVka7Hlee5vOqG8xO/cdbbner5u+344A8Cmj8YgK9edw533b8zuPbyqz+8/f5DlZdcNfoni+3dfPRWeOyZCQ7MGIHEiYpKc26oupqqJ6l4wmyWOBLXVQMyE45NqlUIjpVgWQbMkG2hi2KbnEJ7UOWj7qLAUyrBsyOeeEbx4E6PRNkIqU5LT3JQp9s6qsw7yaO4GCxCMwbfALCTvN2W814GuhJpPq015eHN8vs6A7wuAK4HIns5kmcLxKV8PFbEkcUlWwM2b+zy2N4KsaUJEmn8d9LFgzhZLl1h0iK0MXpNdJLyTVLn4VgTxZIkTovhVIoiikhlKSBOrLRtabaGgsiiWbU5d+08v/6GiMMnYr61d56HdnTZc3QTGzY1//Pzrrziw0F7R7x+/bbvFYY/PIADXHfFVnqdI/Fbfvalzzy1s7H4px+erR87EvP6qwSBdYoPfd5lZS2h4pqetWcLqr6g6isq6Ra+6XeTDnk0Tq46a/jctmXAEydGJCaI0nkDGSGoGNbkdidS5x0UYUXsOmBx+LCHtiwsKQuPzCzlKa+fDeTdYlk/vPz3Tecgd4oo6ZIUeiXlWsnMAmNKkhFZFC1Hal20CsvAH0xVimheVq1K4tThOFGEkc2qFX22runxrT3ZVFMSJdn0s9B3X34kic7Zh4k2781Whg7h2kVBHCcJYawIQkEQSYJQEsUiVcyCMDJObJ2uQxBr/uwLFioa5eptfV5ylUN9xZWLZ517xTO7952IN/+AwP0DBTiA63s89nj3pqkVV/+HN73S/dP9u+8crvoHuOl+i7VDsG5MYSnN7KJxUa75inrVouorozmeRmgr82B0E3zH7HR6bmZFZ2ilMwsOvb5NnIDSaWTPAqUopwsZPyIiDGI+f3edjnYQ0sIppSfLgV14ZpZpsqVoXhpP52YAeQSHsh2HoFR5pYhOtE5tQJa1/kp7oUWPO42oGfh1sfmelKJ2OQ8v+uGKOFb4tuLV1/T4zN0BSRIRazstdAdFkLLPL5vSRgh6Xc3Mkpll2sose3uOMK3J9MSMY2lE8KXACgR9x6RHWsvUoVpz5KTEUg5rQzh3/Tw33rmEkhO88XXXz1x22aW/quTiTftP1r5H1P0TAlyIYQD6vcWPX3ft1dau0f57/vSvFsb27g+5ZKPLeRsT5tpt7njQplEx4B5qSBpVIyshJUSRAGHIUhU3oeJFVP2Qqh9Qr5jtnyPTFt1giLklF5V6bSolli0rpIWfMNHbtiKOzgge2ukRYSGlwhElYfxl3RMxAOSyxuDylKVIa5Qsrhoiu2U6EMsWwDQmBYh1OVoXYEvyjsrpEXyw6BQDoI8HbgZkUWyBtrh0S58VQwEHTkVEdkKY0QBKm0wZuC1LpB7xgl4ck/QDDk1beFIx5CfUYvOasguTthKITF9fCnBtSRBqQFH1JUONHk/sj5lf8Dl/scpFW2J+/jUKVX/eyXPPv+o35pfCj48MT/1Awf0DB3h2uF6dnQfmPmoPXyPXrZr+g2H18Nh5GwOkPc/tj2mCyKFaUQw1JBPDCePDAUO1PifmHGbmXcBEcM+JqVVC6pU+Q402teo8n9lu8dnto6xrScZb0KpLpEhwbFGKQoYwZFiD6Y6iF/LFB1xmFkx70JISV+qipbg8PZGi1CLMfj7TlHNZQVkqLMsOcQMLA2mEzoyclqcby6N5HtWTM/z/7LHUFSHLvY1Em8oLzii2GGkEvOqKNn/22QaJmxBqK09RiiBlPgPHEvieRatucd7mLlOTM3zmHs1n7xqmE3lMJGYrS6YcGkuZ83eunXByHoaqmrHQvO+6r1g9nnDJthk+/40aD+yo0uvX+VevOP/ktksvexcsflSI8R8GFH84AAfYuqbFjTfe9OFt6+pxd3T0jx7b/fTwkwcFj+6qcs0mi9GWxcRwzFkrO1T9eZ49EXD3Y6NM1F1GW4Yb4bkxVS9gqNGm1Zjl776u+IO/m0T0KrirwbdjIzDkFP1YKHG5ZYJMR+ZLnYT7drgs9VyEk1pxZCL5AylKoWhV9L+LQY9c1i3J24h5qlK2P0xKHZSyzIO5ZRbZ5ZsugVaXi8y8oyLyfDnvh2uRd1TiOOtgpAqysSJKeR++r7jinD5/dWufpbhClFi5FEPZWymznvEcSb0qWDWq2LbGZ+uqaWyO8cmvTaDxkSKzejeCqyNNi22bF9i+o8/+o1WWehboENcVjMz6XH2exLXneGJ3n1Btmzm1NPaOu7c//LFrrnvpDwuGPzyAA7z2ta9i/8Fn/6bf3/LOZ098cbh+4inWjjisnbRYNZGwcVWbkaFTfPhW2P54g4ay8DZqhhsCy9J4bkSt0qPiL/A3dwje8/dTxL0qm8diqr4BcybDUBZ4LxeYSiZ4XsgTeyU7dvlEOFhK4avU3mRAsPMMKlWyDPTTWYYDEmrLOymZ9SGFEGYO8rw7UW7RlbsqxWO5T32pu1E8XtBpY120CqNYEiUG3FFkEUQ2bmKxbXOfzWt6PLInJnI0UWn0XtZYya5iAljqKg6eqLNuRcy73jSNUsf45NdXMtt3qTgxNc/ULa26xXnrHS7fNsf2HW0+dvMosXZQKsRzHKZGm8zOLnLB2RsXO/HEf9x9YPrv3vpvf/aHCcEfLsABJlasj6Io+oUNa9esn1/q/+XqxjHvoq0Rk8N9RodO8FdflXzhGyMMuTYrV0tcV2JbGs+JqHgB48NL3L0j4v3/sILuUpX1Iwk13xjIKpVtnixTVZVlxdQIKSK+ucfmyIwPysZVAk8mRo1WngHc2eZ8rk5ViGsOgv7MvW+Vtwgzz5plOXi6V5akIB/Iw09LV3SeRmT3z5iiJIIkFkRKoBKJirVh6SmFpUyKEkUOK4dCLtzU5ZE9AVHiEiSySJWygpbiZIpi6PUlSx2LEzNVVk+E/JefnOXQiVPc/dgKGo6gERrZt25fc+RkhXPWj/C6q2YIw2n+5rZh5GGXhU6fKHK4/OLNPWGv/XcymPyMkkvf1xj+xwLgniX0r/7eJ+++8cHx+/7gp8e6DSv8xP4DR72VE10+eafNbfe0WN2wmRwSDDcs6hVB1Y+o+SHD9Q6nFjr81VcbHF9osLqhafoJFVfiO2Yf00rH5UWqQO6rKaVRz5pdSLjlG3VOdDyUZ1GRRtcwsxfPiFJZ52BAmJ5i8aE82czSkkx0XonTgV5wUbJiM/tUsmGPzjsZcQmw8UCrsEhVdCltWS61nBWscSyII0Es0ygeKQPy0KIf2DSqildc3eNzd/eY7VeI7FQxalkRa8hfmiDUdPuCpY6F5zqcmqsyNhzw5hctsuNglZPtJk1P0+lpljox0/MWzxyqMTlq8YrL5gnDRW6/X1GvQtda1+uL4Te//lXRjfOHDsSt1W/7YcPvudVlf5DHfXd8hqdveZ6+4nnBzn37xnZZtnjF7Q/P2dsfbrBlhcu6STPBHG5YjA/BxEif8aE2U2Mz/NlNFh//yiRjvs1EPaFVEzSqinrFolpRZgrq6lTgs1gycJ0Qzw0Zqrf5zF2SD988RCepU3UtGramalMsNKfCnVmqYlmFxomtJJYl8+XgnHee7X6mloeOZaQpcnc4K8a2MwHMCMcNOToDX9zuc2TaNaQaaWMJkRa7Ge1WpPSDbKEi/TmVpVBK5jz07ORWcvCqUpyExTZS1qt37JiVowEHj0oe3VVDuRa+Ai/j1GfGYakUhlISJYvnlNKwObet7xKHXb7ySBXHttM9WoHjGIv3I6cs2h2PizYlCKvP+IrzOGfjup9/00/2/qFTqSSv/omf+6eA3g8/gmfH+Fn/D1+6+e/0H3zuG5/6dzdcZIWx+PPNK041r7kgYmapx579Vaq+YLgZMD7cYWJkjrt3RNzy0AoqymW0mlD3oeYbKQHfMzJxnl3QZcvdDCU1toqIopjDp2zakYuybCqKQlM8J28VhaWQorSmRYk5NKhuVVh/Z3bm5ZsR1Ck6LHEuDl9c/xO0Tgh1ys/O2IU6KY3tdR6ddd4f1+hEFL8qWyXTxWQzigQyXcMz+tuKILSwLJsgcHCsPlNjfYTVJ4zdnB+etx9TFmE/FFj92OzBdkUqy+Hg2j6+1+DFl85z95PTPLxzHFdZVLyYZj1Gjgr2Hu/xyG7FCy5ocu2FrVNnnfvS2VWrt+ybXgj1SMP5nrDz/RzfF132ez1e/so38a+vuZinj0z97fDEtl9+9U9cOh3ZDvc8aSaZE8MRqycWadSm+caOPr/1kQn2HmgxVde0Kpp6RVKvKGpVi3pVUvU1vmemnJk+dqGdnVD1I545CrffV6Xb96k4IneEyPY+XUvglMV6xDLdmwzs2Zb5si37HNQDixVl6/E4HduX6LLEoM36WpBo+qleSZR1QXTGEc/G9fo0S8HyUYgAFQVmEEr6geGE9wOLILQJAptu38V1bV5yZZ+zp7oE/aRU7IqcvhtGml6Q0OnFLLVjFtqwsKRYaFvMLzlMz1XZNFXld39+kevOP8l8v8/+U3ByLqbbg0s395lY4TA8ddH05Rdt/M9bT23dbDvc7Tj2PyXk/ukieHb8+59/i/lS9Im/Bsu68Usjf3ju+u1jruqxYqzN7qML3PM1i1semGJmvsaKOrT8hJovDLgrVur0llDzM3BTclTL2IQxEPLsMcHheR9h21Qt0sUK46rsOYYWkDk2Z2DOOxYJp/WIB7S48+cqRW5lXJlVujmkpJGow4vRjoQQ6CfghSAsksQyPvAxuErnSxCJVWoJlgZAZfeJfMEgvRUtxqwfLnI+iZQJSlrYtk2v5zLRCFm/osuOoxFBrIxsXcYE1BBEECeZtJp5XCmFbStc28ZzXU7N1Vg3ofn9t7W55cGQe55scvhUnYlT4FUm+Levu+ZkY/yady7o8K/HrgKe0wXpXxDAC7CMo/XSR1778mvFeEP8wc4n7hh7cHebL95T59RCBREKVlSh7iZUXKh5knrVolWXDDcShhoRrVqAbWkWOzZRZFpkpOtWthUDEfc+4fDMoRq1pqJqFa4QfmYhbps8V2uz2ZIkIBKjC5icIWIKwUAvXKXFpFKDzgq2ZezGfa9PIkOe3GOx81mbs88K6cRdnjmi6cfGqawvPboxeLEgUqW1tbgM7lRUvrQiVhTVmYOzKU4zLyIlDX8bLfIT0QliljouG6c6XHlel1sfDQljN11a1nn6FYSw2BXYlqZVjUkSnebfFp5j4Xs2nusAdSxV42UXCS7eEPD3dy4SqxWcd+ELTq5ad827NPojY8M/2PH7PwuAG7DUmJntfHjrOVdFzQZ/8mefuGdo2+p5wiBhzxHNwWmz3+lYhpTVqCmGG5rRVsiK0Q7DzXnu3+lw/OQok0MSS5n8VAqNY8UcOAGPPO2D7VC1TfT2bPCdzG7FDDMsJeiHELRj+mGSpyi2Sslcubzvstw744PnG0QG2I4d4ljGY+jEXMRf3FLjq3d7NDzNL71lkbc6i3z1bp+/vKXJkVmIpaIjHfwY3LigsRZ62kUePsC3ESk/3jLFo5TQDxSdtqQfmvoijFPb7jSNci0bx7HpBy6XbOpz1kSXA9PVlEhliu2qbybMRxba3L/TZbxnESexkTe2JFVP0qoppNBUvJhDJyo8vb9OGIW87IoaztCLZq++4opfd2z+Slj+jxJiP1qAAwwPVegHvY9Prb585vzNsxtsN3jvIw/fZ0+MJNiViBMzFkLY1ColcI+0WTE6zd07Qz5xe501LYFvy3z4I4XGcUIOntI8vKeGZ1tF9HY0lVQUv+pLqr6F70mqXsBjz8YcmTEnlcB0C5KkEMQvUoLB/DtbcrYt46xgWyEVv8vJ+Zh3/sUQn/pKg/6S4rKtS4w1Ey7bnHDZhi7rV0X85ocSjswpQiHpSAs/Frhxum1TYg6W24NQXElsZdiWtUqE70Y8e1Sy62CFanoC1yIFWqSv0zLGA4FDt+9y/oYu60e77D4WG30YTLrWqFhsXgsvnJynp7vc9+RQqh0TY9sh9YqD1mBZXXYdipidC5mZX+S8Cy4Ph+qVd1x4+aXPKNv5orD+6YrJ5zp+5AAHcB0vufWep2/adOnLnXBuZ4dEfGDh5P1i46ppecu9FebmHIYbksmRkKmxNlPjczyxv8f//NsxKvi4o0Y1FTC8bzdiqRtx+4Mecx0jS1GxM1dls+9Z8aTJ5+uK4UbCOes77Dja5cBsnamGwJY6dT0oXDsG1WXLkTvJt+dtO6Ti9Ti1EPGf/3yYz20fJbIr0BBoD6KlLkuzijDWvP66HkrM8Y4PWhxdtOgqRTcWuLHAzXjWpW2bJClE6DM6gmVpXCemUQkYG57n8UNw71MW562GZt1GJxZSCCylUq0WCze06PQcWk2L6y/v8OCzAd2wQpSY36wU9EObVqXGu954lHd+VLLjmWEj6SYjar6i04ftj1vcdI/iss315IbrLtSbN238pZXrzvqY7u0LpHXBjxpWwD9xF+XbHS+7ejON5HCwYnT846tWrjtnaur831kKNyKBFSOKdVMRZ03NsX7VMZAL3PKgw4npGhNNqHgilUyL8ZwQz+0TxAG7D3royKXqpK1B2/DQjQuFol5RDNUSxlshY60eV507j3AjlvqCIJVzyNwUBvwwlS5Fb51KVJj0pOIGTC+E/PoHGtx41xhYdcbrFuuHFCP1JsenV3HoxBgzcy26vTr/6lp479unmWi2CYKYbiwIczkJcm2UYiFB54VvVgM4VkLFD+lHXe7bGXNyQTM9H7OwFLHUjWn3BJ2+pBso+oEiCCx6gY0lHbasCqlbXZYCTTcSBJFpEba7mpOzHhNNn1dcvgSyx+6TPZ45kXDgeMjhE9DtCq44dyXbtm77ndWrN5wzPLry4zMn5wPp/3iAG36MAA5w+cXncOG567unTs4+ff2lL/jDA7Pn/O7kiovibRs0K8fmeHBPh/f9wwjPHh5BYDFSEzSrklpFUq/ENCpG767itXlgp+BrT9bxKtLwTiydS1G4mZeQD7VKQr0a4DkB29b3qPox/VQUJ8t58/agLFITq6TBYui4MbZlbBC/8bjijgdbhKrCsC+Z9DUbxhLWtByOHB/mwNEmc0tVFtpVgrDC9ZdGPP/8BXTYpxdrerGxOMwFevLFY52nKvkXKEwd4NgxnX7CU/skvQgWutDuGpeHTl/TCwT9vjQADxVBZLHQdrlqW8wl58wThj1OLQkWurDUTVjqaOYXLWYXK0gt2TQh+U+vizh36xL7ToQ8c0ywbct58c+8YsPvNoZe9Icz09NPV+obuiPjP7hlhR/E8U8yyfxej89+5m9pbnih/s1fedOdX7zpY+5iJ7l83+EF674nIiqqQaOW8Nm7FA3bZd2kzdSYZNV4n1UT82gxx60PRXzs1ho7DzSpVhyGXZ0vN9d8SbVi0agqmtWEoXrEcKPP5OgCH/iC5GuPNml5ioaXyli4MnWMSF0jnGJq6rmxWcbwInw3oOL1UbLDb3+0yqP7R6hWPMa8hJGqZrhuqAhVzzIOFRZGs1xqhuoB9Wqff7irSoyLpYShEshMDiOdqlqFFrprmy6Q7yVU3IiqHzA1vkSkI25/qEXLz4ZgpOKksthvTR0vHDtipNFjrNUhTCKOTtss9hwqtqbiSDzPolVPWDWxxON7Kqxo1ThnbZ+h5jAvfME1/XMvfs3/3Lz1mv86/P9eobdc+MYfNWzOePxY5OBnOn77V1+H1jMcOeL91uWXv0w2hzdedffjt8hrL1m8aq69z7LkGCuHLMaGFaOtmKmxJQ5OL/LHn27yzBGXFSMLrJyM6LZTvW5VyL+5tjTgcBN8L8ZzQ3y3j5AKhEqllMsSyiLvWGRb/IX+oTHUsqwI1w3YewxOzLmgHKoWpueeqnVJaSaG/UDSC1Q6gLGIIpvxZpdNkx12HqnStV16kcCzzLpYVNIsiZNis6fgo4hcukHGCUEQ0w4V3cCYTvWChH4o6YeCIDIrZWEsEUKw75hCSnjHT2meueYkf/TpiEMzDVrViNqs4vAJn8nxCpFe5NkT49E1lzTuffENr04mJrfcW6uJ39p3ZJH1U/UfNVye8/ixSlGWH0IMs3JlhUaj8a51w7tf8CfvPPcV55+/5dOR2JJsnKywfoXGc2FsqMfeE0v8/iebHDw8yg3nNnjvWzWXbuySxLqkXWgioElTNJ6b4Dkm+i12Q6aXlJGRyMhXatB/p8i5NbYV41iGzOXYYdrzDvjSAzZP7/WQUuaccyvllkiR9ttjs1MaplztKLY4e13CK6/sQC+iF2vakaCXAjKMIIpScZ5Y5+3DXF8wEcSRIo5thuqaerXPYk/QC6AfJPSDmCDQZl8yNDqAYaiwFTy8x+Udf76Grz14FuvGxvitn15k9dQiJ+ah3w/YtS9kZn6YF121MdlyznmffvjIta/47FePvqDeqL9LyNqPNbjhxziCLz/G1r2Rxdndi6tGvP94Ndv2NOsPndvvz772mT2HcN02f/1Vj1MnG1y4VnHuekUYGpmwajrYKV/mzdZ+mmY4Ec1an2/thUd2VnFTEn/mkmwpOSBwnzkDG6dmYz/upT6fUka06grPg04w2FLMpBd0vodZ7FFqLej2JLOLACFxFLIoHFwlcEJjT55H8vSWWfJFcTqajxRa21y6dYltZ7X51tM1evW0vx9q+mFCEMn87/cDi17fIYwjlPR4Yo9DqzrE+ZsEr7u2zYc+1yfRUB9ZS5vRG6+56rInKrUV74ui3uIF56z7UcPhuz7+2QAcoD60CeCU1t/6r5u33rB2x5OHaTT3vfbuHQ9hJT0uPiumWXUYG4po9wMWl3zOGhNUPcOxECI1ik2jd8Y89N2+4YSELp4yDEM7tSTJWITZQMWAO8G1Y3wvoFHtUPEXsVRAHGledFHIh1f3OLknKWn2pZbe6ZHr+pEx/RJ2HBDc/ohv9IyjRfqJxyldwZEC39aEtk6LTp0qwhpV2DAShKHhngShjaMUFRXQD2I6oUil1swtDE1PX0nNUsdi/9EmQ5WQih9wcj5kZsHm4acq9ALBa17gsmbVxZx11qYbk8raX21Hnf2XbZ78UUPgez7+WQE8O4Q4n+lT8/tXr1r167FofjywNv/K1Rc9cd2j3/oWJ0/FtBodHtqjmZutcf0FihNLMU/v14y1rNw703cMSKteSDcI+dqjHrNLDpNVnVJHZS60b1mikGVOBzqeG1LzO+w50uODN1c5e63Lv3tZn3UTmje/eIndB4x83cCYf9l9iUl1+mHI336lxoEjQ9RbEW/7iZNsWRPzv28a58DRIaqOSG33SrqBkTbgjgT9UNALFO2uzXDT4rqLuty9K2Cx7zMcJfRCTbcf0+0bmeNmrc3O/Qnf2jPECy6pc+GmDt980uPEjGau6xLoqcdfde3CfxtedYGzZtXWh6Mo3N9srfpRf+3/qOOfJcABRkabAHu01nvOO4cnFk4srKi2zvlQb/7pjTK6Xd1yX4U1ozbnbdA8frjHjn02nqsYH9KMDYWmf2zH1Cp9NAF7D1WJQ4uaq/FSVS07EyFKdVqysbytEjw3xLI6fGq7y999dSUvvSTmyk09Nq/pccMlM3z+nkUe3V1JiUrLOEa5VYnGUjEP7hJ88cEhhltVzl4VcuXmUV52xSzT89O89299OoFnRu4pwzCMMjFMA+4gNAVru2czOeKwYaqNJfss9nz6ocnhp+dihIiYGrWQKuLoXMhTz2rOWlnlJRcvcPeOmPE1V8TPv3LTM5+6bfebP3vP5Lf+6Hcu+lF/zd/38c8W4NmRXvqfPnh44emJFfFLa6vtlQu9bZ8+Z/MDjQ3N49VVEyfZNxvTqPisGBGMtBZIWKTXG2NCRSz129hJH2VLPAtqrnH4yqSbXUfgexrXMcxrrY31iGuHPLlf89nto5y9wmbE83h6fwPPWWTrujbnntXl/l2JmQ5mm2rZi07vmEFNxBN7bWZn6myZ0myZ9Jibr7DrgMNrrz7CF+5d4JlDnhG1FGbQEwSaropxApOa9AJBu6fwuw79wCEMO1S8DkI6hNql4kn6tJlejDl6qsLaRZdTbcHe4wHPHm3w6m2XtD/w7hctnJqTb9i2Zd3hC7Zt2295zR/1V/sDOf7ZAzw7Vq9soHW0H6442Dkxv+1tb/KvHG/Gf+kkj0W7Tzw1vHY8qm9Z2+Pw7Dy3bG/y+udLjs4EfPS2Bi+6yMOzBA0vZqhmMVQ3IpJSCDwXhhsRjpWw0LGw+kbYUsqY4wuKft9nciSh7ltEsaTdtekFHnEYpaP11CiTcoqScWbAUjHSEihbUfdMIbvYUZyY8dnarDLWDNh10ChkeelJt9hN6Eca11Yk2tBiZxYsk1t3Lbqhw+UbPV548Ty33tek6tf52RfCF+5b4OlDDutW+YyOji++6PptM9dft8mqjfDW8zesvy+Rrfkk1oll/Vg3176n41/OO8FYQAshkpbfnd26Yeq2er2xebz+oQ0vuP7f/d5rX3blkytX1R99cPdUb3y4ie/22XUoYv/hUXQ8zosvitm6KmJi2GbtSsGR2ZAgSqj5msnRNjOdOXbui5hbVESRpNODv7ypTsWW1DyB50lUKloZhraRcxaZ72XmJMyA5INRYU0IYoWjJJY0LcBOHwPUnsfbXtml5sfYCpo1i83rJLVWxJHZmHbXDGxWji2y90ifI6csdh30+PrDNUQ4xJrhFmet7LLUDQjjYV557VDPGxp9dGTyqiff+tP