Newform data - 242.6.a.e

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• 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': 8712, 'analytic_conductor': 38.81288439474131, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [11, -1]], 'atkin_lehner_string': '--', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [242, 1, [123], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [-4, 1]], [7, [32, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014398610145522, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '242.6.a.e', 'level': 242, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 11], 'level_radical': 22, 'minimal_twist': '242.6.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+4q^{2}+4q^{3}+2^{4}q^{4}-9q^{5}+2^{4}q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '242.6.a', 'trace_display': [4, 4, -9, -32], 'trace_hash': 102644213776677197, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.006', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.990', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.887', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, 4, 4, 16, -9, 16, -32, 64, -227, -36, 0, 64, 145, -128, -36, 256, -603, -908, -1448, -144, -128, 0, -60, 256, -3044, 580, -1880, -512, -4407, -144, -2104, 1024, 0, -2412, 288, -3632, 13055, -5792, 580, -576, -1215, -512, -6476, 0, 2043, -240, -24300, 1024, -15783, -12176, -2412, 2320, 12363, -7520, 0, -2048, -5792, -17628, 32340, -576, -42782, -8416, 7264, 4096, -1305, 0, 56288, -9648, -240, 1152, -54084, -14528, -16394, 52220, -12176, -23168, 0, 2320, -76700, -2304, 47641, -4860, -71928, -2048, 5427, -25904, -17628, 0, 97539, 8172, -4640, -960, -8416, -97200, 13032, 4096, 93467, -63132, 0, -48704, -130902, -9648, 72992, 9280, 1152, 49452, -17700, -30080, 20245, 0, 52220, -8192, 8895, -23168, 540, -70512, -32915, 129360, 19296, -2304, 0, -171128, -4860, -33664, 55521, 29056, 174964, 16384, -25904, -5220, 245784, 0, 46336, 225152, 16920, -38592, 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• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
  {'an': [[1], [4], [4], [16], [-9], [16], [-32], [64], [-227], [-36], [0], [64], [145], [-128], [-36], [256], [-603], [-908], [-1448], [-144], [-128], [0], [-60], [256], [-3044], [580], [-1880], [-512], [-4407], [-144], [-2104], [1024], [0], [-2412], [288], [-3632], [13055], [-5792], [580], [-576], [-1215], [-512], [-6476], [0], [2043], [-240], [-24300], [1024], [-15783], [-12176], [-2412], [2320], [12363], [-7520], [0], [-2048], [-5792], [-17628], [32340], [-576], [-42782], [-8416], [7264], [4096], [-1305], [0], [56288], [-9648], [-240], [1152], [-54084], [-14528], [-16394], [52220], [-12176], [-23168], [0], [2320], [-76700], [-2304], [47641], [-4860], [-71928], [-2048], [5427], [-25904], [-17628], [0], [97539], [8172], [-4640], [-960], [-8416], [-97200], [13032], [4096], [93467], [-63132], [0], [-48704]], 'ap': [[4], [4], [-9], [-32], [0], [145], [-603], [-1448], [-60], [-4407], [-2104], [13055], [-1215], [-6476], [-24300], [12363], [32340], [-42782], [56288], [-54084], [-16394], [-76700], [-71928], [97539], [93467], [-130902], [72992], [-17700], [20245], [8895], [174964], [245784], [-135942], [3520], [414489], [-517820], [36494], [182864], [518016], [-346686], [509124], [368867], [39732], [805789], [470793], [-182836], [-374468], [321164], [1344420], [730871], [-456603], [-342732], [-46850], [-811332], [-63873], [-275952], [-1424949], [-493868], [-280619], [-2224746], [827944], [-773031], [-3274316], [-2917068], [-1566337], [515982], [-675952], [-3057671], [-3457848], [1978021], [-2349609], [2064984], [3567668], [-1099814], [-36304], [-2118024], [-3866181], [-4368985], [-325149], [-3803231], [-396084], [3591059], [5234976], [-6732493], [-6015944], [4513800], [-1958733], [4300321], [6346473], [-790948], [6422688], [4261488], [9822584], [5590020], [2189228], [-4906116], [-3064722], [-6627942], [7546048], [-3831374], [-12220412], [-8109198], [6660360], [1177782], [-10624076], [-12220153], [14487372], [12088401], [1860348], [-13938035], [-5731352], [-6900323], [8926803], [-2628760], [11818964], [-11948541], [-9916384], [10944468], [-2953410], [-4296132], [5168675], [-19577666], [-12607935], [15893400], [-913456], [14742993], [-24042730], [17321064], [-565528], [-5442011], [-1939052], [-6035844], [19031804], [13966259], [-13415271], [-22928171], [-3729642], [-10053548], [20169870], [29075622], [-24166352], [-27637254], [-10806844], [30726888], [-22796065], [-13185120], [22608433], [30071766], [-34143748], [30295800], [10361257], [-26374569], [20810996], [-17783544], [-12858604], [2514768], [38109232], [25004979], [10738933], [-20825127], [-12605832], [4243473], [-1683116], [23793648], [37117707], [-30682044], [-8922724], [-15109247], [43095805], [17384406], [49493580], [-11261650], [37039032], [-21396371], [-12005488], [45577995], [-21505892], [21779439], [-51147020], [-33826703], [8980316], [-25375524], [38662694], [-7424883], [-30798984], [25541190], [-52564799], [48014216], [49200769], [-62111532], [-67737646], [-34709832], [-72422572], [33860103], [72529332], [-72626925], [34622353], [-22897906], [8858721], [18327048], [-39656286], [2979628], [26925791], [65610721], [-31108308], [-11085330], [-91102276], [-69905880], [11111877], [-111063412], [-1902227], [61446615], [67868024], [22408032], [92199564], [103969895], [-44730296], [-33992466], [126910392], [-69230745], [62698009], [-88932284], [-97465749], [-119887756], [-87776028], [53804929], [128941251], [112546656], [87925036], [108226896], [76904423], [126259324], [43692832], [19975677], [-30108316], [-101655240], [35658770], [-90336723], [30953844], [-117514920], [-93680772], [26570320], [-144207820], [24314195], [151467678], [122401620], [104773268], [-18328452], [-3301100], [-85739748], [133069522], [-64577943], [63414312], [-107524405], [-160486071], [-35098428], [9758135], [103169740], [26985279], [-3850970], [19058332], [-123729732], [95586145], [-152550158], [-94015413], [-186253564], [174620862], [78127962], [-88066028], [-228439494], [-110013517], [-159801880], [-38819461], [140739508], [-105557570], [67681976], [-235682532], [219231661], [222852022], [-3722064], [201084552], [256711904], [-199553928], [-122159939], [33541972], [12861420], [-20247886], [-28632774], [268980740], [21279945], [-3875865], [-245502792], [768669], [-207147672], [-84797150], [-52113294], [-25287820], [-246074217], [140161248], [289420000], [219699238], [337793709], [47199364], [80039640], [-318072448], [-22702558], [153300624], [39934259], [171661284], [-228554603], [299649276], [-283881417], [19814205], [-25369120], [34998972], [285075157], [221548116], [-147890364], [41268626], [290092113], [-314621180], [60551087], [-15586875], [-165415516], [-330171591], [-38204494], [-247639336], [231741848], [-229486080], [266953965], [334585693], [-61980978], [402281752], [69989724], [293447932], [266223000], [106239767], [-357970290], [-144846925], [-355190660], [-201938521], [-216146070], [-79910175], [475022876], [206523966], [477149616], [144349955], [193334588], [-129878880], [-184065309], [-428708276], [-179788582], [-366572109], [-521933144], [-205899059], [-267162891], [353653416], [-271584540], [231692493], [-47310660], [-23942918], [107411190], [261735240], [-428476044], [62945648], [-146919469], [-577194591], [-149230172], [-47090591], [256445808], [149087624], [463758984], [469916469], [-539758988], [-181912789], [-187143084], [85038588], [-225935423], [-167186427], [-342810266], [-127455234], [-214982073], [-374812616], [-113951010], [-708006452], [113772828], [554471348], [-681623893], [-230181752], [-340670280], [-190254766], [-399055290], [-80139852], [-166591108], [497790192], [-283499594], [388662844], [-439659249], [482170124], [211757493], [-139044743], [-37767357], [277722136], [-259447062], [-163366614], [702595600], [294429827], [80653365], [-387879436], [618154872], [721077529], [547546053], [-328474452], [-5211368], [633405853], [-194681469], [492396972], [380435888], [-749697774], [-271114644], [496847343], [128233066], [165771552], [114364392], [581414879], [122135535], [-120664860], [60467526], [-727015240], [377972484]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 18014398610145522, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '242.6.a.e', 'level': 242, 'maxp': 2999, 'weight': 6}
• mf_newspaces •

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

  
  {'ALdims': [11, 12, 13, 9], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [6, 6, 6, 6], 'ALdims_old': [25, 28, 26, 29], 'Nk2': 8712, 'analytic_conductor': 38.81288439474131, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [242, 1, [123], [1]], 'conrey_index': 1, 'cusp_dim': 153, 'dim': 45, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 7], 'hecke_orbit_code': 100663538, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 2, 2, 2, 3, 3, 4, 4, 4, 4, 6, 6], 'label': '242.6.a', 'level': 242, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 11], 'level_radical': 22, 'mf_dim': 177, 'mf_new_dim': 45, 'num_forms': 16, 'plus_dim': 20, 'prim_orbit_index': 1, 'relative_dim': 45, 'sturm_bound': 198, 'trace_bound': 3, 'trace_display': [-4, 18, 72, 312], 'traces': [45, -4, 18, 720, 72, -80, 312, -64, 3103, 296, 0, 288, -982, 704, 2660, 11520, 1110, -3892, 3476, 1152, -1864, 0, -3868, -1280, 23449, 8832, 816, 4992, -7030, -1920, -5160, -1024, 0, 3304, -35520, 49648, 35184, 11688, 33192, 4736, 8758, -19344, -22292, 0, 45352, 14048, -2040, 4608, 106661, 5316, -57992, -15712, 17228, 6016, 0, 11264, -15520, 1264, -61834, 42560, 2314, -59648, 149272, 184320, -52004, 0, -29550, 17760, 4456, -25216, -23812, -62272, 169782, -128792, -142362, 55616, 0, -41440, 92640, 18432, -14307, 181096, -91868, -29824, 92220, 158088, 190712, 0, 116814, 426248, 680368, -61888, -16812, -269344, 125800, -20480, 298410, -53220, 0, 375184, -119110, -217216, -420940, 141312, 161864, -201432, 290348, 13056, 316402, 0, -672456, 79872, 225254, 186816, -542160, -112480, 159234, -379056, -267100, -30720, 0, 519368, -427304, -82560, 458154, 1282704, 218368, -16384, 611224, 407256, -213004, 0, -1379364, 233968, -109868, 52864, -741996, -552128, 497116, -568320, -173200, -35552, 0, 794368, -1047044, -450256, -725790, 562944, 988826, -862160, 233064, 187008, -1080714, 0, 1275160, 531072, -1574190, 696512, -1174616, 75776, -1118456, -1410340, -3019898, 140128, 0, -2424, -1150680, -309504, 2131361, -461896, 1995732, -356672, 235954, 513296, -740568, 0, -1105240, 964312, 714038, 725632, -2817128, -146688, 2178904, 224768, -1428910, -414272, 0, -32640, -1660216, -1175360, -1124156, 73728, -236706, -336264, 321760, 1706576, 2156090, 0, -253848, 85056, -752424, -2756360, -1297856, -927872, 1365428, -1781888, -871328, -251392, 0, -979488, 197476, 275648, -919408, 907400, -1238920, 96256, 1876232, -175792, -185288, 0, -2532834, 2031808, -3948020, 180224, 1638767, -570632, -1643244, -248320, 1660816, 1274272, 0, 20224, 248534, 967280, -190720, -989344, -3564088, 996928, -1673712, 680960, -1412770, 0, 5434596, 37024, 3685616, 3068728, -1060596, -954368, 1620696, 639696, 3905900, 2388352, 0, 830304, 6310928, 2949120, -3523786, 2734232, 1061888, -832064, 1575266, -1122440, 5693320, 0, -4931166, -2826304, -4102422, -472800, 402904, 2089056, 1773600, 284160, 1404160, -1097832, 0, 71296, -161398, 162128, 207484, -403456, -908466, 1913408, -2838356, -380992, -6727216, 0, -976652, -996352, 1676995, -2620552, -1453962, 2716512, -4126302, 5817648, -3229784, -2060672, 0, 1631840, -1514544, -2277792, 2395172, -5387552, 1863672, 889856, -2150548, -10540000, 492228, 0, 6628160, -2854304, 5532396, -663040, 5207690, 859848, -6621264, 1482240, 5856994, -5360288, 0, 294912, 1632808, -1906336, -5297318, -228912, -758282, -321648, -2760856, 2897536, 538592, 0, 9061946, -1469888, 20769084, 456336, 28747600, -477184, -3266666, 5073124, 7398720, 1475520, 0, -14579824, 5612976, 2529408, 22436024, -4983832, 2898844, 3051392, -1086958, -322944, 5058048, 0, 3136878, -8188992, -6671968, 1869024, 14167720, 6853360, -6619912, 6819968, 10905183, 3101672, 0, 10885888, -7232604, 722720, 11141220, -990208, -3742610, 683632, -8537648, -268992, -8304710, 0, -6137248, -4309504, 5327666, -3508416, 8246570, 2012800, 2036528, 3363776, -4459464, -327680, 0, -14226720, 8479964, 4774560, -15902928, -13194592, -6766688, -851520, 3434200, -421136, 11237568, 0, 6542552, -6607040, -4290344, 6002944, -1734054, 5593920, 7230464, -1905760, -3669012, 472256, 0, -3475456, 12300750, 11536424, -21445186, -6735040, -11837304, 9385472, -9789592, 2260992, -11062776, 0, 6315222, 2589824, -8291412, -6388568, -36270464, -3222912, -9024510, 4388608, -7711320, 4645568, 0, -1784560, 11943136, 208896, 12315642, -6257536, -1921712, 5062432, 9513968, -23019800, 2191912, 0, 649015, 3390224, -25208550, -10759296, 12305262, -1981056, -441864, 1277952, 12135866, 2934708, 0, 3604064, -9218856, -4845496, -4015152, 2989056, 2771062, 3606056, -28940864, -8674560, 1728010, 0, -9030208, -1799680, -48245424, 2403128, -24059980, 2547744, 16700776, -3939584, 10323204, -6064896, 0, -5183632, 11933116, -4273600, -9655852, 884112, 3600128, -491520, 19742396, 4002240, 20453360, 0, 1433222, 7205488, -8770204, 8309888, -49701528, 114792, -3031652, -6836864, 27845046, -6310688, 0, -1320960, -10984136, -21424296, -4938522, 7330464, -24225120, -11537520, -25716696, 20523264, -19449548, 0, -26886586, 3493888, 22866994, 12138480, 24887492, -262144, 12331952, -931784, -96963192, 9779584, 0, 14772704, -10026136, 6516096, 24006724, 16828768, 15059804, -3408064, 28678176, 6652240, 8185520, 0, 33663661, 7736112, -42962836, -22069824, -11316166, -11911296, -2160536, 3743488, 29643784, -3348216, 0, -1757888, -22443382, -1392448, -46626596, 845824, 10929524, -15057600, -349740, -11871936, -45581614, 0, -224468, -8834048, 56693656, 8318080, -34936024, 7953856, -7411166, -23366240, -65129352, -9093120, 0, 1792784, -1868812, -2771200, 7582146, 1169616, 58985848, -568832, 24622710, 11136592, 32645724, 0, -69399452, -1219328, 49562564, 12709888, 70402142, -18005580, 4371336, -16752704, 73751524, 16411136, 0, -7204096, -42973172, -13231216, 53348138, -11612640, -9249456, 7397568, 21101608, 9007104, -18889922, 0, 47022008, 15821216, 76668412, 2201504, -6937648, -13794560, -731794, -10931648, -58839268, 3729024, 0, 60247056, -5300160, 2992128, 77775136, 25513824, 33284336, -17291424, -9350606, 66960904, 41490176, 0, -18486458, 21280960, -27626886, 20402560, 33764580, 14434944, -1640880, 8497152, 55419597, -22395048, 0, -25187040, 3847820, 38471392, 11561348, 11144192, -38982048, -6455992, 9416144, -18793856, -11427558, 0, -38826640, 1212416, 28563602, -19989800, 35691070, -17895296, -290184, -7611296, -34537072, -22565440, 0, 61411576, 13757296, -48318368, -39657550, 50355856, 28098136, 2242048, 59472862, 4299648, 7641476, 0, 25238196, 22558480, 30226684, -38784, -21662512, -19819832, -16018176, -18410880, 5806100, 16519168, 0, -4952064, -31445770, -6527336, -152613152, 34101776, 1745562, -29182528, -32668176, -7390336, -24572472, 0, -15307100, 31931712, -28520684, -17024000, -61039452, -5706752, 38163644, -17186944, 61530658, 3775264, 0, -4703320, 17724680, 8212736, -15297930, 12658912, -49633496, -11849088, 73560306, 29720848, -5080248, 0, -52611104, 17327928, -109884848, -17683840, -58070858, -45930976, 42040912, 15428992, -61007064, 40320000, 0, 11424608, -15581672, 9445712, -9106752, 11610112, 7998176, 22537420, -39803512, -45074048, -9311210, 0, 92484380, -2347008, 33145327, 85798192, -89079080, 34862464, 47161386, -28834496, 38242780, 3596288, 0, -12048632, 35350004, -22862560, 57323156, 91592448, 10090008, -6628352, 24382948, 50778200, 74002324, 0, -106998228, 14923680, 56203888, -522240, -102543840, 5131376, 7344912, -26563456, -85340520, -20693680, 0, -18805760, -12304906, 57583728, -3548328, -17986496, 16002516, -36632192, 46564728, 1179648, -1775282, 0, 72564474, -3787296, -72691786, -95768040, 58657792, -5380224, -84305864, -3302296, 3328300, 5148160, 0, 21620848, 37303856, 27305216, -150411792, -18960480, -13731660, 34497440, -40852616, 16979552, -38958640, 0, 159112920, -26550008, -4585960, -4061568, 79604554, 15347136, 34646384, 1360896, -46954642, 26645624, 0, -12038784, -2348488, -8692288, 75785368, -44101760, -30897194, 10255400, -76571252, -20765696, -49417504, 0, -229064864, -14845952, 194574376, 76240992, 182528928, 21846848, -41931830, 83555392, 145606116, -28510208, 0, -33854416, 29496940, -13941248, 201513004, -204495856, -39968696, -4022272, 50064390, -44068544, 25035264, 0, 55556592, -10304112, -153407088, -15671808, 65864937, -5438040, -31860728, 3159616, -31210862, -19837024, 0, 4410368, -71582048, 93269136, 44127736, -14710528, 5921370, 88206400, -76381736, 14518400, 48158486, 0, 199061210, -19822720, -98275180, -11893504, 67944540, 1540096, -36143308, 228792, 19732932, 30019712, 0, -145408672, -51800856, -2812672, 163132858, -57027376, 79227600, -2964608, -33568390, -13483072, -35026072, 0, -267421858, -93569556, 17741326, -40525344, 76303828, 66551312, -58334760, 32508928, 44936448, -37901296, 0, -63168320, 3479712, -180688384, -122869312, 2883584, 59961696, 8062648, 22434224, 26220272, -60480668, 0, 200920980, -9130112, 16989554, 16201536, 4597846, -26291904, 41834570, 63062848, -55103132, -3973120, 0, 110366376, -15785328, 26573056, -185656724, -27215960, -46410856, 20388352, -130520736, -93908864, 4088848, 0, 9858106, -14782016, -133176456, 323584, -190748574, 129208192, -27832524, 3976544, 14694548, -5208400, 0, 15476480, 67595398, 18887856, 37245440, -3051520, -35707662, -81604352, -30271344, -15829504, 4502744, 0, -133142406, -57025408, -35212096, 3194840, -196918216, 15950848, -5646114, 34003272, -168441632, -26779392, 0, 18534368, 122106352, 10895360, 223756373, 62341368, -5403796, -22604320, -30026364, -251919776, 55990968, 0, 219594522, -58395760, 126344732, 86953536, -135229016, -77276128, 89829512, 592384, 49722328, 18234944, 0, 58969856, 171657842, -219799896, -40872752, 49099648, -101671436, 98970320, -86804128, -16969536, -20471080, 0, -3166308, -15269888, 95340990, -72975072, -205488592, 25931136, -27895062, 11001488, -135488508, 10235136], 'weight': 6, 'weight_parity': 1}
• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 193828
    {'conductor': 11, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': True, 'source_label': '242.6.a.e', 'source_level': 242, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '242.6.a.b', 'target_level': 242, 'twist_class_label': '242.6.a.b', 'twist_class_level': 242, 'twisting_char_label': '11.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 193829
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': True, 'source_label': '242.6.a.e', 'source_level': 242, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': True, 'target_label': '242.6.a.e', 'target_level': 242, 'twist_class_label': '242.6.a.b', 'twist_class_level': 242, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 570075
    {'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 18014398610145522, 'p': 2}
  • id: 570076
    {'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 18014398610145522, 'p': 3}
  • id: 570077
    {'charpoly_factorization': [[[9, 1], 1]], 'hecke_orbit_code': 18014398610145522, 'p': 5}
  • id: 570078
    {'charpoly_factorization': [[[32, 1], 1]], 'hecke_orbit_code': 18014398610145522, 'p': 7}
  • id: 570079
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 18014398610145522, 'p': 11}
  • id: 570080
    {'charpoly_factorization': [[[-145, 1], 1]], 'hecke_orbit_code': 18014398610145522, 'p': 13}
  • id: 570081
    {'charpoly_factorization': [[[603, 1], 1]], 'hecke_orbit_code': 18014398610145522, 'p': 17}
  • id: 570082
    {'charpoly_factorization': [[[1448, 1], 1]], 'hecke_orbit_code': 18014398610145522, 'p': 19}