/9vfe8xuf2lCtNTa71VW37TvYnVVCJPa/IHDDv6AIXj5qjRVgNJc6e/ftw3Gs91qWeu+RxYvVS69rfqDi9DYPubuv2b7DUesnHBLd5qGnFGjFhlWSlSsW+PvtitWj0KpFuO4SD+ySnDoJU6NGXFKphMWOT90B35VUXInjaIQQ9AKLn7iyz00PREisvBsjhUitqk2rLkng2LTilvsqeI5JP8IwoduDTlfR6zvUfYWOY5RSeI5ky5qI1tASO/d5LLQdLJUwMTrH7mN1wsBm1bji3HU9HnlKc3y6xTUX+DzeWhdPrVv/jalx7+nhsfbbj58i9j2fY8f+WE9Orun8qL+vH+bxLxLg5WP9unVQpL9REs6+TVju0PTJC39/58GvOv2lE3Gl2bpYu2OXTI132LLmFPXGSRxrJY6lqVUiTizETM85VGyzCCCEZqkbEWsL34aKJ2nVYaQREMcwv+RyzloYqmusrjbS0I5CKeN72e0Lun1JEFos9RW79jmsahm5ilMLUK/GtHuKXt9CKkW9EpDg4tiCXt9moikYGw5Z6Mb0+pJ212LX0R6zM4ILttS45Nwh5nv1h5dC9cim8RXqrc+/PnD80d9Mov7stZtbP+qv5J/0+BcP8OWHtIcAZoF/D/DkjtuxFdfFFf2Spt17w9lrj2yZW5hhcmiOsWFFvXKKR54NmZ5psG48ZqFjYVshX/uWzaFpl81DUPUk40MhpxbaHJv2uXizR6vhIJBUPSOIM9SwkFLQDzRhqLGkZGzIxnIUVU8x2RRcsElwdLbPyXlBuysJY8HqMc11F3Z44qkajVpCN4hp1SQjzZCnpyO6YRWhhnjl9RtRNBlZ1dg1udr59FWO+2Ul9V3X3/CPcyf7l3L8/w7gy49t59wAcFe/O3sXsN2ylzb0Ds4krcZNyZbNk+vP2nL2OztiF6+V4zy08wjHZhY5cqrH1x+pctlZcPxkRM13aDV63PZIzLETivPOEoSxCxqG6pItawUrx3ocm5E8tkdwYjZm5aLF+LDF+JhCSRtbCc5dH9Ns9vnaAxaLbRtbdXl4R4XLNyQc2N+h5kkmx1x6+gJWr2yzdfNZjPhLf+i6h/b+wk++UAo1KptV9xngtvMuHPpRf7Q/Fsf/7wGeHa4/BHBb9nNn6SRC+q249+y9k/MJltsMm5Mbf22yKW9YORbwpqbg2NEHuHn7ImumbCq+g205jDQVklme3OMi4zatmkMsAk4t9WhVYw7PNah6fXqh5shJj5FWl82TdRaDkMWORa1aw3Jc5joOkXY4NDPB9dddRWvKYtWYYMVY7/Yde9SfbFzXszdtPJ9zNq6+q9Ptza2c+uGIV/5zP/4vwJ/jqNTGAOaALwA89cwR1sLOuptMVP04GZtIuPX2p6hW+jTqCmXZ9IMgfOOrLnl3q3LwlQePOeE7fm6J+fkRarWQbl+zejzkkrkaayYi+r2Ehu+we3qKl11b49SSsOtjQzcvzt37bsdx7CC2iLRNpVpjZPJCGuM2DR/ZbOjjEyvZ6/irf9Qf0T+LQ3z/v+L/Htlx7MB2QEwsLu5qHjri6LVTi+x4dhjPDVnqSFaNhdy/y2f1eMJSB3xbsvNgh1UjDnNdLdZMrZ3XWh9/7Suu+1G/lX8xx/8HNMZabgF7cMEAAAAldEVYdGRhdGU6Y3JlYXRlADIwMjAtMTEtMDdUMTY6NDQ6NTErMDA6MDApr80aAAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIwLTExLTA3VDE2OjQ0OjUxKzAwOjAwWPJ1pgAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi41LCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvSM8oowAAAABJRU5ErkJggg==', 'weight': 9}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 20693382
    {'hecke_orbit_code': 4503668497842203, 'n': 1, 'trace_an': 2}
  • id: 20693383