  • id: 570083
    {'charpoly_factorization': [[[60, 1], 1]], 'hecke_orbit_code': 18014398610145522, 'p': 23}
  • id: 570084
    {'charpoly_factorization': [[[4407, 1], 1]], 'hecke_orbit_code': 18014398610145522, 'p': 29}
  • id: 570085
    {'charpoly_factorization': [[[2104, 1], 1]], 'hecke_orbit_code': 18014398610145522, 'p': 31}
  • id: 570086
    {'charpoly_factorization': [[[-13055, 1], 1]], 'hecke_orbit_code': 18014398610145522, 'p': 37}
  • id: 570087
    {'charpoly_factorization': [[[1215, 1], 1]], 'hecke_orbit_code': 18014398610145522, 'p': 41}
  • id: 570088
    {'charpoly_factorization': [[[6476, 1], 1]], 'hecke_orbit_code': 18014398610145522, 'p': 43}
  • id: 570089
    {'charpoly_factorization': [[[24300, 1], 1]], 'hecke_orbit_code': 18014398610145522, 'p': 47}
  • id: 570090
    {'charpoly_factorization': [[[-12363, 1], 1]], 'hecke_orbit_code': 18014398610145522, 'p': 53}
  • id: 570091
    {'charpoly_factorization': [[[-32340, 1], 1]], 'hecke_orbit_code': 18014398610145522, 'p': 59}
  • id: 570092
    {'charpoly_factorization': [[[42782, 1], 1]], 'hecke_orbit_code': 18014398610145522, 'p': 61}
  • id: 570093
    {'charpoly_factorization': [[[-56288, 1], 1]], 'hecke_orbit_code': 18014398610145522, 'p': 67}
  • id: 570094
    {'charpoly_factorization': [[[54084, 1], 1]], 'hecke_orbit_code': 18014398610145522, 'p': 71}
  • id: 570095
    {'charpoly_factorization': [[[16394, 1], 1]], 'hecke_orbit_code': 18014398610145522, 'p': 73}
  • id: 570096
    {'charpoly_factorization': [[[76700, 1], 1]], 'hecke_orbit_code': 18014398610145522, 'p': 79}
  • id: 570097
    {'charpoly_factorization': [[[71928, 1], 1]], 'hecke_orbit_code': 18014398610145522, 'p': 83}
  • id: 570098
    {'charpoly_factorization': [[[-97539, 1], 1]], 'hecke_orbit_code': 18014398610145522, 'p': 89}
  • id: 570099
    {'charpoly_factorization': [[[-93467, 1], 1]], 'hecke_orbit_code': 18014398610145522, 'p': 97}
• mf_newform_portraits •

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

  
  {'char_orbit_index': 1, 'hecke_orbit': 5, 'label': '242.6.a.e', 'level': 242, 'portrait': 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rLUCmj1BP3EY7krmBkxLK4aTs4qKp7PzDhsmopYN9FneiJkZiJk0zrLlhnFZZs9qqrOsZNNHt3ns/elhOdOxKSqzVtuX+Udt1mqaoKXToxy7KzmzFzK+QUH7kMLlldcOc+//t5ltkyOcGZujHMLdeaWfWaXJLNLKYurKSs9xTPHlpkeOXHZVP30q9bX420bmuFXfuAH3ht96A8/9nJD4r/r8beawcNem/2nW0w2/V996fCh2774lc/Kqaq+7dP3ntE3Xr3AL38g5PjZGU7PNTk7HzC7KJlfTllciVlcTTm/Kji6COsmV/g337/IjZfWODU7ztm5OmcXNLOLlvMLCafnU+baCaPjfV55VYeb94AvqwQqYHapwrkFzfklQTeEJDFUfEO9kjI2kmCAE+cTWh3Yus6jXg2xVoDw6fQMW2ZCFlc0WCdFVjoQJmCxLK1GbJz2aPcUQlmECWlWPLas77PSFZw4q0mNZqIpaVQEgQdJIuiGkvNLknOLltnlhCDog5dwy+UdbrtCMNWssrjc5NRswNkFmF1ImF1KOLMERxYtN1y+wL/9viVmRkc4NTvO7GKV+RWfhWXB/HLK3HLM+cWUE0uSg/Mxv/KB01y3rcnely5Ndm1ffPj2V3+XWbdx98NCtH9+eWUj42PVlxsq3/TxtzbI/OOPfYqg2qDXXviVD3386//08WceCF537SnWNSa4b0LT7ls8L6ISxDSqMaMNTRxLjHE3JSFAyhQl4OjiGL/0UcGv/OAs122PaFTHqVcbNGsBjZrHaFMxu6g4v6z52iMVvvhQwqWbu+zZkbC03OOyzSHve5MhThQCy+cfrTC3WqGahhw/p+h0Glx9ScpcK2H/QY9dmyWHzsItu2G1DZHRBDpisg4vnalSq8YEKmGkIVhpw02XtTlyOmDXVsOxsyEvHHH/nre5z5FZy0gjZKkV8YWv1bBCkaYpr7m2y63XWc6veFy3s8/ODR5J3KTbq7L/aIXzCzlYE2aXDCeXBLOdiGt3LfKv399hujnOiXOjzC5VWFjxWVyRLK6kLLcSWp2Udh86kSBJE8bqCe2e5IuPLOlnji+8ul75MJdc+sZb69Pfbjaur/7iU49+mhtuedfLDZmLPv5WAvzjn/4kt1w3pX7zv370X33yL//Lz547eVrd82TKSDXm3a85zTvvSHj+aIKSKfVKn2bdJ4wVaQrGeiAUQoCSAiUTfG04tTzCz/yuz61XLPFdr15g+4Y+4yNNJkerzC/5zEx4bF5VLK5qltuG1aUKXztn6fYTXjzk88QLBhAEnuX0nIeQAbZf45INlg3TXWaXQ+YWG7zySkutuky7M85CKyWKqkyMGTo9jy1TfRY7FabGIQwV06OSOO0xu1TlxFyfueU61+5KOLfU4UuP+WycaLJjPWyZ0ahNPpumwfcMQsDWdS6YbfcCOt0xjp3yWGopllZgcdWwtJqysJpyfhUW+ylbNnb4ydcscOseTcWb4MiZJgvLFRZWNEstwdJqykorZrmdstKxrPQkKyFgElZ7Efc/16IrLNfvXmbrdIs//6t7g5HJ4z+79+E/Sc631v3bB77xifRVd3zXyw2dCx5/qyTK4uwLBJVqdXH21JYv3vvCe5544fwvP7LvOI2mZf/JOr1uzPREi/F6iDARv/XTK1x7SZW5pTEWlpsstSosrXostTyWV2G5bVhpJ6y0E5ZaltlVwdmOBdHhHbev8uZXGHasrxBFNZZXK6x0fFbbiuWOoN0V9ENLlFjSFJS0BB5UA8to0zI9HqO9PkfORTx/OMAkdd50U4T2Vnhq/wjb1sOXHk+4/cqAudUeFa1I0pjxMUhiD+0lLC7WeOV1Lb70SIPt6+HJQyEeNd74CkMiejx/JOXY6Qpa+qwb04zVBdVA4PsCJSAxEMWWfgTtrmWlY2h3DStdw2LH0ktTtm7q8uabV3nHbRGYBosrI8wtVVlc9VhqaZZXYaWdstKOWWkbljuGhY7kTEuysBpxy57z/OY/niVNNCM1yfSYz2qnysETUPUFob2CXrr9XxBc8ckd2zee7Pf7vZtuuOzlhlLx+FsD8IXzh5iYXOcfO3rwA0eOvPQ793zjafHU/o5c6gg6oSA20E1gNYReZIjiPjfvWeDXf2SZ6y+tsLA8xsJKneVWheW2z3JLs9IWrLQtrU7KSjthtWNY7ljm2oJzq4ax0S6vv6HNLXsStq5TNKserXaFwJOAIkokxgiMhW4fEIaxRp9DZyzGRtz9ZJ2wW+WSjT63XtUlNivcv3eUay/1OHS+w+pyk5uv6vK1pwLWjVv2n7D85Ntb7D8esG5ccs9exa2XKZa6LY6eGufaXRH3P98jCWvccrnPzs19ekmHrz6lIBUcOa1p1jRaQLcnMVaQGkucANKgfcNqx1JvxGxeH3LbZV1ef33CRL3C7NIIiytVlls+y23Nckuw2oGVdkKrk7Daccy92JWcb0kW2jG3XDbLv/uReW64VNELq3T7Ad1+QBh7JImm29csrgQcPN00EzNX2Z07LvmJSy/Z9eH5+bnoumt3v9yQAv6WANzaVHZ6vbf+2afvuuTSDf0P7n3yGW9uSbDUSllaTWh3Ld0IuqHTha1YsBwKVtoRt10+z6/+8ALXXeKx0h5lYbnOSrvKSttnpaNZbStWu9DuWFpdpy87PcNq1zLfEcx3IE5Drr60x8x4Sqdr+babQ7bNGJJUoqUliuG+ZyucnKuwfixh35EKmBp7Nimu220IKl2eOtRlfqHOFdvqNEeXeeQ5jxsvrbDYXWF5ucnMjOXx/YrveW2HJ/ZrNk17LHRWWV4a57rLujyyL2W8OsoVl3SYW13l8RdHqeo6N+y27NrSB9nh2WOC6fGY2fmY+5/16McKKSE1lm3rI15/c0S7o9gwZrjuUoiiGkurNZZWA1Y6Hq2uYrUjaXWg1U1pdVJa3TRjfVjsCs60BKu9kNt2z/H//PAyr9jtsbjSoNOv0A99en2PXujR6WtWOx4LK4rZReetX3/DdfHlO+TPXHbNuw8rXfvCuklhXm5svewAPzfXxpjkB86cfPw3jh++Z7ymZum0Rzk56zO/ZF3Q003o9A3d0NILoRsKWpFgsS+Z76TctHuRt9+2xPtemzBSq3N+sclKq8pqx2e169HqaNpdSasHna6l20/p9FJ6oaEXWtp9WOoIOn1LlBgmxxKCwAICX1m0FHR7CoHH5Ihm24xg5wbLlo1dwrTNl59QHDjc4A3XB9x8zTJ/8mWDL8Z4+2u6fP6RhI2jTTZt6HLvU1W+49aIe56B7VMV1q9b4q4Ha7z9dg8vWOCP72py2+U1XndTi2dP9Pn645oorLNtnc+ODYKt61OmxiKkjOn0U5QyaGUBSy2wTI1CFHu0uz7LbQfCbk/R6Us6Pej0LZ2uodNLafdSOj1Lq2dY6QnmO4rzK4Z6s8X3vn6et9/a55qdFRZXG3S6FbqhT7fv0c3+zXZPsdKRLK/CwkrMqdmY1Sjhsl1TvOvbX730mlfd8k89rf9YiPrLiq+XNci0tgfwQ1/7+qO/+oef+OL4t998mKv31Dhyus5YU5OkCoRGKYGnE3zPEGiL71n80FLRlqpWPHt4iqcP1Th0do6339bhtsv7jDUaLK7WqbcqNGs+na6mnV3sXl/TDTX90NKPDFFsiWNLkrojSnysAakEnhZUfMFoQzDWgJlJw6Z1XSbHVvnKU/DA0x7SjPCG6z2u2dPmoRdjon6TW68RrPZ6zC3WuWWXYXK0S1UH9BPFfCtGGcE1uzS1RsjegxVedd0IN1/dZu9BBXaE6y/3+cG3LPG1ZyLueaLO/pMVtkwpZsarjDVqjDSgGoCnLUqCsbD/mCBNBXEiiBIIY1dh2Q/dYu6Hhm7f0A0NnR60QljoKGbbEJoed167yFtva/E9rzMkaZPzi3Xa3YBOzzF3t6/o9BWdnqTdk6x2LCstF+N0Q8tL5zR+4wid2cXxJx9T/+/23bfrM7P9D21cV/n/HsCPn1ri1Nn0B0+f+Nqvzp18aLoq25yaF9x2BVSDhGYtIYoFxkqEECgl0DrFUymeZ/A1BNoS6JSaJ1ns1vj4vZv4+tNtbr9yhfffucqV27tMjNZYXKnR7gV0e14GbOWOSBDGkjgRJIm71bvaLRdUag0VH2pVw3gjZuN0l4QOh87EfOL+CkdP1RkNqtx4ueaWq1o8/tIqdz/a5KZLK2xZ3+VP7xUoEdBsxKx0QowFJWCq2aXV9jFJlbfePsfHv1Rj52yFN9/UJYoXuf/5CeK0wisun+bNN7a4dPMqX9/b5blTNZ495rNpXDLeFNQCge+5RSgFCGExFoyxxEm2WGNLGLuF3I+gF0G77yTeUhuE7nPt7hXe//oVbr8iZaJRYblVY7VdpdMP6PY9Oj1FN9R0e5JuX9LpCzrdTPJ1E9o9Qy+CxAp2bUk5cSrkrge+Ov2ud/Z+9Y133mGtXfxDIV6eWpb/7QD/xX/3x/zy/605cfQL33/klP3gn3/56cl33X6Mf/xdHtpzAAv8lFolJYwlxgBIpFQO5Erg6RRfOZD72hJ4KTVPsNzXLK6M8clv1HlsX4dbr17h/a9b4dqdq0ykVZIkoNuv0Ol59EJNFCviRJKkktQIjBUILFJYAt9QqyQEfoTvhZxZDLnrScnh0z7HTo+hTMDO9T6XbVdcv6eFCuZ5/kiDjaM1rtgBM1PLLLWaXLlRkhjLV54ICLuS0XrCG1/R5wv3x5w832D3JR7nVvq8cNRj87oxrt4+z0PPtXnkBUEY+ezZPs6ezQF7NrU5cm6Jw2fgiQM1Dh2tU9OCQEvqgaXigZROc1rrFmuSQpRAlLpAvdUXtGKITIKxfW64tMX7X9/i9itT1o/79MMmi6tV2t2MDPoukOyGil5f0O1LuiHuLtBLaXcTOj0n88LYLbK/uH+SQComG+e54+SXpv/gj1c+2Ir85Cf+zWf+5J9/5wI7rv6hv78Av/fuT/LaNzxOLbjmu/cfPfRbk41jo9vXt9DBEts2SqK4wkrb4PsJtSAhTgTGCECgpEBLhacda/na4HvuCCJLxbPU/JTRiqAdeiy3xviLB5rc+2yfdWNd3vOaVfZs7tPvdbhiu2XzjCKMPdJUkRrp0vxYpDR4OuXErOXYecFKz/C5h2qcWRjDRh5jFcWGCc3WGc2OjXDFzhZGLvD7X6iztDTCTXs0V+xc5evPCkTiMT0mqdcSurGPtBKsRGmf1b5gdklwua3xmuvbPLy3yoZJn5uuGOcfvmWBD3+pzRMH63T6LsjbvqHK7vVdXrGrzTtf1ebs0hKfeyhgsRtw4pzHmTM+nhJIKREIjLWkBmJjSRPD2ETMVZd3CcOYPZtD3vWakOkRxXgjII4rnJuv0O35dEO3+Ht9RTeU9EJFLxT0+oJeCL0wpRemdPvGxUV9SzcS9BNBYgXzKwqVdlk/vsyDz7XYMPWlyTfftum33nzD5fH2q577s4987M/5vve/7+8XwGNrkaAk/elnH2u/+omnz/3Bk4sLtecO1Di/GjA6VuX//bGzvObKHoHnUfF84kCRpDnAQUqJkhKtJVoJtDJ4XorvCQLPUPEs1dhSiywjlZSxqqAbSdpRnWOn6/z6n42DSRBJwvVXddk+E5EkYKzBWpfEkUIglUB7PgdP+uw/XKFe0TR8yWRNMDUhmR7XbJhSbF2fsnvrCqlY5D9/psmJk6PctMtjz7aUXtLm0ecDRqseEyOW0UZErSqzBStZ7SuWOpbF1ZTVTpVXXrHCk/u7HDipGG1WeMXlo/zwWxf57c/C3sN1Oj3LSlszu9RkZrLG9FifrRN9/tm7uzRrqzx3DA6eknieRSmLEAaw7v8WkgS2zaTcemVCGnvESYC1NfqRx/kFn14G6n6kCvnWiwT9UNCPpJM2mZZ3h9Px3b51gX8k6MWCbgIy7XLntbP82o/0GKs3OL+g2H+gOzrbmfuDzz5wffKnL0596md/7SP213/u+/7+APzU6WWUqm/od0/tbbcPNjeMLQQ3XjbKaD3h8NmE584G/PwfJHzl184Q+BGBHxGnisQ4r9dlJVWmi2XG4oowkoSRIYhSwthSjQ1hbIgiSyOBKDaECUSJoB9LwjQgTiscOFzn2QOQWouDttPGngRfuZqPRgBXrIdmFUbqkrGGYmJUMz0OW2ZC1k+tENsl/vNnRjhydITrdih2bJLs3LTMN15ImF0c4frtkrGmoeL3CGSAVYIklQhrSdKI5U6F2UWP6/ZUuWZXm4f2Vlg3JqhVGly3y/BT71jktz5reOFMg5WOYaWtmF/WTI7WGWtWGWuO0KzFTNVjtl4XEXgJnk5QKkUKF0xY3KKKY8XcvCZOFHGiiGJFGGfPkSSMJWEk6UeSMBIuQI0EYWQJI0MYGfpRSj+y9ENDL3Lg7kaCbiRYjQW9JGG01uaXf7DN9MgUB49Pcfh0jYPHLY++eKR22WXdP/kXb0jMd737is+8/85Ppdfc8u6/+wDvp1YIolce3/dnOz53z1zzwLETwXtea7hyZxWtfISwHFs2LHc9kAbfCwl8nyRVGCOBvK7EopTC0xZfS3xPEHqC0FdEsQN6HFuiJHWuSFI6UkhSS5oaUoPT24YC3G4BgZbgeRBoQSUQ1AJJvaYYqUnGRgTT4wlbZ7o06it85uGI+58fZ2WhyVVbFFvXe1y6uU8qVvjKEzXqnmZqTNGo9Xn+CK7jfrOlGyquvjTmqp2W8+dS5pd9ev0ab7qxzYPP9Th0RlGvSgK/yZU7DP/2+xe574UeX7hvksWWZet0yvKqZrSpGKl7NGoe9aqlEhgC3xDoFK2c1JLu9GEtLmFlBImRJKkgSQRxIokSQRxLwtg5L1EsiGJLFEEYp44kIkccYeQC1l5o6ceWbiiKvEQrgTSJkF5IsypodT0Onaqw/6jl4KkY4YfsWb+/0l2tfPTf/MeXfuDMavDp//vffSz9D7/w/r/bAD90+Lg2Sf9Dx44c3TNRPcpYAxK7yq4tPr43wvaNMY3JZe5/LkTLFF9HBH6IMRLrQiaksCil8ZTB1xrfswSeIPQlUSzcxYkVcQJRLJ2DkAxsvyQ1rk7FWFKbOSWZWyKEQEpXt6K1wNeCwJdUAkm9KmjWLKMNw7rxkKmxNold4VMPSj78pQmmKxWu2iLYst5j2wbD1vXLfOZRy9JShT0zirEmNGoxs8clc8sB/nYIY8HUiGR0FA4dsyy3DOcXKly6rcJrr29z1wMVJhoQ+D5KjnLlTsGPvHkOT87x+YfGePFMhXWtmOnRhJG6olFV1KqSaqAJfAg80No6kAuQogRy3MJODaSpIEnJgA5xaokSiOPUkUJsiBJLFJvswLkxMY7FI0E3dvmI5UjSTxJII6wxrHQjvrG3z0PPpvQ6hkNzki2bevQjuOu+g5Xdu1t/8LYbtutq4P/5f3A883cT4J/57Jc4uG/f+5974enpx547wfhkwmU7VhhtdNi6wTI52qNe6/Ntty/wz36nSqdvmRqNQPSx1tGPFBatDFobPKWdRegpIl9mt1jhjsT5v3EiSRLcxUudk2CMC7iMsXkPZwZuBhakEnjaAaQSQK1iaFQTRhsJU6M9JsdWePhAxEfvrnLw2CjbRjx2zsCmGZ9N62D3lhbdpMXj+5tUlcfUmGK0AaONkLGRBN/XCOEWVy/0WWrFrHQtq52EuWWfLTMNbt4zx91PdDl4pkktiPGUjxAj7Nyo+N7XLXDD7jk+eneDx/eNstjRTDcTRmsJtYqkWlEEniDwJJ4n0EqiFJl96FBucT2sxlAAPUlNdndzpBAnhiR14I5jiBNLmDi7MUqgHwv6sdPc7ViwEks6SYrt9yEOaUymPHNE8ssfkYRRQqOqWA1jxsZClrs93nRbyGg1bq4u1f/z+Lar/Qe/8cUP337Ht//dA7i15wD5Q089fNev7n9uYaLpj/H4voi7Hq9y72ML/Mg/WGFqJASRcvy8x1MvBvzsf9a8/bVdXnNdn/UTKe12ilYpnvbxdIKnPYJYE/lOO0axqxeJE1mAO04cM6WpJDFkzC0xlgG4XZIyY27QyiVMfM9S8Q3VSkKjkjDWDFk/2WJ2tcvvfM7jK0+Os7Rc55IpwZZpwcZpn03Tgu0b+mh/hY/frzl6qs6udZKxhmSkniJlyJl5S6AlUoC1gijWbJ1u8QQpra5iuWWZXaqya1OFd75mlU9/3ef4bICnY4TwMLZOnEiu377M1ve1+MreLn/6lXGeOl5n45hgsp5Sr6RUfEHgCXzPxSla4QJnKYqUtcUtstwvT40DfAHy1Ek6J+8GzB7FgjCBfiLoJk6WdBIIowjb7bNpssWrb2jxjjs7XLoh5Ttf0+LYOYsViqnRHj/2thZXbA1YXK7zzMEJnj00O3Gus/TBt7/9O9SBE4sf2rP1f41P/r8E4OfnVlla9v7hfQ/d+6u2/dD0628O2baxxlN/pljq1fnGC5L9J6s0vAisZamnmVtRPH3Q8uC+Gtdd1uV9r+vxlpvbjI+EdMMKvX6A73lEsUcUl4KlRGesLYhTSZJI0lSQGjHQ2kZQqBKbaXoBSjnXwVOZ3einVIOERjVkcrRDL+7x9ectn/jGCI/vG2XM97hyo2X9uGTdhM+GKcmmdRE7Ni7z3PEen3twihGlmRoRNOuCZi1mtZvypUcrNHyLEA5YvVDz1ltDvviYq4lZ7RjmljWbphu8/bYOjx9os/+QTz1IUFI4kJsa/chp/e997Sq71s/x8ftaPPLiKCeXq8w0BSMVS803VLTB90ArgZJuITsmh7w6w2RSzZjBHS4xg7tekkKcujtjlEKYCHqJoJM6tySMUtIopF7t8PY3LvPe17e5fk/MximLSSS/9uMtlrodAGpaMt7wSBKfWRPzuYdTDp6KuSF6fPoNs1O/es31dxgTr/6R9L71Y+W+pQA/fmaFrTM9TCq+774HH/73X/3qQxPPnjC8/dWrCFrMdacQuoaxVU63Amya2VkCqBiwhtMrNc4+Uuex53p8+uou77qzyxtvXWV81CcMA8LYJ8qq2Ry4FUmiSNIsYZMOAG5sxtxmUHIjhM2CSlfHobXB91ICP6YaRDSqPVJ6fG2v5M/uHWXfsRFEHLBtzLJ+1DI5qpga95mZlGyYitky0+LUfJvf/UKdJKyyaZNgtKFp1qFZixFeRKtXZ7RhEUJgLcSJZDxQJCahHfu0uynLLcWZ+SqX72jwo9+xwgf/PODEfB2t4mxhaJKkQj+SzEwEXH9Ji6t2dHjhxBk+8Y0qdz81ytnVKvVA0fCh7ll8bfEUaOnS+UIMFx8ZwBq36FIjSC0kqXD+eZoBOxX0UkE/hV5iSZIYE0dMVLq86XUrvOfONrdfFTNWU6RplXbLtQ7WfUGj4u5YSerKIyyC8dElptfFTK+zvOVGj+f23j/d7at/v3PXLcnTz5/7yLVX+nwrs57fUoCH/R6nZutve/KZh3974eTnm1s2tPn83ga//DEfLQyx8Rj3LEpA6ktSK13gY51ll1hItcWaCnP9Kp9/rM79+3q84u4O/+g721y+pc3UqKJZ10SRT5Q4oMeJIklVBm5JaiTGSqx1J9gWASVIYVAq1/UJgZ/gqYhWL2a+FfObn6lwbG6MvftHscZnoiqYnrRMjggmmoqJUY91E5KZiYSNU10mRpf5ytOGp14c5apNgrGGpFGTNGuGejVCeCFBoNHKvb+1Tj65ZEpMYgTtnqHdsSy1PM4vNrlld4ebL1/h4/dUqC4ptIwdIK0mSX2i2PV4To5WuGFnhxsu6fDEq89yYl7y0btHmVupcXoxwFeSuifwcxkmXeBZEHkuVXBMnlhXlpwYQZhCP4HIWEgTSGKkCtk41uPKbR3+0Tvb3HhZykhNkaY12l2PJNWkqXQGgXUWry0dQhh8Lfi57+4hhWRhVfOZv5zlkYN3TfzkD8S/fe0Vr1wOe93PfSsx+S0D+DcefoldO2bUxz/+yUseeWp/8969PVpJgE0sY4FGWBiToKULml3AQ1bTjGMPK4iMILIeoadJ0goLYZ27nxrh4Rd71IOQH/i2FpsnY7au73HLFW20UDRqGoTKTq7KNLc7qflDYBHSooTzzC0JyIQXjkmePKC56/EGL5xsECU1GloxVbWM1y1jNet88KZmfEQzMSqYGU/YMNVj/dQy9+8L+f27plk/qplqQrOuaNYFjVpCNQh5+CVFP9J4dQcqawVRIqloxbW7ejz2/KgrfOqlrLQ8FlYCZhfG+NE3z3J6YZHHnpnCk4CIMeDuXLFHGEk6Pc1Yo8Jos87Nu7q8+qou77tjngOnDF98vMLjB6q8dLROIjRhqOjGCiVcbc9w4JnlBKwhMRZrDJ5IGfEjKsTcfF2H7ev7bJqMef8bQ2q+pF7VRHGVdsfL7qCKJD/3Rha2pCMakYU9FikrKOkYJ9CGn3rHMssrHZ5/6vHmsSOdS9781ncr092fytq3pmniWwLwp/c9z+RU03/4scc+0AvD/9BZXWTbRMByB+LAFoFNroEH4HZa0GS3R2Ot04HGMUloBKHnEaYeXVOl3U749x8fxyYx66b6XL6lz8RIwrte22PLdEQci0xvSygxNyL30g1CCv7ivirPHakjtObE2RpnZmtUqoqRQDBatzQrhmYFGlXBSE3RbCjGGpqJUZgcTVg30WfjdIvUrvAXDzbpdepcusnSrCkaNUmjamhUEjwv4iuPVQi7Em8aZPa940RSryre9IoeDzxt6ISSTi+l1dWstDXnF2tctr3Bu25vsfeFGieWGihpgDjTyx5xqghjl5hxtdk+jWqNejXksk19btrd59TcKsfPraC9lGePaj79jRpCKQduIYcvojWAwRpDEhu2rkt4z2t7TI6k7N5iWTcBaeIRRQ2SVLPS0sSpIk1d1WdqSnfPHNxZfY+17tlde1HgwFhBkkgWVnxml9o0xvr/4cCLD3c3b9v04RMnno62br3ubwfA9x88gTg8uyvpnvydlfOPy9FGBWOg4ju2jBMXyJgiel/zbHMdmB+W1AoSY50WNBAZSWR8IuOTGJjvNPjGcwaL4a8edyMbsCY7BlZg5gUihEIIiVSKJNZIo/G0pBHA9ilL3TPUAkMtgFogqFcljaqiWdOMNCRjTZgYSZgaC9kw1SZlmd/8ywoPPT/NzgkYq2XsXZM0qgm1akS91qNarREoiZKZBsd97zj26PcEvTClHSo6fUO7Z1zLXN3n9OwIr7w85KfePctvfFpzciVACIO1MSa1xIlHFEv6oav2a/Q09YpPrVqhFtSyZuyI6y+N8L2YGy9NeP+dXbRKsiSQQQg7LMozSWeMRAhJ4CnApx9qlpYdkE2WYXZyUGWFaiqLexy4XXDv7qImD/QzkOd/To1zvfqRpNXRLK1YPvH5x+R3fkf6O7VK+8FWu7/vW4HN/2mAP/zgnzMzTfXxvQffsXfvYVH1FLWqIkmd7uvHhiTOovPMkjKl6N1klW85wI2BNGvFysGeGJE9u78TW0FsFIlVWUFRUNwByhcrwzZKgBbCZSoVVKqulryiUgIPAg0V31INBFVfUqtKahXtAF4XjDYM482EidGQ6fEOG6YX+f27DH969zo2jyomG4ZmXdGoKeo1qFVTGtWYc4uGI+cCKj7FbdlmAV0/0myfMcxM9mn1fXp9m7G4ZKWtaVQrNGqjvP/OOY6eO88ffG4jWmoshtSkbvEnmjBS9CJFL5R0K5JaX1MNPKpBymrbxRi+l+LpFM9L0dI1Skjp0vkiO5yGGOhlYwSrRg7Amh05uI0RBWM79h4E9qkRmFQU13IAelFKMgm3QCNBp+9GcqwbVxw+uE8sLoXvCBrbjnzs45/ovf+9/3ONzP/TAG93xvzzc62fm5td+rmZUeRKp4JSgnpNoZXAj1Pi2BKnhjR1DbxpkXgh+9KDOubUDmyrtIjwbXay1vx9mzND5ghkWg+yFDxkW4047a8laOWcBU8JPO0yor4WVAJJxZdUA0W1omhUJY2aZaSeMtpIGG+GTI512bJukcdfCvn4fRsYqwSsaxiaNeHAXZXUK4Z6JaFRC3n8IDx7oMYlUzbTvYO0eS9U3LjbcumWHk/sG3VFS/2UTk9nIPeoVapUK6N816uWePalOR7bPwNWYUzqFnxiSWJb1JP0Qk2tb6lWFBXfEPgegZ8SaONq6bVBK4NSxp0X6bLEiEw4CAppZ0vSYsC8GUitxKQDpk7XArhgckrgzhyaLIMaJy5B18+aMoyx+Nrj8LFUbrez/2pnY9SvjjZ/BYheNoCfn+/IOO790lMPffif1uQZvz5eoVEbpHI9pfCy2oYkMUPJhDR1aXNTAD2rESkBeljO2OHnrFLOZgVTxWPIMcmOLKGjZJaxVOBpUZTeBp4k8BWVQFENBLWqoFG1NGspI/WE0UbIxEiPDVPLPHawxy/98TpOnh5lx6RhtAbNqqJeVdQrUK+kVCsxvtdntW9RUuEpi5QDLZAaZ53FiU+zGtNNDN3QVex1+yntrmS1qqi1AypBg20zMf/2A6v86z+RPLp/HRaFsYY0NSRpQpQYoljRjxS9QFINFRVfEviWwFcE2uB5zu/XyjqAKwdwlckUIewF/YumBHYHcgpdXQC3/DrNTYOMvVNR1P6470xWBwNx4lL/UWwHtS6hq3s5//Q5v59Wf+Yf/+T3e9a2/oUQzb9xOv9vDPCnn36ML3/ly6LV6b3tG48cqLzvdT3GayPMrVTodLNaYi3wIkmk3YqNs3RwmrO5Gc6mmbJUWQNumzN1AezBUcJ1UTxFnswpAC5QyskmnbWieVoS+BLfU1QCN5KhGljqFUOjltKsxYw0IsabPTZMrfDYgS7/+sOTHDw5ztZx57A0qpJ6TTr2rlpqlZRaJSZOIz52TwOpFJ501mjB4Jk3nKQe3/uGZb76VEQ7Clx1Xj+l01O0O4rVQFPxAwKvye7NCb/8g4v8yw8LHtm3LpMCLq0eJ67QLIwMYcWVuwaBoOIJAt9lNn1ti4ytVgapnDcuhQO6KNuHpROamwPWiKE7pjUikx8MdHb5Z6koJGVqBGmWPEqy7Gic5OBOCSNDL3T15fOrgsZoyGWb9lZefHbHP9l26RvE3Hzr56enmv97AZ4kKZftmvnte776xT3Hz2r2n415120tEiNRwkMphZIuZdyP8jQ6WRGUzACegTu1axh6GPADJrEDgDMcS+aPHOB5DUaeyVNKoLOCKgdwiedJV7/hCyqBm3lSC1LqVQfuZj1itNljanSVxw90+aU/GueFE5NsGhNM1EvSpKKpV1z9SrWSUA0iPC/kzOIYnhIoaTJbbhBkpqkkSRTrx1zypBVXspprQ6+f0u5Lql1FxffwvQqeHmHPpoRf/ofz/MIfwmMvTpMa6QCeWuIkzZjcEAaGSiTp+6qQYJ4HnnYSzdWpWLQkkykgsucyxnOcW0ThmReViQWzU7oLZ7Ikt37TknGQ1wYVVZ6mqFTsRa62vNWznFwUfMfVXcZrPvfe/1z125s7bpb/EzPK/0YAP3P8I2zYerb26x/cf2UUht6336K5cqvB0wmNauSaFLLbngM6WVkmJFoQp4IkyXR1IVXyI7cO85oJ64wRHMBtCeBDtJ098pR0XiUopSikiWuYECV5AhUPAt9QrViqgdPPtWpMsxYxWu8xObbKU4f6/MsPjfH8iSk2jCqm6oaRqqBRkdQqilpVUK24xeFS/RGP7Rd0+j4VRbbInAbPmxCci6CpVxS3XNHm8ReadGMnU3ph6jrXA0XgK3zPz/TzKJdtNvzaD8/xs78Hj+yfJjaS2JisWXrQgxn6ksA3jr2z2hQvW9zuIJMpAxknsywva05rfprtENnk32Pw87yAy5Tjp5QhWZqkhjh2i9LVmVt6kaXTt7T7LsH03LEadSr4aoWHH/iC3x69rfZbH/l096e/7398PNz/MMAfePIIZ3o7Rvd+9UO/u3n9mVdtGOmwYSphtOF68ypBTJwo53tmgFNSomNBpFwdsk4h1VlRlBHD1X4lgOcFUjl7F6xt82L+0oUQrqBIyAzcWZGRKgBO1p3vmMz33Bi0ip8VWAUp1UxeNKohI40eY40WzxwO+ZcfGuPZ49PMjGqmaoaRKtQrgnrVOUa1gr1TKkFCo9bn/md9VlYrjI0N0uT5Z3YOhCBOFdMTijuv6XD/k8Z10USmBHJJxZNUPI2nfbSuIqXhss2WX/3hOX729yyPHJwmNpo4rwBMbcHkQSyL6kJfy6JZREuB0vm5ofh8+SLMpUqensk/ty3LliFGH7weANxiszt0GdxJJk/i2FUphlE2CiQS9CK30p442OD4qZQNYz1ujOdfdedrjv/hd771/T/2j7774IrQ/2MDhf6HAd5ZncOEyz/7kc8uvnfvvhavfUXEe+5YoVk31IJaVicSF8a+FDbTewqtIFYWL80r/pxOK3uj+S1vSI6UmDs/wTm884xcLk2EzCvoBro7rxjUyjUpe9riea6xuOIbKn5KtZJQq8TUKyGNWp/xkVX2vhTyc783yTNH1zE96jFdSxmp2QzcGXtXJNXAsX8lSKgFEYkJaUcBQkm8nMELDZ4H0q4wLI496n7flQtEFcZykPdTur5j8MCXeFrj6XwDWsuV2ywf/LFZ/vl/NTxyYB2x0YSpIEpNxuKCSmwIPFv0sOos7tDKlQgrKbPzk3Xl58+lwqwyow8l68oAz++ytuSGZXfk1NhCjpYliqtQdI0Tvax7qJsIWhH4qsu66Q7feUfMqy+PqDfH33v62HNHjIl+4X8pg+87cILm6Iatzz7yJ1ddNrlAZ90oX3/Mcv9zVX7sO87yfa/vEUSeqw0x0iXHhB50zMTu5ObVaq4euaTdSokfa0TpJIoSsEsAz1m7dFGK223WoaOyYEpri6ccsH1ti+rBipdmujmmWgkZa3YZqbd5bH/Cz//+JE8fXcfUiGaqmjJSsTQycFcrzk7MwV0NUip+QrMesf+45b69dXwp8ZTrrCnvdZMH0q4tT/Oa62Mu2dHhyMkqU4UL5Xogu/2MhbVCaw8lbZY0slyxFX7tRxb4hd8zPPjCFP24SphKosRSS5xkCTwcyHV+9zIZwCVKpcUdTklRArgoAvWLqd/BdSjdZU25QtFmTc+2kCh5l3/O4FECUeLmKvZj17TcigVxHPG9rzvHD78ZAj3B/mMbOPh4xMS6Z6/68R/5wNaod/KEX93yrQd4r32eSn1k2xNP7P1PUbj4tg1TIVft9BlvJDx6uM7jB6u859UtfJ3i6YTAywAOCKGcJSVtBvCsbSq1mYU0HKhc4JSwRnMXnH0RcAuLVLktmL9nxtra4muD5xkCzxD4CRU/oRJE1Coh4yNdlttdHtgHv/ZnMzx3eJLJDNyjVUujKqhXROGVO+fFOPb2HcCrQUiUpvR7FSrKLTIpxFAlX55IcYGmdlpeh+52HYsSwA2+n+J7Gs+TaKVQ0isAjoCrtwt+7ceW+fd/nvDIgQnOrjbp1yWjqaWRuGkDQXZ4hUSzmV1ICeADBi8+rxhm8LUgz2UjOXPnQM/AXuQvUkhKAE8SiFJLmLgy3DB2VYvdRKCCmBt2JXhyHY/tm+LkOcFLp1rslotve+bpJ9Kp9df8k8NHzx+/ZMfMtxbgSwsH8du1m0S09x0i3M/6iQa+hnXjmt07Iq7aHaOVwhiDp1JSnWZ1ISKz7ByTJlJkX1ZctG67OElWFDUsOShKp7cE7nzcQ87eNpMnNqsadMyttcHTJhs3kRbgDvwM3OMd5pd7/OrHanzu0SkWOmNMjUimKhm4K05317LAshpIaoHNGNxp70oQARH3PuOzHPtMBAzVYyPK+tV9/yjWNAPNa6/r8tjBiHYcMJL1P/Yjgx9m4zG0A7hWFiU9hHQJGizs2Sz5jX/U4ouP9fiVP1rH6YUxeqOaUV/QSAy1BIIYNxFMuYFGXh5oSlEEwflzWaYIMWiWKEedg8DTrtHkZaOAgsWTEtBdI4UzHsLYzW0JU5esixKfP7tvioNHa/Q7huV2ynILvvboYfzG5DteeUvwsU63d/xbyuDdXodqpXbp3fc98NOf+OzTvPaaRW7Z1WN+pU6v7zHW7LFxWhcg1Mrg68SdhMxNkVlXfKIkcSrQqSzSti4bVvJYy2Wuxckc9gRzZpHCZAFSvogygCuLlg7YWjlwezrF91J8L6HixwR+TKPaQ+su9z+b8odfanLXQ9NEpsl0UzBZcbLEWYC5T66yQ2TMXWbvGK1DHn5xlG6kWV/LP89aBs9lmSROFBVPcfNlPRLjAN6LBf3cDYncyDVP5xanyoDoso/OmBFMjgree0eHRnCWP/pSjwdenOB8XKVbkTQTS11bB/JsWJKnbBaX2AzktnCd8gSZkCAY/uxDLJ59mfwuW9bk5bY4Y0oMbrI+0JSCwfupIEoFBkjxuX/fBOdPp0zVY9ohzLYt1+1eZePIN9g4uu2nL735dU/3+p1D1cp/e+7hfxPgC3On+U9/eBfrp0c3PPXc0Vd/6cGEvS+Nc+f1K3zgjS02Tlew2Up1zJlitMCj6AzLAG5dUJO6Iy3kiSjZg6LE3iVwr/W7h2SJHXTdC5BZGtoB3BTM7Ua+pQRejO/HVLyIWq2P73f5s7s1v/6RaY7Mj+MFFWYagvEgpRlY6gHUsw77auCynZUsIeTqV9LsTuDkyUIrpRP5+ErhS1sEmDlCHBCyQDN1ci1KPKpen5nRHivdBr1YZOPWXKzgeWlm86nM7lSD5EwRuLrKx7fd3uHGy+f5tY/2+dOvTLGU1OkGHnVP0tSuBifQ4CuKZgitbCnba4sgPR8H980APgD5GoAXsZQtQJ7HW4lx4I4yBu+nrlOom1WQWtzCOtORnGtbRus9fujtC7zuWhivRlTtM69uzXU22GT50NFjJ9mx/a/X4/9tBrcp//yHXr/thRcP/v6LTx3n1l1Vzq8IPvZFTRSe4ee/b4Gar0mNcNktI4fTvjmDC+ekqNSiixEOsuSeiCxbJi4orS37gYWFtQbcedpZSZel0ypn7jQDeYKvk2zuSkjg9Tg+m/AHX6zz2QcnODo7RrPmMV6BsSClEdgs9Z6DW2bglkVSqJJp78B3C6dZD/nMw5pDJ6pUsuFEBVAYoHyQLHE6PE40e7bCW25s84dfnqBT0zQzhyGIsrhBGbSWzv1QlEDula6VO/9bJiU//z1drtp+mt+7a5yj50dYSqp0PU1dCWoZ0H1p3cLJAnKpMpIoZV4LNs+i+bXZTneTtcOJoDWVouVsZpzVpISpkya9VNBOBb3UYlwKlDi1LPctk0Gfn3znLO9+lc9Lxzfy9Amf9rNzXH/zrb+/Zdvt35Ykrf+mVPlrAd7rh1QCn+XZhzYF5pmdN1zaYudMheW24fmTKQ+/ILjn8YQ33tKnUgXPKpLUI459N11JmALcUlpUYlBSkSpZkiaDegab1wtfxDnJJYnAlvTh4N92c1My9pYm69hxAa/WCYFOCIIQX4e004jf+ZTPH31xhjOLoxhVZXxEMe5bRnxDLWPuWpG+l1mdSiZNMu+8ALfvspdhHHHodEAnChgLMhcnTzrlIMllly3VpMSaZl2zfVOECvq0owY9X1CNnU/sZ/LKyySKzl2PbKuWC4NXxdRIlx99W5d3vOY8f/TFFn/wFxMs9Or0dIWKVtS0oKosQWIdm0tb6HFdjmdKoycK4hJcNAlUzjAPSi6yQqu8RDbFNbWk0M/A3U8