    {'hecke_orbit_code': 4503668497842203, 'n': 2, 'trace_an': 0}
  • id: 20693384
    {'hecke_orbit_code': 4503668497842203, 'n': 3, 'trace_an': 0}
  • id: 20693385
    {'hecke_orbit_code': 4503668497842203, 'n': 4, 'trace_an': -1216}
  • id: 20693386
    {'hecke_orbit_code': 4503668497842203, 'n': 5, 'trace_an': 0}
  • id: 20693387
    {'hecke_orbit_code': 4503668497842203, 'n': 6, 'trace_an': 0}
  • id: 20693388
    {'hecke_orbit_code': 4503668497842203, 'n': 7, 'trace_an': 3934}
  • id: 20693389
    {'hecke_orbit_code': 4503668497842203, 'n': 8, 'trace_an': 0}
  • id: 20693390
    {'hecke_orbit_code': 4503668497842203, 'n': 9, 'trace_an': 0}
  • id: 20693391
    {'hecke_orbit_code': 4503668497842203, 'n': 10, 'trace_an': 48384}
  • id: 20693392
    {'hecke_orbit_code': 4503668497842203, 'n': 11, 'trace_an': 0}
  • id: 20693393
    {'hecke_orbit_code': 4503668497842203, 'n': 12, 'trace_an': 0}
  • id: 20693394
    {'hecke_orbit_code': 4503668497842203, 'n': 13, 'trace_an': -91010}
  • id: 20693395
    {'hecke_orbit_code': 4503668497842203, 'n': 14, 'trace_an': 0}
  • id: 20693396
    {'hecke_orbit_code': 4503668497842203, 'n': 15, 'trace_an': 0}
  • id: 20693397
    {'hecke_orbit_code': 4503668497842203, 'n': 16, 'trace_an': 296960}
  • id: 20693398
    {'hecke_orbit_code': 4503668497842203, 'n': 17, 'trace_an': 0}
  • id: 20693399
    {'hecke_orbit_code': 4503668497842203, 'n': 18, 'trace_an': 0}
  • id: 20693400
    {'hecke_orbit_code': 4503668497842203, 'n': 19, 'trace_an': 304798}
  • id: 20693401
    {'hecke_orbit_code': 4503668497842203, 'n': 20, 'trace_an': 0}
  • id: 20693402
    {'hecke_orbit_code': 4503668497842203, 'n': 21, 'trace_an': 0}
  • id: 20693403
    {'hecke_orbit_code': 4503668497842203, 'n': 22, 'trace_an': 739584}
  • id: 20693404
    {'hecke_orbit_code': 4503668497842203, 'n': 23, 'trace_an': 0}
  • id: 20693405
    {'hecke_orbit_code': 4503668497842203, 'n': 24, 'trace_an': 0}
  • id: 20693406
    {'hecke_orbit_code': 4503668497842203, 'n': 25, 'trace_an': -573502}
  • id: 20693407
    {'hecke_orbit_code': 4503668497842203, 'n': 26, 'trace_an': 0}
  • id: 20693408
    {'hecke_orbit_code': 4503668497842203, 'n': 27, 'trace_an': 0}
  • id: 20693409
    {'hecke_orbit_code': 4503668497842203, 'n': 28, 'trace_an': -2391872}
  • id: 20693410
    {'hecke_orbit_code': 4503668497842203, 'n': 29, 'trace_an': 0}
  • id: 20693411
    {'hecke_orbit_code': 4503668497842203, 'n': 30, 'trace_an': 0}
  • id: 20693412
    {'hecke_orbit_code': 4503668497842203, 'n': 31, 'trace_an': -328700}
  • id: 20693413
    {'hecke_orbit_code': 4503668497842203, 'n': 32, 'trace_an': 0}
  • id: 20693414
    {'hecke_orbit_code': 4503668497842203, 'n': 33, 'trace_an': 0}
  • id: 20693415
    {'hecke_orbit_code': 4503668497842203, 'n': 34, 'trace_an': 3504384}
  • id: 20693416
    {'hecke_orbit_code': 4503668497842203, 'n': 35, 'trace_an': 0}
  • id: 20693417
    {'hecke_orbit_code': 4503668497842203, 'n': 36, 'trace_an': 0}
  • id: 20693418
    {'hecke_orbit_code': 4503668497842203, 'n': 37, 'trace_an': -1327874}
  • id: 20693419
    {'hecke_orbit_code': 4503668497842203, 'n': 38, 'trace_an': 0}
  • id: 20693420
    {'hecke_orbit_code': 4503668497842203, 'n': 39, 'trace_an': 0}
  • id: 20693421
    {'hecke_orbit_code': 4503668497842203, 'n': 40, 'trace_an': -17031168}
  • id: 20693422
    {'hecke_orbit_code': 4503668497842203, 'n': 41, 'trace_an': 0}
  • id: 20693423
    {'hecke_orbit_code': 4503668497842203, 'n': 42, 'trace_an': 0}
  • id: 20693424
    {'hecke_orbit_code': 4503668497842203, 'n': 43, 'trace_an': 1150660}
  • id: 20693425
    {'hecke_orbit_code': 4503668497842203, 'n': 44, 'trace_an': 0}
  • id: 20693426
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  • id: 20693619
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  • id: 20693621
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  • id: 20693629
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  • id: 20693630
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  • id: 20693631
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  • id: 20693632
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  • id: 20693638
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  • id: 20693639
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