tNo0hDcHE1IipVBPedGubV17Z5etPTbDvpSrLLcv5hVVOd/btfNVtetObX3vTcWsihPT/ZgBPwjNEdmQqjMWnzp7+inf95Zpur4FShvc15/iJ35D86K+u402397l0Y8h739jl0k09apWUXhgU9SAOiAYpFEoZV2apZAHwQeXaQHuvLf0RQ4GlXcPeBiVzaZI6gGvXke97MRU/wvciVvsRDz8n+bO7m/zFgxP00wa+7zPhC0Z9Q913c7Zr/gDclUASBJIgkyYuMZQ5ExnAfc9lPo+dszzwlMsFBHV7QYCZP0yhwd0ij2KF52nuvLHNx7/W4eDpOr2Km/cSehY/AS82eJFx9p4UmVaWg+E+OcBzj91IaoFm3WiPf/5dXS7bEvKndzd4cv8I8706feXjeZqKFlQlBMriSVuwuRJ2SI8XgWcB8GHdaEqEVGbyvAI0MZDYvB1O0EuhmwoiY7BpBFGfptfj0q1dvvuNHS7ZmPCGV4bc/3iVf/khj3olxJOWlShmlUe9t7zxxk/NL61es9pqzf+NGbwxMiXbyy/c9OzT94x8/Ks+WzbFzIytoITh2WMVHj80Rtfz+exDBtKIj3+jzY+/bYmfeFeXWtUg+raoOZbSoFLjiubVoPMjZ51B/14uS4ZzxgPmtkVvZV7umRfwu1LQFKXSQo5oHbPaiXlon+CPv9zk7r0jLK02kNUKjapi1LM0fUPNs9R8S9UnY23H3NVAUvEVFV9Q8ckq9EwGbkPgOf2tdMhLp+HMasUlVjJ9O5w4GVierg8yq7IzkijSrGsKLt3c4/mTCd3Yc0FYDH6E8/BVmkmUPFEDck1nTr54chsyTl19+Hvu7PHGVyzz9afb/MlXmjy5v8liu8aq9On4Gl8JfCkIJK6HU7ggPS9Wyy3YIu+whoCG0/mlxWbz+n4nTyIj6BvopYLEGDAh9PuMBB1+8t3L/PBbe2xaJ7GpTxwGXLPT8NPvmeWZo3WkEKwfD9k45fGVb9w3sriqbrr80ku/zF8zPOivBfiZs2eC5WX1Xz/x5Xb98efX8eXHBf3YjT9DuNTvVIOs47rCidmA//hnGuQcP/72LjU/96otUigSqVHSFOA2eWNqZieWpcnaOhNZ3B7LoB6AW8kUJVP83M2QMfPthPuf0nzpoQafe2CEuVYdUangNTyaGkY818lT9chkh9tYyR0yKznNdLcvCHL2zgGuE3w/oeJHWBtz796AE+eqTI4LPGmy27wYNPqW0GDNoMw0TRW90GPrOsGd13X57KMRndijFwsqnsVPHIuHcV7qmjoNXiRk5JBMcUd+h5RZ1lRTDULec0eP19+4yF892OaLD9W4/7kGc6s1esKn52u0p9BC4EmBJ2UGdFBYVElqyTX3WFt6zqdo5fUoiRUkFiIDoXVVpcamkEYQ9xmtdPmJdy7xT97bYySosrpSpR8FJKlrr3v/61K+V6SkRtIP6yy1Khw6faK+ZTr6r2l06jKg9zcC+NcfOsRqq8PxM112roMtqUsBx1mSJjEpcerqCJYjyZKsMN8x/MZHU8Yrhh/4jhDfF4jYIoVGGouRqTvxRde1LLKW5bqHEnm7gnxhkYAQJmseNiXmzqRIJaYXphw8A8fPKj5xzwhffrLJ3FId/Aq66VFTkoZnaWhD1bNUPah4DtwVz80kdGWmsnSI7Pc2A7kpQO57rj3tyFnD88cC8LzsNm9LKfoShbNGpxZNAG6c85XbQy7f1OHAmRq9iqCWCILYEioya89k7J27KbmNN9Aqg2buvI1MZdMHPPqRR7Ua8v1vCnnLLSvc/VSHT36txvGzFQ6cqRGtBCSBpq81UkmUkEiRvR+gSwDPF25Zjw8BPGtESQzEuVyxBkwCJoYkwhd93vvmFf7J+7s0vQrLq3U6vRrdfkA/8ogT10Hk6ufdNLM4llS9DnHrJQj/eqvwmwL83OwpEUX9n77vq5+YvOESn25IUd4YZX2WUeK82k7f4vUgtZL5is/cYpXH9lV415t6TNQirMmAaQxGus5rvWakgOvGGeaEMrjzQ2Z6XqmUIHB7ZaZpwrlFuOcbHodPV7n/8SpnlqscOVuDIEDVPSpaUtdQ18a5CJ4l0G5wfOCRgTg/ZHaoDOBkmjsDt5cSeI69fR1TqUQcm4f9x2t4ctgeLGvXvB68uI3nToqRris98bh8a49Lp7vsO5rQTTwasSDU4CeWMCZjcFHocCHlEJNDqc+11FHjsseu+z1OPULPZ6Qa8b1v6HP7VaucWW5x7xM+R08FfHVvjbOLFdKeh5GZpyhVltmU2XcRRRIo1+Xl8mVDHnTaLBlksyEsKdg4A3jMaD3k1qv6rBsTLMxX6IUVVjtVVjtuo4J+5Jqr43jQ4hZG0O0rnjp8dPIHf+A9P33u3PEPrl+/zV4Mx98U4J/4wgNIkbx3k3+yfuXOGvMrmnbPlXM6kDug90NDu5cClqUQJIK0Avc+H7DvsOa110V4GmSqkdJgi5klJVDbEoOLErixhYcuM8ZWKsULnJV09JTg+aOKex6vse9YwIvHqrTCgDAKwPNRTU2gJDUFNW2plnzgQOd1GnnZrKsLDzJZ4vsK35fZArAD7e2l2eB9p/Mrfow1EbNLktAGaC3xpUVn2lWs0eAwAHlqxUBGZH64QDM1HiFVn07s0dXCOR3xoGBMKzOUgZSixKP5sCNEdq5zGTQYjOSlqhg/0Q19ZsYitqyLuX5HSC/q8QPHVtl33OOex6o8f7TC0VMBcaKxgcJKmWWAVCl6XvMF8y9ZdE3kzeCpg75N3KyVNOGKS0Nee1VE0neJwjjRrLYrzC5VaXVdr2k/wg3/jKAXut0lFlYSOuZc/dypB94b+OqD/0MM/tnP30MUttTS/LMCJZiZDKlULO2u24CoFyrCSLmhjJHrQhEy4eRqjO2GiDjm6EnB3LICZVEqAWGQBbBlprVLs0vy54yptc56BaUhjizdvjuHx09L/vzugG6seObFCodPBSx0fMLEd7OPlYdqanwpqCqoSUtFuxkcgcoKj5Rjbd8TLulRBrcn8TNZEvgQ+GSuiUuZe9rge0mWEY2pViLmllPueaTBajtgbESgi/hgAPK1j4LQCi0uCUPF5ITijbf0+eqTPU6u1ul50skUDV5i8TKgq2w8spSpswspzzqRxXsYq0vvITAZk6dakXiKONXEseesVC+m7sfcfmXMzZdFvP3VIYdOSZ7d79GNFH96T41j5z0Qkm5Pk/ZkXr6JVcLNxShntMqeKLYYTeG+fAomZXosZceWlDS1jDR6zC83OLvgc2bOo9OjqG+PYuN2l+gbOn3LatdQqUrue+SUuP2mq9Tze7+aXHX9G//7AO6Kceq/84V9s1f/5NvOUa/UGG1XWWkHtHtut60wkkSJ60wBwW3XhHx7eorPPZSglMFYQzcULPUVVT8z8fPqK8uwS8KAvYW0rHYEzz6nWWxJqhXN4/s9vvBghX6s6MeKc+d9jNDEVmOED1ojAo2WEl8JKtJSUZaKdEztK1ukqH1FNkXWMbef92UW4FZZj6YYsLdn8P28QCst2Nv3Y5SK+MbTis8+2kD5mkDazFNmTU3HhQyee+FOh0viVNHve7z11h6fe7jFn947QiepUM90uJfr8JiiaTjvFhIiX0m5vyGHhiuVbckklSTaMbmnFYnW6CR1QFcpWiVoL2G8mnDL7oSbd8dYEfKuO7r0Y5eB/PxDAU/s96kGgoWW4tl9Hq2uRBS9pxfMoxhidmsM1aqhVrH8xderGOPuRn95nyBsGSYartc4TV33Tz6XvN23rHQlCz1JUOnxI9uOXV2v3/o7cWp/9L+LwVdWWlTrjebh5z+2u93vqF/9uOEH3rjEns1dRht1FldrhTZKUicvAj9leixk0wy8684WshKy2pb84m83+dTXK4w2XE/lRXvMhjDudOVKR/Lk8z6tVYVUitBKQqOwQrlbo9IgNUiFlBJPSnyJS1xIgy8dEHxFBu4MHJqibDTwXONxPkx/Lbgds1t832TzyDNZ4g3qWQIdY23EmQWfKKwQjEj8rDxXZVV5Q1nMvKOHQXp9AHI3XySKPcYais2TLgDrJQG9RFDVbkB9XkOiVO7/D6r+nD4etMbld0pjTGkIvnGVnCVplCRpljdQxUg7laREkbNctUyRKmHTVJqNm0i5bGuPyPaQ2rDaEjz5vGalI1GO77iwhbkE9gznow3LYlvy078+wmrLRwQ1hD/KzgmYGYnxs3qPJHUOUicUzLYlkUzYs32F73/9Ako21VMHl3f/4Pe8p9nvdVqV6nDQeQHAz51fQOuVD370s7N3HD8WcGplMw+/0ONNr1jk5967yKbpiOV2jX6o3XYcAnwvoVnrIyV4QlGvWT57n8dXHqhwflEjlbhwkhJrfiayMyMEVghM3mqCpOgWFhIhFUJKlBB4AirK4guXdvYzhvNk7huXnnXWSa/Itt6jALdr61L4Gbh9nfvdNmsYsFlFnynKgT0vJghiTi0YPvrVOmgfT4pBgFnIE3EBg5enew1mibhBOmnqQP7+N/b4q/t7vDjboJN61BK3Ka2rArRFJ47M9uQp3isjigxlmRSSpQKv/DBFLYzWCi91iTGtU3SqnO2qsgSachaslCaLhdxrLQ0yTpmqWb79NgMyGYyfwAziKWGHv3x2+ZW2nFvU3P1ghY99sQaeT2Aliz2BtS5eErgkUTeWzHUEfrXDL3zPed54vUCacU7PVWg0zt6xsnT2g8Yk/9d/k8EfeuhrSCH9pL/I5Zt9No3DycU6n3/YY2r0DP/ie5aQMqEXBqTZFiOeTqkEIZ6O8XRKry946aRHK9RYX5MqOQTg4gIwuK265/zv5dGZzKZSOadAC4EWLq3sZ4cnMlaTbo8dnTFc8VpTmoOSs/agq34AcFnIlsC3mXwxRUDpBuck2cZXzj2RMuLEecF8q4LQmkAyJE9k+atSEPiQdBgCXqaPo8RjohmydabHgfMhvVTTTyFIBV5q8ZJMhycUAXhRyiBUaTWVx6TJQZVfEXgK0tSgU0OqhNvgK1UO1NoUQ4JUlil2tmxaZI6FNFl+wsVKQpT+LFw6q3DAIPuZW5BCGGxqaPqGXVtiqpWUXpIQ6ZT50CdKBVXtFkNkoBUJOmGPX3r3Ob7jFZozczOcnq0xv6ywconV/j2+tRfmey4AeCCOAXD59h7rxnwWVmByLKX1gsfdj9R49x0rXLPT0mpVSI0CyDKHMfVaj5iYj36+yoc/06QTe6CdlHDAVSUgi2EwZyAf2E+iGPvgCTJnwulbLVw6WUs79KyyBgOdAV5n80+0ck5XueHYgVu6Zz8Heh58kgE76/7RppAobhC/098JMV98uMrsfBVvROHn0iQLMAv9zbAipaTBy0N18qRPP3QTbN98W4eHn+vTSip0taaaGKLsDpUPNBrKMgrDoHMoDzQHnVHOOlQZe7u+2NQIPCMcwFOL1qlrEkkNicqYXNqsStMULD4AfG7hmtJnKFm7lG3eQW2SEAZjUup+zA++vcOZJc1Hv6jc1uNAlCp07L5DYgxxJ+IVuxZ5y609VjubePpAk7MLkrmlhG7cYt3c0Ysq4CGAH3nxc/hB7ZXPPnvvjY2JJTZNVVlcDehttWzfvMpia4X51RTPbzM1EWGscp1j0rkoK+2UT94b8Gt/OMbJuSpUNIj8yPRzAewM0JTqHRgUKLmkQlbTLUSR9tZioHHzW7UutaflwNZZP6YblZAP+yl31ZcAngecHgNQF9IkzdyTgfb2vRjfizi/ath7uAraR2fyRJcKlIpEyBqEu6ztoIl6wKqy8MTj2OO6S0ImRnusLtfoJoqaAi9x30Wl1h1xGeBZvqF4I3lBAZs1tsggG2sKyaKVdPo7FcV4acfeMqvxKQM8q9rMMsll0A4AbxE5g8vhHIZbDAYpJTaUbF4X8fM/uIK18Ml7U5ZXY2LhEwuVfY8UTZ+Z0S5fe1pyfk5y+rSh309YaBv6VjCxXt94x6te+8obP3v7Q+97++svDvB2N4Ve9O07N6xeu655HGPqdPsVNyQ+WOavHoj53U83eO6liOsvi7HGuCSOgk6o+MuvN3lwb43j84GbxyB9B245AHfeEiXJgCwcI5dBLXOQ551ABajtoNdS5C1pA+Z2zcV5p0r2ugD4ANh5861j70xzawq9nVuCjrEH4PaK6sQYQcxdDwY8vK+BDJwt6cnBZy+30Q0q/tZmM9eORssGWRpFr+9xyxU93nJ7mz+4q0GUBnRSSSVr9dKl81DIFCkzliy/1Tdjcre1S6qy6b7KyZRUSVcQl/dtFkVspnBt3KZgpqgxGgwPyvMVw4m5IebOstBCGKRKMTbFdgVbJ2N+8QdXec31fT7z9Rqd0ENI6RoqjOH6y3rcdm3Ip75e57P3gtIRWlm6kaHX7zOzfura19n+tyuShy7K4M8dPMVIs/HGT37h7u85cKBDsz5BmliSOEXIlF5c5+uPBxw5qnnw2ZiJZpK3v4N0FteJRQ9ENmxEapBeAWwlsrrjDNS59FDCMZ6i1JVTYsAc1LmuzYGeB3IFsPMO+oy98wlWOpMmWgs8NQxuN05hDXNnPZt+1t7m6bzhICkdMRExn7y3SWoDVJG9LAeYpb5GBvZdocFzFi9KSrN5f2kebGoEHu95bZePfTFkxcT00gq9VOAlFCwupUUmIgOPyezCtVpUlqxJUWpMEKQ6bxDOAk9jUVk8oJRBK5kVysmMtaUDeureT5XBnWtyOVxkJ9eAPc0rQK3ESHekXcXGsZjvfl3Mq69bIbZZ5hfACCYblvER2L2hxy27ztOJF0FkGc6+YOO6Q1y1dfv3bLvsrfel/WNfVZXtwwCv+ykVFV/SVNHOIy9plrozrHQt7djSy1qKwsTCqGEpiVmaS7LMVB7PqCKl61hbI4SbweEJ8ESmHcWAuVUZxKI0n0MMqtgGYB+AR5UAX+4rVCVpko9GGBp2kwFbKzFwUnJwe67j3jUm24y5BwGmLrF34EXsPSw5dLaCVR5KSnxpisU7kCgDAb7WRWFIg6+d+edAHiceOzfEXL6jw6MvVYmVTy8RVCR4qUUnIjuPWWlrkjE50smDobcUJRbP7ckBm6c6Czq1zYJOi0oFqbJul+lMrsiM0V1ztxzU418E4PIi4C8YXhpS4XavNkplI5g1SqWsH3N2ZEEIxu3HtLToMT2qeNcd7s9xqumHASutKqfOC06elTvH1ptLolB89QIGX1xepN3tMlbvctV2ycnzkuWKcVvGRYMNP5djQV95WC92ZyZvTMvTt8LNllYS5yoIm5VffnNQF93wQyAv335LwC6/Lg2uyTtddAH2wZg2paSz13LmLg3/cYCmAHaRrSyYO8XXLrHjuoJiLDGfvrfG4mIVEWjnu4tS4Le2BqUgAYYswvwGWK7jLrxpo4hjzeS45N13ttl7uEmYVugqn2rqtLjOzqeSIBNbqg0xmSeeF+ZmUmWtHrd2sMAsGJkVgEmJMi6eSI1r/1NGDNoOcwCnuQ7PwbwW8LZwWvLfiaLM2Wl6oyTGul4Bo9Ji8pWUA2wZ6+Y4RrFHv1+hF/r0Q49e6NGPNMttjwPHukT+KpfsPk+vPyguLAD+//zO51FKMnt+HtOL2TKl2TjpNlXtR5bVrmWulb2ZlcT4rqs7u3J514oSrp64sPBKQaEaYuZSJ/zaY41DUCwCiSvZVAOwK+n+XEgUme97SRY4OYA7mSLxdTYAKAe3NwC3V6TiTfY6HTq0cp07L56AT93dIJR+IU+88gi0i9SgrE17DNdPrx1RPAB5kGre/YY+f/zlLs8drRIrj66U+KnJ3COBTPPmjyzYlKKw6ZwGz7aNWbNvkbECXcxkB6PIAk6LMpZUWrRxcsQNb8qbqPPNeSVDpcslcItswYvy76XJmjQcwFNpUcaQ5iXPRpW8doObq+A+d5Jqwsin1a2ysFJjpe3RC12FoacNr7q+x8jIE5w5dAJIhwG+vHCO0YmZ2r/44B9sr5tVarJONVBo7Zglig1LqymdOMV0c0znLoi7sF4GbC8LGnM7rwgGy4AVF3rFg0mnFEPrh2wwKYYkiswHayqR6fBcg+ej2jJw6+y1FqWEzwDcZdb2lHFlCkWLWN7TmWRHjPIiDp3RtCMflM7kSUl/izX2oLiIizI0OWCNF17UcCvSRJOmmron2L2xz3OHIlIT0DM+ldTVbOtMgyvhBuo4m9WuCWdxIM8K2ooM59DncMGmVo7FlXHn0mQMLs0wwJXMG83zJmUnlUTxe8f+MpdP0g6BW0qn6U0me6Q0mILtBztQFJ1D1uGj25ecmg1YWFFEkfsOnpbML61jakKwbdum7a96w0/VTp/6p91Nmzc6gEf9U7QX59/wtleO/OzDIkYIf2jzUJD4Xszo8RWeurtBIlw7mhbgC5dU8UXuTzswa1kCthh+XXYaclBfwOZlEJcZPP+5GoA+Z+2CvaVAZVp7oMUpAK5LssSB2JZem1IPZHaorK/Tj1hqG/5/f9lgsVdBBF5xt8qD3fxzl0H+zR7l0cRu9FlZgzuQJ4mmWdP8xDvbfH1vk8XQJ5KanpT4UhTneagLHlFkFAWmyBhbDBaJtfmzGLIpdTHOOnOiDKQSdCFPBmM5yn/OJ9OW2T2VazV4mf0dqNNc7mSATvPWQyOdtCnY3LUiNrw2j+5XPHewji8H1YpF4vaooe+t/1n55IGH+v3eXxUMfvrkcyB8Ag7zmmvnafebdEPX8Q4QeIaN61royiLJFwBfI5UikFDJpYgceNQ5yPP5HXINI5e16oC9B7f2AtilW/4Q2MvAlgKpBuPHirl7SqClzGxCBhlNnWU31wLbG8xOcbsrD7O3p2J8P+IT93q8cKQK0kNKSZCXxpbiiKJRN6Pwb1pNyJqET6ndLN8uJE41SeJx5c4ub7u9xR9/uYLRAT3pE0hRJH2UFMT5+7OGyYUBm5dFmGInjPIuDjaTKMoKtHFsns90NMZdo1SKweB8KUhFCbQSUjF4PSxdHA5y0Ds3xi0akzO8yhk9Y3IrUFZkeUAX5FerbR4/UufR51O2ThiCLNOZWkE3EpxdTOgFp0iEptOLBhLlxRMeUlXorlr67WWuvbTFVZslaephrcTTCWMjLZ54KSmuiJYQCFukp4uMYtmfHtLRazNva1nbaekLfyeGQF0eiVxMZCoB3M3cG4wILg6d1aV4GbiziVc5axfaWw9cE60ce3vaTa1aXjV8/hsNFladz6+kxBcDJvtmEqUYt7BGNZQDzKIRuZTwMWnupmjGmorvuKPL5x7us9gJiJSml+bySGRBuxjMMZGDbij3Zrkez9/fFImgvIdS52yustcyA7ca3J2UccSSZiMm0lx+FHFVWZaIC4JOB3RRyJl8cbpuLwd0kzG5VU5Ly4ytpTCkacTRhZTlnoenBVhLahI2rw+58Zo2r7x6A7fsiej0Qwfwp547xMzUxLYvfe2Rn/rYF5Y4OTvOnp0Jm9dFvOnGFfZsijCR5atPCz5ydxN0FaUkVQkVNejGzm+VWq5xOsrBpLxQgvx1PxN5UJkX9mesXTB6SZbkHS5uuDvD4F7L3MqukSdmzZG6QUG59lYuc3nsuOClExUMAUI690SXF/OQg7K240UU2MqZe8DkpebrYoydHLSbpRqsZs/WiJ3r+yweqGJT37F46mSKzlhykFzK3a1yB7wD+eDuYUr1+dmdROY7OECaBe/GZuCT7veptMgM6KqksY0km29YkjFiwOgitxhLbG9k/m9nz8ZilMDK8ga+liTVRHHAB960ipaGxw40SY1k9+aIN94QsnlasmeTwXKc6clrfuqy9W94ZmXh4HE9WjNo2Z/ZPCXfuKER45kxTp40PPaC4Z69I4wFXWyacHrR4+xqHRlUqGpJXVkC5ZoIdEmDqjXAVt8MwBf7eQHq7ESV/n4+4leWJYlwgZAsRgGLQU3KEHtnW1oPgbsEcpUN1lEO2Dl7F4eOUSrmi482OLRQBX8gT7wSuMUa9l47LuJiMsVcEHCW5sWUtHgUaXZMRrz5li5PvFgD43YW7kmJl2azTNJB9ncwgUCsCTgN2YyCi4zrEBiZvZYgrVM2xgiMymXGwJ41EtJCioqS7haZyyIwRcLHXTOzhs1NzuhloFuBUQLPDk6gFAZElTuu6XP1jlXOLrZIUk3VCxiv15hbGuHMuRpHT6dcK/03ylp/ptezx7XWCcYmrJsM+fZXhpw4V+G5wwmNOcvxxTrHztWJUwNKoCuSmhbUlaWqTFGeqkup8nKWsZAo35StBxm/C/5OGdDF70TB4DljD0YolJI9xTGYv1dIlDUBZX7o0rPT4HGhvau1iEcPKv7qG3V6fR9qOktg2UFJQUlSlZ0TMSDvNei+iP5eYxmWffE41ow0NW9/TZ8vP9zl8YM+tu7RS4MiBnKfRQzAnb1REXQWqZNSY7fNgs98gSnH5ql0etxKx+TKloGdywyX10vNsAEgs3mM+Ti//GepGASrOcOnWTY0Lc1IzMeJWCkGk4XzmMFIGpWEyzZbothnqdXg+NlRTpyr8cwhwYvHVli/K+JSGROnMfrYmYhaPeaFQyGPPN9lcqTO1KgmjC3LPUs3lfSNRgoIpKWqLJUM3P4QuO0Qgw8ALoZAnQeVYojJy39HDEkTIcUamSKGwC1lOblTqijUdlBZqIdHKA8BWmWvVakeWmeF/irB9yPiKOXLj9R48WQNPA8hVQaqsjOQfb9vUkW4dvhmka7Pd4Eu7U/pQJ7tTWnz+hRNFGku25Lwpts6PHu8Spj4pNKjZxR+ib2L2EVYRFqSKyWQ52W0Wb2ce8663o1yAZ61YKVA5XpcUjC4lLgA0eSEkzHwBaSWnR/jwCuMY3GRMbyUAiNMpsEtRtlMJrk4qsi8FqMBFXGSgrCkqaLd9Tm/GDC7pKhWIl55Q4fLd3SZaobUdB/92MN3E/iK0+danDk/iUKzdUYxPpHw/HxMN/UzUDuABzpL4mTDG9387WF5MpAVw2wtSj/PE0OFrXYx5s5YewjcwkkSWbpV5qCWpXJZVdxdBgDXOp9ZaIsRDPlgTj0UWGbWoIoJ/Ih9JwRffbhGt+dD3UMK4dyToQVtC0CXDJQ19L3Gnc5a9/IRxMXAnDUJn3K3T6MZ8abb+nzu/j7PHg1A+4RG0ktFKe8AIi2NuMtBLoTL6JRAXgA9B7u1A/ZUsriryAzguTTJ9bi0II3Ngs3sXJhha3fA4BT/Ts7wTraIAZtnvrsu95FaU+zP6dnETWXQrqozNi32vlSj11NsWa/YNDXFM08d4MknTyFI0efnlrAWlEi5+QqfDVOCjet6XL59ln1nDEfPr0dr6drBsv7GHNy6BO5BULlGY5fZeI0UGYBcDN/iMyALOQx0VQK7UtnFVIMoX5XArXNwl0CeJ3K8UiInZ/B8WKcLKjNr0ItJbMpdD1V5YF9W/iuVqxwsy5OLHGLNceGjzN4lR8UMmpFzR8XVcDuQhz2PV1/R5c2v7PLCiQpJ4mGFoic0ngFtnBZ3McCFSR9RYvJ8aKZVg9neNmdN6dhcKcecMgNiIVcyx6WQi4bM9itdz4y5LwB6EYiKTO7kLppjeZfddOUBOl/oSmJM6phcu//eq/R54VTMh74KV2+MWFxVnJlVbF7foV7rkaYW/cPfsYyQkihKiKI+SiYg+xyfb3FmcQJfCeraUvWsc0x0yRbMaqvKKfOB7hbknWplu0+IYTCXK+8KMIsBYxcSRQ3fGYpqwvJuDrlEKQNbWlQGbp1lKZUqATsPKAvHJEXpBKVifC/mmeOST93bAHyQHkIo1xKXW1zCXgTQufctMiiLQg+Xu87XdvcY4yBoyGRKKrJaDVG0syWpxlrNe17b455H+jx5xAflkRjlKg3LCy3Ng0w7JJeytl/nUigudHUUyJzJbcawVqKsCzyNyILOIUamkCtySHuvyWesYfchXZ7Jl7QMdJNv617eLMEt3CD22DTeY8v6JU61mpxdVUgDQbWG0hprDfqFM22EkKRphBBtzi5IHn7e48WT6zh6doTpCjSDbNyuXhNQllLkw0HGRXzsEjuXs33FaLOCqXPAXxzYMmPt8jzrAuR5r6IypSAzkyW59s4dE112TXIGz52TBM9LiE3CfY9Xef5w1Y2kkC64zLO2a0cMD0pkL9bJMyxPhqYqlBogBhurloLNVLp5jqkkTTVh5HHFzj6vvsmxeC91LB4KvyRVLJKcwfPalJIvnvVsFlKlXARm3fnMdbm7JgarRAFiY7NrZzKAfzNDIZ/PWCK8YfMhA3rhp7tEU5ppdGUsJs1r1QeTAWxW/7RnM/zG/7XMi6fbPPRcldOzirGRiMD3MdagP/RXUygp6IYxy60GnVCyuKzQUrKhbqlqlzHyNAVrl6v4CuCVjH2VAXQY2GXAZ0DIv7QYsPXFHJShE1ICdhFY5uwt871ncuZmoLkvAHd53/YBsPPD1zGHzgn+5MsNwtiDmutKymtuCiu0sOPWShIxLMgv5qKs1cClQHO4CEuWpIqrMqwFku97U5e7Hqhz8IxbfKlR9ITCM7jqP2ERaQbyNJMmeR2S06UUEM8nO6jMHizdXaS1WdCZXWObHSaTGTYrtLMuaSozi1GKAasLQyZfyLS4GCyAEm5kyS6UWaFXIl0BWKKka6VLDHHqpvL2Qs3miZht0wk37hC0Oi4IkdKVIuif+oH3rTt65MgvPv74EzSAjmdYX7UYkxbs9M1AnWtiUQZiNtJXlHV3HiyKwZ/LjC2Gfj98B1BrgJ1nzAYsbgfsnQP7Av1d1ti55z1g7aJTpwB4TGQTPnNvnWcOVV27j8jrvvMOowtraIaqB7+p9r6IVZg7KuVA00qsMdkcx9IELCOdo9L3uO7SHu98bYff+jOfntFgNLGQdNOMOMhclbQslkqNiyLX4g7JKtPnqrzwMhDbDPg5qJV0gaixA9lhTEZaJRkiSrIkzQFfaHJLOf4qgC/z9xgUdiVpJgnznEds0Uojez4LK9aVNiSS1Y6m3fO45pobfnHHzh0/oidrh0er2xe+rZZ2OH6uxslzCa1OSpS4kw0uwTsI+NZYgEMuyCBZc0EgmYF6CPByoFcvqtdKGdHBai9ttZEFleU9eXIWL5h8DbjzEcueLtmCKrcFU5SK8XTMS2clH/96jaIzSTrt7bKXFPU1Qx54yT0pOymi/IdClgzXouTFVrbkg+eHzRI/qZWYVJGqTIunmu+6s8tn76ux/7QHMsIKSSg811spXKAmBjAuBZkDJs+36na63MklmUkUJUWmx0tsa11R1mDrwWEcmBJDizXXs/izKctUe6G0zbPV0jpZUyrUyl/nBGKMIEokK23JiXOWF090mY2Wv23zmROjut/tML/U4chsSK1aZbShMMYSpDbbpjmv2BIFo5cBOSRF5KBN62KgHiyCgWQp/t2LZDfXAnvwM7smsDRDTK6z2uUBuPOAcwB0le0AodTA81YZg6cq4QsP1dl/aKC9hZCD+nYx2OJDlC7cRY8LFPgQvAaB3Rqwl5M+qRFoM/DFTSZXolhz2SUhb31lhyMfD4hS1/uaCkVfSLwM5PlGUhRbda8BeQFssMqBWZX+rGQuVdyhrHWzawr2tk6yCBBmsAgKvBgxDPCydSzd74t4pgz20vl1stcO/pvSuUsNxIlkqSXoR222bexSq4YkaYQ2NKgGPS7dELHSmeNYf5zAl/il7eDy21V+cgZJmxJ4y8wtyKaeDsAuMlCX//4Fq1oMvtRAd5c6fwoGL20VWASXebBpsyBz8KzLkqTE2EqleDIDt3QA972Yo+cU/+UzTfoy6y0Vg8ylLt9BssTKBQ7KEHwvrlMGW37klX12kNSA4aRPPk892xkjb0xOUo8gTfjxd3T4y/tqHDmrQcWZVPHoCYFKSzHCkEQZzmpqBnIl3wNT5p9RCqTKQJzhQskymDM/PCsNkMYObSqba3C5liTlAPDpmlxJUUp9ETIUxefO63bc+WpUDSfn+5w9Z9i6ReMJjT42Z1hdTXjxBUur3aDmKxo16eIRk+8Zbymfl8EblRl8DVvnJ7S0GMorcvhuMPjCg33TSy1spYaJi9Uj56wthySKWQPwXI6UHBNpUDpFqSSTLTGtyPAHn2tyZi7AjYhz3d25NZhLk/Kz5OLsPVC+f70OL49zK9rICqmSbwUi1mhxVdSLb5oK+eG3tfm1P/FZjV3RuzWSUGhXhJUOZEoOclECeR5cYktMbkGVfHqZOysWrHCfU2SBZd4sITOWVVIgrMVkPrw0+bybwZaKUogM9IPzVbxeowjK55fsjlS2VpOsu22kJrjl8grn1rfYvrHP9GSIlsYj7FVptyZZP+Ez2nADFONsqmeS2GyL5oGGK7MVBaCHLbK1q1VcDNRrWLuoQituY6US27XsLQz56LLBtoGljajUQJ6okhU4cEyc952DW6sYHcT8xV0Bv//pJqHxnDwRCpnLE5mNtSh95rWW4GBhX2Rk2zfD95qM5trkjy1YfPhwIPeo6IQffVeHl074/NEXnBYHRSokPSGLu4wUeSNEWaKUmDwHNYM7i3JcVwDZSRGbMbarNCy8beP+aVO6niLzuYvzYcrbhZc3nRUXxQhr8JPnFNz4aUgSCGNDnBhWWoLRRpWRmqKi61hbRW9eJ5isCWYqhpFGhKcs7Z7i9LzPcss1rprSyCBHTGvADBcA/GKgvuB1weZ2jVRZA2yxBuDCFrKkqMPONLb7eT56rJTUUWn2Oi1m7SnpBktq6bKWS8vwl1+vsRzm4HaZS9e5NGjiGO6cX3OBLkrZ4gJUDyVXstcmB1ZpS8ULPHEjUBm4Veo2FEhSzYif8o7XdfnsgzUW28qB3MhCqkgywK2pSck/X5FVzT9fic2lsZmL4iSKFAyAbsjclME5McKWgGyLEtqiCSOvkxkCthgM1pcDdSDWgL18Ro2BKDGsthPOLiR0+tkMHGl4lRKsnxFo3++TVjp41UVEIEAadFohScex1nN2nF3TgrV2tRXSZfDn/zbYh5nQOTXDrVdyiNUv3i7lxoploC7kSj40sgRuaYa09+C1y1p6tYS7vlHh8eerGJHPddFIIYtNmdQFi9VesGgvFmSK0sUZ8r4ZZut8hHZeWVgeDGSLPY3WsrhryNUm4eYrI95yU5eP3uU5qwc35SAWmj4CmTpP212stdWFwumQ7KEYgFxmLO6CySzOygGduSyF3JAXITSTAzQDe7ahGGWgU1YDFyHSknKgFOdI4fpuQ2JCGRILQc8YeqZPZCL0oZOCM7OSex9zTbSetExUJGM1Q71i8bxB3cdfewEvALUd+v0wwC8EhiuIz1kxj5bLvX45m5eAXrgnZT0+LFFUKbh0wM6HSg6Cy8CLOXJS8id31Tnf9t1+19m4OS1KPZcXY+5sccu15+SbkPcwEeV948MavNyMPNRWZlz6PpUSlSpSmaJS5Vg88VhXT/n+t7R56PmAI7MK/BiMxAhJiBtgKsmAlsuVizF5Lldkrsvd58iTN0pY56CIQUInj5uEFcU1zAFaZmtpLGnBzoOfwxpGJ//5hQB3iwSkcoNUt84ortkNzYabo9iLLNPrLPW6RWvh44sqDdEkNQqbWGIBtiqLWo88FS5KUa/7ALb0AUp66QLQD5yGImCQ2c9hCMxD7F2WJ2IAcCkHEmUgV0wJ4FmGcihbmUuWYXD7fkyYGn73k00e2FvLhoXmg4tyazCb67LmjiIuAPvgglxUqZQYfKgee8gbF8OOii0NBSrKaE0mWRSpTZEmq1NJNK++PuJH3tPil37XI0wy015IUuHRNzJL3+dyZXihFVuflGIBIx2bSztgbyvdDcBlKgd1J8ZmgWzZSGCgyct3M4FzSBADHAwBPWfwHFclyeLeT6JxfaQCQSDraFPBpJD2UpKoRuxX0OsnoRlAJZV0Q49Wx5IYV2udT3/K7be18z6GgFx0cZc/0BrglwG9BviirLtz8FwE2MPd2YMAMx8MWViExeuBLFHKbVqlVDKQJkHMvU96fPb+GmHoQTVnbze8aNCxs4a9Sxdx6PuWFjZl0F8E8GVzai2wBpnNkiYvAT3NmnKNURhjCkelWkt4x6t73P1Aj3ue0IP6ViFJEE6q5ExeLLn8E2Z3EzmwLjNzpWBrJfKkj3AJnYLF7cAKtBmoS8B1vysRosgJssTYxWzx/DyKIbIo7gJZLOb2enIWaqurSFJJu2tYXDHccL1lZtqiQxux3O+xFC6xe2ONVrfBworr6sgLloqmU2GHQFsAutgRbXARhxi8uC2ukSz5al3L3kM/GwBbliWLGGjvfChkwdwZmxcZSjnQ4WX29ryElTbc9WCVg+cCCBT5zhE5e/ulxM6QRCmd9MEuZ4Mov8zgF3VSBsguJXpKIDdk2yuKYduwALxrSJbSII1EGoU0mjjU7J6JecvtXR7fH7AaiYLFQRCj6YkczgNHeej987uMcMxelE1Yila2XIObkhNSXD9TBnFJipTkHDnwy6MfLjhftgTwAdvniR+pLEliiGJHBkstQzvqs3l6lZFmCz+ooY+d0Zw5p3ngcc3cLrhqq9tiD5E1NKi8BW3gdHCRD1V+DN2iiy9jh1hdZJq7eL0G4LKYt1H6c2lMQQHyHOBq4JrIErgdqAfMrVWClM4iNDbhI1+s8fufaWCzeYq59pZC4ItyE8faIPlCzS2ycQ259hxa8Rd7FAwuCht28C/ZNUFoSYcbJ1OsvNA+TLL5fj/69i6Hz3r8/mcVcZoDXGKRRMVWJ7ZYkDYjoYLJMzBbXBCpJFjh5IopaW8pBp08NjsfZojISnfpjJFTBjgawkiZFdaQxABzw0Va+RRhF7AabrsqYvdmweSMplJT6FfsjlmZiYlWDC8c1zS0YGZSUA2MK4/VA+YUxUnI3/OvuXrlhVD68INZHcOyJdeFMtfmxfBGSq/LczgGAx2HtHehv0vOiRz431IO2PvwecVn76vTabs+y1x751WD5elcw6nmUg14frGKYOmbXaALgV2QeLkWu3QYW2bwNdlNK4tOF1NUGhrH4nFKox7y9ju6fPnBKofPKZfhtA6l1nhEZHocW7TO5f544YFndxMlRBZ02kKu2LzmRDg2N8W5GXbcht23NXf6NetflM7Jxc4Zxb/h3iMvvvK0pRIotm3w2bXJ47EDKZWzmqkJhT654HP2nMfBk4J6vn2eZ6hXUwLP6VkXEZfey+as4056+f3LNf1lgFOqSb5Aoojh53wyaaHDc/YujQYbuClm8Dy0p8xgbxmlUpexzMCtVUIYG+5+rM7Xn664+RdCFdpbCoZGPReTUtcw+OCOVpIjBeDFN73DXRTsawuwEGDtoOs+b8Qt63EjsVKW7EOFMSmpVCSh5nXXRrzu5i6nvqQJU0FJWGGER99mdJt3+sgB2C1OfigsNmNsa/N+WTsIMkvnovDA1wSFw8FlCdAXYeshHDF8TgbYG9zxtXJOn5SGMIJ2L2DP1ojxGWg2BXpyYsdKa9V+edfmdf9gvGmYHreMNxPqVTf0XZYYe9iXHejG4lZryyuwPNcC8k2JhgLTMrAp6e8hHZ6BXQ6eC/ekNNRRZTpclrW2LAeXCTLX30HC/U8E/PqHR0hNNqxQDrZa0YKiJW0QWIpCVg17/eJC2fLNmPuvIaZyl32R+ClnM3HnPG/IHa5TyQ7hEkDSaJLE4AcpP/eBFgdPe9z/uMIEiZMqGf0aNH2HyiEmLwJemb13dge3ZEAXYpB5Li921tqldgjYOejXAnzoHBRYG2RX83OSj3q2pf9ISefqxnGKNRFx4rFufB1bt6378o4tl6zo2SN/NVsT4ldecYX8B57sMdJIqFdiB25loFx0n+ajDNZ0OxcFQqUPnLPQ0MW2F4A8Z2oYgPpCJi/teJwBXIiBNZjPths4KWkGdlNkLKVMM5AnnJyX/N5f1Tl+JnCuST7TPNPehS04xNylsWgMA5q17LTm9TcFd1malH6WB3sUfri9QLIUcqWsw6V0uxsbRSoVcaTZviHmR/9Bh6PHPE4sr/nACAyqALkt9Wrm9SaFDhdOvBQLPgO6KRNSCeRF4q90PtZKXDGQ+8PnYy2wzSA1n5ps20WT7RSdfbZAW5Y6hrnVkPmWx+HZF37FmOdntVc5R5QqZka7XLZpGaksnkpcgbqRRIlPt+cTRl42dFy5FipTPtEUIOcCsJdWbP5VhkBuB1kuUU4KXATcAqQwrrJNDGZMSzUA+DDIk1Ja3rF46hv+5HMj/NW9dWxFDqSJ1AV7DxI7F5tYdbHg8iJAH9KhFwk27fBFHbweTpsPdfnI4Qzn4OeljaykRBiJTBVGaEzP8I47erx41OODf+gR5R8+u/NiKEBujSiY0uZEb7J5WMJiEEOW6YCxh50UU7queUB50cXP8J1/OMNb2omiADZE2WYMrVjQCS1RmoB1sZivQFnDjZenbKl36CcW/Z8+46LsiYZm24yPW3OWJEkZqcV8950rrB/z8XSdfuijErc/ZlHCWbRY5dOS8osyAHiurS7G5AhbqhYrb2DEQG+XtPqArfPh6iV5kgWTjrmTjLmzOm+ZIHXK158M+PAX6/TTbDTAGudkiL0v0q0z1LkzBPb8fxd/rL2oa4OpQVyTORgly84Ut+iLgFq6+hQpB1LFSidVROoGy1e8lA98e4dHnvW5Z28dKySQUHh2GchDOZBB1jhA6yxrqTJGN3lJNGskSn4Ny3UkFwH3xc7FBWULsAbcjrFjA71EsBILUkK2zKzwPXe2aFQkSaKy8lnLNbs0m6cVYQx6x5RP4AlOzym+fH+FaiCIU+hG0E0N9z2+zH/8x+e5alt2EYRFSrUG4HLANOXAs2D1C27OQyyeB5/DI8fKjF52VQabHBWyRKxl7lySpAOQewmdUPArHxrh6Bkf65VcE5nvI8SacRDD8mSItQtQf3MWHwb7N4d+WW+WT9eFqfuyHCz/LMtulkAuhMRYRWo1IjLs2JDwL35wlUd+xqfdy1Zx/pnkgMlDkf37DvcY4erg8xFuypbPhyiVC2c/swwB+2KW8VpwU1rEg42yRKG5U+vkSJTCaiLp9GNuuGSe3/xHq2waqxJFNXqhUxiBl3BqscLzh303+2bPlnV4nmKi3mVULyOFpBca2n3DckdxbGGc3/lcl9/6iS5apRjrhpinRg4q3qwcqn4r6ijIA9AL788Dm8iW9JpdI1Xy16aQKYPdugxKlHYOkGW9bYZkiVYJcQq//ek6Tx8IsLLsmmR7eApR7L9ZJHRYK0vssDwZlrPZhRykly/E9IUgt0NnZE25bInuy3XaF0v+uKyeKYqxCkZPFUYorEm5bk/MT7yrzX/6+AhRmn2R0g4nbuCsIjLCjYYArHB6XGVZzCEGlxR3V1lm7FLGuvjmF1nf5QVtSt/R2AGoi9cGIiMIDQid8ONva7FhZIyT58dZaQW0u5puKEnThGpjDOXXXVf997/vrQSVBmdOPsejD32FxdURWh3DSjuh1TXMjAsuma7QjyzWSgcg4TYksqUAdADuwbbRZdlywaUWa4BeclIupsHLwJZlkK/ZXrp4Vtm+6jJBVQ33PBbwR59usNrLBoWLfMMsB/CcvdeOgxiSJZTBfqHPm49ouMgXLcFZXHCB81+tBfeg48cOXpeCy7XM7oA9ALlj8SzoTBUj1YQf+s4OT+3zuftRCdVsFVsxyGkYsEIRZ0xuhNtFwsO1seVAH6Tos+pAWZIpF0mxf7NHIb8yd8QNO8oBnjd6DFhdAUp7HDqzjlFvjOVWhdWOZLkNrU7KybmYf/C2V3DjDVey2u6ge1GA0AHzyx69fsoVO3vMLWvOzXtMRIKrG4abLh+l21P///beO16S66zz/p5zKnZ1981zJ89oZqQZaZSzbCVblgNOAgvY14BhcVjwAoZlF5N2CQsLNgsGlhcM2DgiDLItybJsK9iWFSxZycphNDPSaIIm3XxvhwrnvH+cqu7qvndGIznIZt/z+dTt7uruul1Vv3rqOU/4/fDc2LoAQgNZX4Nst3yzIIspDnxxu+0976UYeSd22ueikIuIQi+wc/dE9CjuaqTIXZPSxFK6mqeedfi7q6vsmMyVl3uEaSVCCHsCS+6IouuelKMDvYmLcnRgaUstWAL0JctdTtWXv1+0jZWjKoV1k2VLrkXOQlWKkQuBFiUrLhRaOmQJbBhO+cUfn2fXAYft+/oogWT5NyhSbaMkjhFkImcyK4DemXjb/etUFZbOpywdjX6Q94RD6ZKPJlqQGutvp8Y+17ldUFjBhaojufXuIeYnHOqRoBVnHJpqc3gGxgYNq8cUQzUPV8Y4AzVBGArGhg0jQw0OzC7w0I4KNX+Q8SHJsiGNNla2zfdshEWpDJHLYVhwd6nFVBnkOj+A/b544ZqULXmPu9IL7t5oSiEq2pW46E42C6udIUWK62fsn5X88UdrXHdrBePk1Fd91rtI7BSsUP2lwZ1mgT5A99RP9K0XvWuXQPbi0Z/U6ERUYLEfnhsXWQa2tK6KMCbXpZdI0SXwFGgcKbjikiazLcn7PzTIwWkBPkXoI7+Si1+j0AhiIzpSJo6w/Zuqc5z6Jpx0LbjoPy7l2nNKse3cUqcG2hraWpBoSx3X0Z8XIq/NF/iOxhWGAxMJaQrjw4ZVy2f59g44NCk4NJUxtyCYmwdnbCQBRxxITPPmmx6sXv7o9oSxqs/pm6AaZtSrCZUwwXMSAi+mFjXx/DgHuCCJHZotjzRzSDPL+CmEyclgZHeiucTosC1RAnVhTHLFXtHnpnTAXQC7pMrVseDC0rC1MdzwzYCv3RvaWpMOuGWP9XboVVgWZevUAboo3WFKE8yemVTJVosjRFREL8bL4bFFFi7PYNoMY5/rkquSFOA2suuLS607Vlznso5SWEuepRpPGV5zdos3XtDkn78iiVPALV1Zmny2aCjkIbPcmqcCVB4u7BSgkfNPlqx151iVLvEiydPje2NdkFRD21gfO9UashTiBPvjrJy2dj0WQo+KI1loa+YahtDPkNLl+NURZ22ZZqIRIoL45j2TwYGkPY8j3FP4nx+6epfv+38T+FsuXzOwnZM2hKweF4wMxAzVWgzVGowNzyHFAg/uyNh1yEryZanhxDUxJ6xLaTf9LgizPMoizBIuSjftXwZ02QenBPYed0XkOosdX7wLdCU1QnRT84kwXP+NkA/+U429E64lNOlxTbrWuyslXq5g7At/HaGBozeqUliqxaBeKk64COh94cGuRe+LptBPYC/t+1rYBI3srtdGIjs+uUIITRJrVg9nvP/n55htSr5wR0iSCVBZ3y/SUNAAGYkRkkxYd6WTqi9i4+TGIa/zFnQ7d3pBXrqAcwueYq12rEHrDLIYFTc5cd0CW9c0STODowTPHAp46JkBDs1WUULiSEu9t/uAxFDluBWK009dx/KV+m+S5Cu7Vh3/dqvRc+LaFNeVDCrD9Ihk5ZhmZDBmdKDJ+Mgs1cosj+5KuPbOGoeJeQAASHlJREFUkK/eF7HvkI9SgixN2LJugT/+hSnO3NCikKcrwokiL+vsN1Bl/7sL6PJ6k68vgK9LAOu6KRbspcllYcFdze7DDh+7NmLbTg+irsUugxus1SlLkJS90kVdOn2gLnZClFb0gPwok6vFJvzI6zsgZ6mm5JJFF91JvxS2UbzjngiNMAZhJMIostiweUPCz/3oPPc95rLrUBHALuJ8OjcIJUtOnv0R9igVYE97QoOimwRCdCJRFMeztK/a2ERQ4XNrbSBLkWmT87ZM88f/aZrNaw1prFAO7D3c4Ob75rn2zgEeeWaYhdinlRmaScp8Q7P3gGHBKDbMSeK2xZ0D8MpzN6OcCnOHW0zuewjHyYjCNgPVBbY/n/CFL/rc8M0Rth+MSFMfN8/FJlnGHY9U+at/M3z8tyaQMkUIJ69fya2QysB0Ze0KAPf64aXXPa6K6QF2103JLXcnfFgCt9JMzUv++qoqtz0YQNAP7rJ7QrfuhFLGsqh9pw/cJdAuskzHgOUXwnk/tsvJj+KNxTHxrrWWppvS10bY9jFTfl9jtO2b18IgmoZLTm/zyz81zx99tMZ0IzfYpDk0stIv6YK795HOHaV7bMqT7CPc6fL90fl/M50dTPFEi1+5cpZXnKRotCokuABsWpmx/o0xbzh3kuvvWuDau+ps31PncMslmja4GDZsXcXY8q3Mzje7AB8ZWYYbrrrlwJ7PfuCxva33X3NbwsFZB9+vcng2YPeBCKkdxkIIXDubBkM7lRxcqLBvJkIz2U3/0vWp7aXbBXa3otBAD5B7Ad4TI+8BehfYHYCLrBMebAr4+2siPvrZiPlM2dkjvW5JYb1VDvDOJIluJGBRvDs/W6I4gSXL3X/77T+5/aN8gntS1AWYO4ugExvvvwjKsXHK1ry36tCIfNGFP55bcS0hlVTdjHe/bYGDU5L/8+kazY4YWwHuAti5h11Y8p6Ztuh5bkq3sPJzjnA8unMQuw0JjNYdJmbqTM1GJKkCbG+C7yaMD8S88w1tXnvWDIfnpgkCw8FJh5vvX8Zzh57/wBmn/vgtT+14vgtwr7Kan/6l32sIKZ5tzq9m+3MNnptWKCmouYaVEVRcjedY2RJlE39oDRVXMlRRJHFAlvpkRnWSFiK/5ZUtcBnMojSRpAT+7gVQBn3v50THgncnmcaBJ572+MzNIXNJCdxS9oHbWm9VWhbFvcsWp8//LoO01xXpAl/0n8GjRE+W+mg3/l3MYQzlcGH5/a41lyU3xoJLk1txuhNQk0dWhJFkqabmZ/yH1zS5+W6fh7b5nYAKBeNPxx+XYDJ7DA0loC/xvMcC5KEZkYeN+8NPHWwLwAcZMTnf4vnDQ0zNBjkfOChZyD1mhH7CSC1m1WiMkhl1J2LoojoDAweeveOm325c9Lo/6QIc4Pd/+a34fsijj9zKX3zqXlpxxEioCX0rW+I6VnfSVVZctRBd3bRKcNl5AZPTYx1iyyKlTjEhLE8OS5a3H9iLfPDea7wbY80vjiIWLoRBuPDoDo/3/ukgj273Ma7sArq8oDpWwqG3Da2n66gPqH3Bkp7RfxvuOXGl7RW7cmS3WxT1ED2fKIiBKE00u8+727QxcrHIimth3RVhumFEYSTGKOunx3DKppi//c0Z3v3HAzy63bMHR5iCMpZOqhORgzzfW1PaSdNztBZb9+IcmNL5MJRcRfAdRaCqXHVTyOVnhPhuLuYryyodVrjXczIqQcZArcGz+5tMpidxySmvptVsAH0AHx2rU4sivnG3YnpGs3oQhmsC3y1EVfP2oFz73XUElUAxXBf4bp3JGUk9auJ7Vp1MGrpp9FK0owx26OqRF2Avg2IRDPJ1sjTxRIBwBPNa8OFrKzz0hEcm+0Fdfm1PQod6je7SU8dM9/ws8iN7LoK+q+AlDlN+1jeBLN4vNyOUU/zliEph3ReDPY+0GIPpWPEC6BqZGU7fEvMLVzT4zQ85zGcCHBs9sT+oKwlu/3F5Z/tvWWVLUPbXi0XlR7w72XcERMpQdQ2DgSFtKZ58FobrkjAQHen1jnKeY3WWfE/TaDkM1VMGIgc3GEIor/NLOgAPfBfpuTtWjQ3uvOiU0Q2NRobnSjoCUCLvZlYC17HAr4SGoarVurEENArXpHbSXZoMFoVPoohVC2NT6cIglUYo0zu9zg+Syayx6PilJee1Ey93YSETfOyaiM9+NaTdU/5XBnnXkpTdkzJPy9EiJz0XXp+bYp+/eHR3i6o6CO4D72Ifvbc2pdyFv4QPvgjcvRNT07Hotg43EIYrX93iyV0OH7umwkKqrOiPKXa6dCK6aciuu94D+H7/L/drUdiuZNVzwAX2burmAmdZZpiaSchSTRgqfNca1UKZrQgGKGnYc0Ci3PWsOX50p+O6O9LUXQLg0ToeuOemm4cHR6+6+JzR392zdx8LTc8mmkXXkihpG2B8T1MJNLVKRujZzvVOaWtPAVSa12unKGH1bxzHch4aCQ8/o9i+1+keH2GNhefCqRtT1i3LkI61qDo29mAX4FaCubbkY18M+V8fqXJoysnj3WW7LBcBvTj2tgW3ALJZZKXzy6zHavcmc/qNVj4pW+r9FwH4RZtcBPpuyNBeIIXbUiz5Ly/VrywVdRHGYNWObX8n2jA+kvI775oHAx//YoX5OC8yKcuAx/ncyDGsG884dWOK55T4K/Nw5fa9Do896wCSrFVI4GWgHSyPhD2fxgjSglzUWLL7ZmyYbWi0MbQTnbsqtizY7nNh5AQTs21Wrhxlk1O96qH77rr5ire8fjHAAQbrDtVK+OU77zNvXmir05YNZUShJs0EzbYkzawV9xx7awj9lEqQUgkSPC/FXYL3T5Uafb0go5EZ7njY5dZ7Ag5NKx7a4fHEM05nti3y1K3vas7eEnPypoSLz25z3IqMTetSXA06y8++J/jCLQF/8pEqB6aUdeI6llqyyAfMEafypaeRoR/oZcvd50OXsSuWeP6dhQzzyAl9Fr54nfvfXRCXasixFYDS9IG7uAjos+jkE1PTFYLViWH5YMbvvGueyTnBVTdUbCpfZJAIXA2b1iWsX5lx0dltTtkUc86WAuDli1XwxLOKh7a7HJpRfP1bAfc+EtBsOeAba8V196ilwqGlBUFmaKUCp23PhdYQJxrf0zi59c7yCyDLBKEP46OS1ePpQ83U/3KaZT1HswfgG7a8mg/+7z/4pjHcX4/MaWtXTjAy0GR2PmLfoQHSTOIqjedqAj8j9FMCPyX0E0IvxvNiXDfpSPF1yHXcBNyMB55y+fRNFW66O2Tncx7N4qqWXatczkXfcIfHl+/KuOaWlPFlKa+7sMXPvK7FmlUZAtix2+HTNwTsP+RAUHZLlgJ216Fektd7CXCWfe8eoJfDg/1ofrFWu89C0+OGFHUbpmcy2ZvdLPvhizuBeutYSkCnNEEVBdANQht0alg+lvFTP9Li7oc9du5WCANrVqf8zOtavPaVbZaPpWxakSKlwaSWgKcojyY/bq88OePC0xOabbjykiY33RXwqRsjHnkyIPN0D/q0gAaWC1LkNbydjH2q8ROB59om4yyDPdOa6WbCQMVhYMBFmuT+fTtv+uYvv+8PjwxwgNdeGOAoyT98boLr7lWMVyusHfFZv1JSjzIqJWAHXkrgx/hegufGeE4X3I5KbCeNkzC7AF99KOTPP13n208EtHWuaBWVQ3elE4wGY1uRtBZs2yvZtkfx4BMO9z/m8Ws/tcBAxfDBj1e49T4fOnOKI8ziSxNMWylYmliWJpQdQhp6J5jFCSsA3bkQyha+B+TipWC9B9+9F0F/VKVr5csXSicGlfvM3ehL/ktKgC/i7D3uTV4iKwyYGF51dszv/+I8H/xExGBk+LWfWuA1r2hT9607k8WCJHPQRuVLOZJCJ4zrKM3WdRmb1sxzwalt/vena3ztwZDpeQNukYbVZNJjzjikWtLShlqmiTMIUwhcQ+AZKr6gWlG89hzByvEm9coCcVrj2enRzoVxVICv2fg2HEfF61dcy/Yd22lLl3TARQqo+Bn1KCYMEkI/JvBjAi/G92ICL0GKFEPWySw6Xsp8U/DfP1Ln2luq7Jt3MdK1TnxPs0HhCRczKQ06BZPY9b4VDJprG77wdZ/GlOBVF7a57raAVixsoVBPivFIDkRpXsNi673o6/2boG8u3OeulN94cZPOsttR2nTfLd8USF7yqhA5YLuALy7fsotSANDQM7vouC8i/y1GQ+gZrrikzSNPO7z6ojaXnx5bWb/YWA1P7ZJlVt1NG9Up1egEBPLCuCzTpFmKclLO3ZLyV781zTW3xPz2h+vMN431y00GOoHEoS1cWq7DfKKoulB3DZGniTL7i6MQlPGoqCE8YtxoIz992VtirTN+77++7+gA94LVVKv+b6xfu/HEUzcdumQoilkxZhgdbDNUa1OLWkRhi0rQQqkWwomZmdN86W7F6uUpZ50c4wuDUJrDc4o//GidT1xfZT71LOe2ckHki1SUuTO6kQADIumWcGptQS8EK8dSfvbKJhedFbPnoOIfrgmJU5WnmEX3hPezp+dv91S8mZJVLoG9jOvFl8gSc8vSi5fig5u+x+6LkuXueejVt18UOuwkh/rCjCU/vJiM9tfpF0MqaLcFH/tCyFU3BOzer9i6MmPNSJp/L1eY0C5p6nQkDgu3qJjPFHVCSiuUVjhKsqKa8HNvnkeg+cOPDDA16yJVgi/hjJNTVo5rbnuowvxMwEIWMN32GPAUg74h0QaNJtMJEzOKDWsHOfecTd/YuH7tbzQXWov2YxHAa7WAu+/62tzK8WjbGVvUhbVgQQ3VYwaimKjSJvCaCNlici7hUzcGPLGnzsScx30PugyPxZy/pcFlZzWpVzWf+FKFOx8MmdceuB4oD6QH0kFKiSOEJdjB+sQGWxMca0EivNxiaRD2oC4fyfijX5rnbZe38ITht39+nokpyb/cFFrivN6SriVPXH9Nd+8nDYvcjUUbKG2nL+NTMO2Z3o2+MOTN0s87F/xSnzvCdjrui+leaj0g7rsrLHq/+LkSPnerz5/8U8T+Scnnb1G40vCBX5llfCCPvGiHNHNIUlsuXXR2WfarLhuCkhlaZd1iPAShE/Ozb2ywcZXmE1+uMBBpLjurxdmbNaOjgrsfmmd6VvLEHpeP3zjI4Zkq87HPdFMx2TAcXsjYP50SmzA76dRw2y23fG3u8ssve2GAgzV+cwsz7903m5wz+dzc6ZgWpx/f4KTjWtz9uOTBHT5fuGeUbc/VUMJDKgkVw96JmKtvnOXr9zk4SnPwsIt2HXBcC24VIKSDKwWBMgTS2C522S2Bz7DUAPOZoGFcjLaW3MkM73rzAj/+2gZuZs/TitGMN17U5uv3+eyfktafK+Opg+KuFRdHWXougiI+vhREX9BEi2P/6BJYN0us7E/udBNCpUhK5yiWvlqm8zC9lnzpn26QDjw/Kbnh9oD9hxV4gtjA1TdWOOG4jPf/7CwitbQiaeoSpy5J4pJmqnOxdOr2lW1vLFTi3OJ9DBU35nWvaHLalhRHapYNCuZm6izMhJyxUeA6Ka8/L+aN5x7ky/dOcf+OkMe3Vdm43rB1g0YZhzXLokcazen3hsHgkruzJMDPPf/V/N6f/3OWpCeZq29ZoBUnVO6YYcVAyOO7qhyejogih2UDgpqr8ZUh0YLZisPqzRlXXjqH7xr+/KoBnj1QMLZ6COkQKEGkDKGyPBaOMB1yS3tCIFEGlVoB1FYqEVnGay5o8JOvaeKlVvDIdvzA5ee3ufj0Nv/2NdVFQTmAvAT0ytGRcsZULGW9y+6LEEd0QRaXV3wHwUJzhHU9BVYFUc8SXysBufyakg++5LHJI0tawG0P+tx8t99V3wXaAj5zc8RZmxNee06MjAVJ6tJq+7TjAuB2W5a3PedldzK0zjAmKYHf4Dopz+6R/PlVVXxPcMVFGeMDAzRbVTItcZ2M0I9ZNdLi139igYnZWbbtnmGkLql6Q2TaozZ2vEHOZquOf9uxAxzgp992Kc1m61/1wu4TBoLnon++PeQbD45SqSpWjhoGfU3N11R8Q+gJXCVYsVzz0z8Sc/YWDaLN1+6v8Ox+CcJFKJdACaqOIVIGvwC4siQ7BQeJMYZMC9xE00wkrSzlDRfM8We/OMvmdZAlnrUyaEysWTaU8mOXN7nzYZ+9kyUd6iVMbk+sG4ppW08B1YuFpf3OUt8yL2pr5USXfd0bOTnyFxav7sTLu4Uiiz5vSn5Ut0zCIBXsmXD43E0hhybdvNzYLkYKHn/G49f/j8MH3jvJ5WdkZJnDQjOg1XbIMmn3WpATn1q+SFdLtCM74O+WOEseeMrhH64bJDURtzwIP3dZhbWjPq5jCP2UKExYCHzmGgG1qMWFJ7d4YIfkY19cxgWnrFh47Qmv/lfPD454mI4I8OPXrzKfve6avz7l5HXv/da926PBwGPdColONSOhZrBiqIWCaiipVhSDNYcT1yvq3iDT05qoMpmTdkqQLo6UVJUhcqz19h2D64CrjCWZL2RS8n7AKIVmmnLhyXP8wTtabFjh02zYuoii71KRItspl5/d5rQTY/Z+06EjP7AUGPt97r4wYPnNY4Zmf5Tl2HD4wuPFVCD2TEiLSzefjpaiJi+0G8XnH3zC5Zb7ApsV7tDa2aiXcSRP7In47X8MaL5jllPWeExMV2gntqS1o7ihcsl0JyMrfPP8/0hpcDPV6TjK3IDAr9GYFzzwuGJhrctwHWqRQ73i0oocUm23PzkTMD+nGBuZZ/mqtRM7d3z7r8+54MojHinnaDu9dt2JTE3PcmjqEV59coO2mOfqr1cYqsBQTVKPJLWKQ72qGB0UVCsZ802XwdSlYvJ4hXSRyqGiDBXHEOaL59iMqJuzOLhK5IVcOeGUlJy8UfPGC32WDw8yPauRhZa8tJLbAkOWGoYHM372jU3ueyTg4Lzp6w5f+kT2vyjnmXqqPI8FFUdZd7RtmBcAsDnaZ0oBozKgyxdGwcR6rEMqw8E5wSe+GDI1pSDM2/ykmwcHXKRUeL5gz6GAv7+mzpvO9RiqBR19UtcxttrP0SRK47kSnWWduYIApNI4yiXLVE7iKvGUYDAwNBsJzx+COHFpth1abUmcWNcq9Ft85lYP3a5y/qkep568mTCsH3WfjgrwNStWtR3T/oX/8Po1V5vk3ujzd0qGQ8NIXTBYU9SrDrVIMViFkYGMepQQ+CmOymi0oZnaA+PlrknoGALH4LuWLNFzwHOtkJDrgOcIPFcSePausGY5OAxyYMIjClv4XoznxuAkUCq9RWesX55SUYWzeeSTeiTAdW3fYhwt5Swc1Z35DtzvI/22pVYu8sPN0b9fznou/s32eDa15Nn9bl5D3wtwpRRVBXXPMOALTOzxxDMua8Yl1Yog9Ayep/FdgedIPFeTFXpC+VEsQoeOyqxSs5tSC1IybWgmgtmmxptLAUhThySxis7aCKKwwvKRBp//eovh0S0LW2ejXxgeX9c+2rE7KsBrwZRefvLae0eHzpv90IcfiJ7bXWHzSslgzbG3j0hQjwwD1YyhWkotiqkEbarVJtfc4fDgU1WE41FVUMnBHbg2K+U72AORL/a5xPcklUBRr0p8V9NoKxaarq39xvTVl1u6MpMJlg1mHHdcwnMPupZH4wVGnoc4qrXvfJBet6Z3xUsfx7yJI+R26CvC7Kk+POJ/XPoTAoMGdjzjcHC6UB0r6DVchFSEygYVaq6h5hsiz9IWT83avs8kEISpJPUEqWvnUrpTItA1Cpa4PqMd+5x5fMKbzp7lM7fVmQk9qk2Bq2wmO8sMSWqIU0U7doiTOsePK95wQczFl54/G9bX3rvj2SnNUcZRAR7VR4DK4f2HufKULRffGvCg63sejmOLXKqhoR5Zyz1QjalHLYbrC0xMt7n2jir7ZmpUK4qqq6319vKUq2vB7bsCz8uB7Qp8TxH4kiiQhL7Bc61dTTNJmslcn12hlMxTwxnGKNJEsmpVxgWnx9z9UIUmlO7t/bHqJepNXghs5ZzRi0LmixtHu/n0ls6+SM++v5S1Zwe6b8YG7nrIY+9eZWt76DZpO0IQSIMnrQvpSEAY4lTTbGcoJTBG5WK1uTJcriPf4as09kKykjMujZbPSL3NWy6a5xuPzDExP0yoLHuaQZNpQ5IZ2rFmvqE4NCV48hmfV15wXjIYmStXjNcPzzf9o+76UQEuRMTc1C7OOX3j3kqQ7JyZfmrzUNAiTV1cR1MNM2pRQq0SU4taDNXn8f05brhXcc/jw7iOz4BniFxD6NJ1T1xB4Flw+67EdyWeJwl8ReDbiyfwrC8nc04QnfOSd6X0ZDc1jEAherjwes7nixjiGNZ/j/D9wqPo5HlRv74njXVUE19uWO7GUG0Nj+pTvCgq/dIU4ljTUlkenS0o/cgnkeUL18nr4YoEkCbwQs7dMs+rT5/kM7d5HFioAlaOJckMcZoRxxrlpLTbGZvWuwyMbtzpBBv2Pv7kc2w9cd1RD9lRAQ7gOJJPfe6uXfX6wLvrQxtvm9z/LUYH67lb0qZaaROFbepRg0o4y/XfhD/6+DL2TdcZqdpbWsU1ebEMBK7Az8Ed5MD2PYnvKgJPEHoW3L5nJywq5wXPy966aeae87SUTymWfl76xksF6kuOjLzAOPrdQYDQpU8ey68QR33PLPEZ0fOnmwQoE5GCvRAKCxsnNmrSyWUgO+fJmFIdOeTcLAVTsIeUFUYGMn7nHQ2S7BDX3iV53lSIM0Uz1bRiQ5oZ6pGkXmtx3jmnsHIsfffCxDd2ycpZL3gEXhDgYW0Ns3Pz1KrR89d9Obv9oYefumjlaIu14w2G6vN4XhvfjQmCBtfeofgfHxln5+FhhmuKIV8TeYbQMxa4ueX2PWFB7Ul8z3Zr+F7XcvuexnftTNzJVdNkiT+l1wgVxT3WKhw5XV+S93sJyO6X3P5+jzIL73ftDtJJCHUPjNYc0efvimNZ1yPNcguuDDLRJW5Cupacohm6lP4qZYqlMEwJw6oRw/981yxguOaOMfZmIZMtSaRgrCnY5Gguv6DOuWeccPv4mkufT5MFXK/6grv4ggAHqNeqPLPjju3nnlb764rceFFr8ib2TWuuv1dy/kkLbFrV4q+vC7nqljGemRhiqKYY9jVVz+SJIPC9LriDMrgL4avcchfW2ysBvKPF089yVfS3SEOWCOYbsi9C0GunXxIwerKjfeu/c3wd0+jE75eeVhzTFvvrTbpcK931EkMUapRrSDvF4vaxoFgr2F9TbUgzSFLLslCob9hfkRdyFcDudBkV3falhFvpFI0PCv77OxbYtCbmYzcOsGElnLsFHngqZKJpSLyL2LZ37K8f3nHP9te+6rxjOnbHBHCA9RuWAfV7Dx7edO3B7KkrPvXFPdz+0BgDkSLwDvBnnx6nrQYZqUmGPE3VN1QKy+0JQj8HuJuD2pcdyx2U3BLfs90bBcBdxyYMelhkZW80RTmabbsVd93v014ygH3syfOl7P+SNdrHupHvweiUGnTKIY99dPelt07SGImL4BVnxRy3JuXp3V6u/GpniVqWKI0L6y0FSWaQSZcnvEs4XlQ45tKFRQXXUWbRxghWjEje//ZZvv6Ax9bVVd7zOsEty+bYMXkyW7duvpZw7b2BP3vM+3vMABfiBKYm9u067dTL3vd39z2m4jZvfsu5irM3RuyeinCCKkO+ZMDTObANlT5wBx2LrUoW3banBZ7t8ww8TeBaF8VzM1w3w3GyjvZ8T5d+ThmBMsw2JfsO2prknm7uji/ZBcfRTv7SYFj6e0sGM17ElfBCrpI4wmdeZP6GXp+9XGXYjYvbCnbByvGMeliEPvIyZTSpkSTGsr4mGpwsryFKC0ssOrcYg+66PoZSt08RMuz1y4u6mSyTZJmkWoHRQZd7nxjj+m8oNqw1rF07ev2Jmy9+38z04ec2rF9zzHt+zAAHGBpZye133vPc6Sdf/GgF/eZl0eMcnG3wN59bzrLIYSjIbOpdkbscgjB3SQJPEvhdt8QCGgvmwnq7msDLciue4rsZrmMFXC3Iu/IkPeSbxvCtxzxm2yVQ97Sq9Z7qDlAEHRqS/prsHsq0FxxLV/K9WAiWNyAW//Qjfq9Hf7Tnay/0a7pta+QcKnVXc97WNvc/GYBRtgFWpBipaGnbk+loUJnI76LlWVFeqgt5n2fhsxswqqeNrkR3lh9vQZwomm2XduLyn986x19cPcsXvhnxtmgTV7ziwkcnnv/WcyeceP6LOq4vCuAAW49fgReu/sCagcc2PPi4+Mn/85mI1lzEiSvsQWrGNuoRuDm4fUHo2xBgMbG0Lgn5ZNIQ5C5J8eh7KZ5rdTo9x1pxV2Vdee4S0B0n48Ck4vO3hkw1VK49U7Q10HPGy9bwCCXYXbezD1xH+nyP3EjP+9/pVLAPnOX9OEKipv9zi7ZTri403SiK7aq3fO7DFcOPXtrks7dWbMLHLbptMhIEzUx06O4K5rJyAqnTK6pLIKfgTCyFdgufXHSpOxIhabQCDBHLR3x+8S0z/NvtA8yy9l/XbTjzA9t37nvRR/GF8niLxvCyNcjmZ2dWbx7/+U/duOqOCnXOPcHj7BN91q+WzLdsltfLw4Ghrwh9ReApQl8S+lDxIQxsJWIl0IS+JgwyAj8j8BPb6+ml+G6C56Z4TorrJNaSqz7dSy/j324LeOgJLy/skt361tLZXhJux+JOlDIs5mgxaLP0ipdk0cWRV3X87iP63y9wefVciWUqCZm3nQnOOCnhxy9pWl/EpLZ9UKcYk9HSsJBaoLdSQSsRtBLsYwytxHa8t2JDq61ptTOaLfvYamc025pmGxptQbMlaLUFrcQKKURhws59Gfc86nDPowOIbDm/8qPRHQebG3/+f/3djTPHb1z1og/li7bgAJVlP8599z/U+G/vfmt81+3Xsax+iDUrmtz1VMwN9w4wUgXfxQI6KAAuCHzw80hJ4JUstqvxvcyC2c0fndw9cVLcopHZsc3MTq5c7IUp2/cprv1ahcmFvGqrnw/lKBHvLna7bV/l9Zje9eU3jw7c/lvAC5TO9oXsF02Rl5g/dPaqzOdYjiH1ZF67s4lif+k8lqkkBFmmGKmkXPHqBl+5O2THXglht31QI2ig0Kno1dHRJo+uWNIerU3Oc2JypQZy1QljM575/xNS4ijIAsHwQIOnDzS577Eaq4cFc/Ey3n7uW+NfXy8ax216PS9lvCSAA2zZvAlj9D3D4eYLktnHwpnmPPduG2UgEISBoRIoKoFDJVSEvshDhRbY9jGzz90Mz8vso5viuWkfsLNcKS0nDZI5FYWTMNeAz95S4aGnfFszIbup5Q59xBKztFxEeBFoLTlkiaLhaC6NKbzNksdb9m1ehOk+WvZ0UQM0SwC9L9xWru9eyj3rHIM8cylynhStFZkwyCzj9BMSrnzNAn/7WcVcLHLXzw5tXJpGkRpBWwsq2lhNnTx8aHUtDZk26Cynf9DaZqJ1Dv5MobUCBEpKAt9hbiHgnC3T3PFoylMHalx62dbm2LLj7inIfl7KeMkAr1YjjJn+HW/TJeaWrzz5a//0hSeDp3YOsGEMBiKHemQrDSuB6NSVBHl8u5hI2scU303xvLTjjnR5VbIc0LpTA+7IFOUkZEJz1ZcrfOiTdSbmXfD66JFFyRcvnfwl/WfRW+vRb8kXWXa6K747EUFTDvTkiKTXOufZ3DIBaAfYdK11Pxd3sSn7xHTd5Q55ZpdLHCMRWpEmDqPVlF/7mTkmFyQfv65GkpJzFRowGUYrYumQSEVbC/xMEipDmBkqmbGWPLfqmTF5fYoFfxE/TzNjG5WRtgz3UMQZGzJ+9cem2DN7auutb7jkL5ta/e74QPSSj+xLBrg9qIP67m9+7vdnWhuSLBW/edzoIW982GGw5jJYk9QqEPh2Ilkwgvr5Engpvp8SuKnlVfESPDfBd2Oi0LohQmYIoclSgyFXWZMpTqB5YJvHx66vcnDKzflVSrqXHUu+hPVmadekP1NZjqZ0Jp4ltBxxkrrkimM9oEs+7bLwdl5TuiD6xAKKEsOyit0SfnkRmjOiCN8VgrL5hK9tGB9M+fk3L3DfQx7f3iZst5TQWDoPCanCoIiFQywdmoHCdwRRJqhmhsQ1uUU3XRcmgyTNaCtBO7GFVEmaNyxrD63rnLN1RbxmfvyD999z6x9f+aNXHrVa8IXGdwRwgPseNbHnL//Ti85sxZOHFv4wTbQcHZQM1TS1KMN3decEOMrge1luuRNCPyHwEnyvTRi0qUctWknC47sAoTHYGpYN61Iix97uhGt4apfLH32kzgM7fKgUWvMu/epp3Vh46cSaQrbOoAvLXbLi3ZPfBfUisNO7vuf5C5dn94wl6897LG8JnB2/ur8ZumvJKVvykpiu6PHDrcU2wrooEmnlQxC5W2Zb/8SC4cyNCb/zrll++28F257zLIdJJqg4hg3rU0LXYJBo4fDkrgoLCyGtikvDU9QzQU3r3HWxFj3NDE7a/T2+q2m2NUniECeShXZVD48f94dnn7LqLw4dnou/U3x+V8oaHn7gS4SBv/W53fsfuu+++9WqMcHYUJvhepNUa5qtgCRzcKTuUr3lxEGVoEXoN5hZiLn6Gw67D7l89Z4ItOXM84OUC89q8J43NzhhXcrOvYr/8pd1vnxnRCbzjn3h5kX5vcrFZadVCHI1NUth6JY6+p38tZKWM19J2yfqqO5zlZeIWl70XNdHgSOFbbdTIn9fdl4rJTo86krJ0vP8u6r0PzrrcopgaVu/HNV9dPJWsM6jLF7rboOvKsua5495d/tiYV1rHDv19dJ02IAdmSJz2j2jNF/6Zsh/+cs6z+x1OGF9ynve1OCVZ8SEQa4kAXz1Ho/nDvpcdesgh2druJ5PzRMMuIbIs0vg2n1NMlhIDGkmGY0EwzUYGZCcdc752dj4qtPiduuxH7/itd8xNr9jCw6wYsUaBoZGn/b8ynsHouTvmlN3yfWrJrjriZSrbqrwurMi1i8HP8ioBLYpIgzaVMMGQdjgn29SfORLQzz5bI1EBzRSzyJSa9BNHnvaZ9tOh7/53Rl+98M1vnJ7SGZJorvWu9CdFyW/uzSMoasOhiWoVFi5QyO6nH6Fgkc3E5d3zXTi3QVpJd1ipc7zowTPj3l049lLtc6V4x8d9YxydWvuovRIL/aUNnSlZTokPUYgigm27PZOIiBNwCHmDRe2WGgJfudDNf73+2Z41VkxThYSpz46l45c+4YUwwJXXrrAR2+o8embRpnJImLtkOZhVils59YJaxIuf+VBPnlzhbsfrrNxueLsc87U69dvfO9xG9c/ffDAoe8GNL87AB9bcQrt2cfitRvO/6iXPVS5c0/woX/9N83D24fwsiozsz7ZWIzvpURhmyhsMFBbYNvumE9/NeBfvzrCvpkanudR8SVDVWtVWpnDTAN03OK04xNqQcYpG1M+9zWZd5wU4C4ALrsJiBJIC5zpHOQY606m5IA3uSR1iW9bl8C7SCOnz3Wxz/NbfH4BlNB4zEMcZV2PlEr5OX1WWRalqF35837LXVwgXSLO/LrI9U1VfmHbf6yRmULIjEe2O8w2FQ9vc3nV6RnzjQoz8zXS1EEIg++m+F7MaRua/P7PzXHiujb/fMswjzw7RFbx0caStw5EUK9UqLor+KW3HOKczbs5NH8ihxvi1y+75JyP3nnf09mF52z9wQE4gF/fytTknmxg1U/sOLF1z9y3Hv9SzdMxJ671WTYMw/UWY4Nz1KrzVMIGT+3JeP8/DPDVB8ZwgoiRqmTQN1RcTeDaTvskE+x14KcuX+B9P9lgJDBcdGobqSCj8L1tM6xSwrocohsoSA3E9Ja4ZuTlQBqEtKBWnXitfa/M6Foml6cE9p5S0yNZ6mO04P0lMz1sc+WoCP3reqsrZZ/FLqRkOorQHYB3wa11HgMv/ocwtg1QZfZOoBVaWm6aOx4OmGj6/MVVPmm2wE9eEjIxPUSaShwnw3dTAj+hEvhUK03e97Y5TtlwgPf/bcojzw3STgLizEqSHJwyPP5MxPGrE0Zqo5x11uvmXnHeOTv2Pr8/u/CcE75bsPzuARxAOVXCyp7rTzrltP/8xunkLwPuHl451GDzunm0nGH31ByVZouZ+ZS/uHqIm7+9jDCsMBwKhvy8AtG3DKKhJ/BcxeVrND/5Kp9A1EnaTXSaywkI2XFLHCWoSKtjXhTdZ8aKi3a0zktINEgSCustUMagDGTa1ldo0WfFjwLyniTOi3RJxJLPu4VRvfzkpvPYo7hccmP6LbaUpSrMUnGaLZ2VnfR5pmVHz1QIg5K2AtD2wGocldhSLCURXshEUuFTNw6TtSTHLY/wPUMYZER+ShgkxIlDkirSTHLpaXP8wTsP81efbTE5F+B4Aamu8NReKxzsecs59exXTI6tPO1X733swPUXnDr+3YTkdxfg9fogAFNTc5864/TLncGo8oHDu780NtWc4O+vj3hm/zCjQ3OQzXDrw8OElQpjIYyEGdUAqoGhGtiezGpFMTLocMJaRas1xMw8luPOtO0Zzdmy3JxvpaLyiWIeDUm0fWxpYavicjrmQkbDSEWsRUehVxmBEqYDbJ27LtpYQdOO+vCS7sniepRF4xjAX9YH7V9vwdcbIekAuex+5G6LFPnkUupOaUPRuG2MINMOZIoskySpS6ZzQShpcKSleUCAkBo3U0glQCiECqhXfKqO5omdiiQWjAwq6pGkFSqiRJGmtodWG4kAfuS8KerRLHEMwzWXZw9O8eHrKrRYwXGbLzl00QUXvb8dJ5/aumnsuwru7zrAizE0VMPomY+ddua58m8ffvpPrvnK5FjarHHJZpfzTmnzxHOSWx/yGQoEI2HGQGiohVANJVGoqFUsJcXIoC3ISjNBmlmKXgtu2+mtpCJyDFXHEBQSh7nVizPIEIjYQDOGNAa0ZWqSDhgHo1xiI3C0wBGGzFigd/RsSm4KBYiLDGaHa7sXjx33pS+W3gn2Lar4WwroZX+7PJG07kev5TaLwN5xS5QFt6NSmz9wMnzfymMkiUs255BlilbskuZalFIaHCdF5wRKUmak2kF1OAcVQW5M4iRlYgYMLkmqSFJJkgmyzMqRCEAJzWCtwR2PBzzx9Aou2Fxly3FNfu3KaUZWrj60cfMrfuvARPyxlctr3wsofm8ADiDkAP/5j677qDHj2aZVW/58ZfX54QtObbFy2QJff9QnClxGQ81AaKhXLENWrSKJKg71SDFQg8FqRiWwqfuiNNb3DL1UcJrItZQUXi43JwWkWrCQGIRpccq6SYYqMe1U8vDOkGbi2ZpPIdEoYgr/XZAZg1P44mUXpWS5+1vXuvjuAr8AahexxSePAO0eJ7s3WlJubih8bzp+d597UjSEqK74l1I2iWZIue8pQTuVDFQS1oy0MabG/EJAkln5b0dpXFdidNq5E7iOh5O1SGKNMRmptmG+Rsswu2B1mEwuIW5T8HRpIoRhrhExUtPc87Tk+YOGcw8GvOlVp0yef3rlN5T6zMdF9PPfKxh+7wAO8P/+7lu5+up/+6TnrIrrfvPDX733qdr0fYbbHhlg9aBguKKpVwS1iqQaKmpVh1pFUo9gINLUKilRkOJ7ti7FyJhbHgjRBDjKsTyHjiHMu/Z9t2DMsjBYMZZy0gkzvOr0aZaPxLRNxj98vsrHbxygrQGhMEKSGuurpyYXsDZ28qlL2c2y21KOqiy20t/ZWKRKWLoeehTgSmWm5QmkLFhdhe1aVyrFVSmZTvjUjT7/+PkB2tpneERywSmSM9bVCJUPAptpdjL8LC+Eyi8Y10nxXZfXnNnkwadimllAI7Gl0fNNbSkkAGNcW0RlydrzdQLXGeSirRPMv+UAE5MejfTUuQPzx/3yLbd5n3n9m952rIfmJY3vKcABXnP+IT24Wv7rnd8YSx2PT4zKh4Mh32V0AKJQ4rv20RIJSRtCijT1akotSqiEMaHfphK02LHX8Jlb6xgZEDlWhTl0IXTz7qF8chr6gih0WL/S4ZWnVVm/UlOvzuMHC/zmz8/y9F7Frfc5aN8y3+q8W8U3hZtSANZGV4q0dg9lQwnhZS358jhSgKW8TvQtnZX5Y6+b0o1xS1nqTRWFJmkusitL/I0qw/FjvvFtxZ9+bJhdUwMor8LAjKI5b2jPeGxY4VCtWNW8SmDpOYAuC5WTEWQBP35Jg2tun+Op/RXmPJdK2yafpNClO5uDQCHyUok4lbTaDgN1zeHDC5x/2pbWvoXl77rmAe9zKwab31Ea/liG+s43cfTxgQ99iRWr32l27Dr5yfVrG4/HafAW3Ww661Z6xInBUYJ65DBQUwzVrVtSr6bUo7TDt1KrNAir83zyRp8b7hhD+QGDnqCWZ8dCH0JfUPGFvVgqDsMDLqODkoov8ySGRdZILaEWJtxwt0+SFYkihRTWTVFCdPQze5TYZK8qm5Qi1xAtPxeLF7HE82J7qrTtnsVmVVWeVS2ypjY7Wbwunuv8M/0ZTet7u05MO8743Y8OcO+2QUQUMVhxWVkzLKsaKp5ESmkBWdTO51pGovzbhGHZSMzh6YS7Hg6JlY+XH6tuSDXPBgibuQ1cKwm4c59kdl6xYuW6VrW+5qff/qozr9m0bCb7j2//ye81/F58w8NLGb/w7h8jGn0s+5ddyz+/Zvmmd7zxVasbjWyePRMpIAgDxWANxgZTxoZihusx9chyrlSCFvVogeu+IfjwdSPEToW6J6jm8XLfNR06itAXVAJJJVREoeU7TDKR0355xIlHGnuceXxKNUxtpwpWaVZDJ6RY+N+aggin9Bq6J7PjqnzXygqBxb57McGUouikya32EkmcQua8oLZTMmO+Dfc/HZK5Pq50qTqGimNT/kmqabQ0C01oNAXNlqLVVjRjS5fWjl1asUuj7RPHFd7z5jY/eukErWbMZFsw05LMNgRTC4aJWcPkTMrsXEqzbcG+cmwB6RxmOjuBsWWnvPutb/3s57+9877srFf+2PcDet8fgAO89x3v4P1nL5j3ffi2q5sse9fI0PoZISWNWFMNYflwwuplcywbnmOovkC1YnWAqpUmzaTNJ26ssX9mgMhTuWticoDTYcsqGpoDX9oKRpULyOYNrYWOzNiQ4acubyLSwhfRuY8tOr52ZkRnsqRLy5JZzSV88pc6epM5/Sn5UgJnUVJnqUynQTqaf7kpYGLSFqM5EjxpOsJ2aWYsM1Vb04wFrXxpx5J2rGjFinbbpRV7NFsBQzWfn33dHNVgltl2xmQsmG5JDs9L9s3C7knDwemM+YYmcGOMyVi/ZsPhH3vr656+9LIrn52cvd6c98r3fL9g9/0DOMBFl/0k/+Onz+MVpw39yxWv3fQrb3rtGRPjY4OMD7fZuHaSPZNT3PboAqHfIgxsIValssDVt7l8++khXM9nyDfUPEtJUQDb6ywyX3JNRacgAyqVhxqBcmB8OA+Ul4o9ilqULsjpmWh2tSZZFArsjD6U9xYzitJflr4aehoXyrHvHLyS3kxlKS3fKZM1pf8iYP+UJE27G+uwU+kc4KkmTgztGNqJoJ1I2omilShasWNpjFseC82ARrPCGZsEb79kEt1qMBPDTCKZTQTnnTHL+PJZtu1PeP5QG+VWWb7mzIlYbv71zZu2nOD53On7Lt/P8T2fZPaP977zXQAcnpj+5KYtjvPk4/f86Z6d14/dv22Wa24fZij0uPSUJuuWTxGGTaZmU7501xAzcZVlkWHAt5JyBYFnETVxHVup5zl2neOY3Ce19G9lRtqZWfiXWwKM01d1SLfLRRvbcpUZgzRFSr9k0VmqbNYsWYNO5z8U9SpHH70RQ9NVY+6PlPTxw/TUe+ccjiZV/D+XtfnkTSmtBZ2vFx3qtSxvPkhSbePYqbBLIkiUoC1Vzipm/7+jNEMDCa8/v8nn7pjn0KzPTOqxcRQuPsGnXm1x9TemCLxVjK159aGTzzz/Nzefmn7yZwBfiu+iI3ds4/sO8GKMjgxizMI/nX/BeeIrC/N/8umv3D62shZz/lbJ/qkFDsxlnL4xI8kEhyYrhMphKNTUA0Pk0+EUdxyRl5kKHMfqmbuOdU86ZaellLXjpGzb7bBtrw+qqEAUHZxrrOWWuTHMdD7hFLYtUXdKDQsk9e5XObTXW7Pd+/me2vOlDpDobqsLbDoWW6pSzDt/FLn1ttEf65IlqcOmVS02r21z+NGMzNj2siwrtZhlhjTVpJnOEzYij3VLq+ZoHNJMYrQNHVYrbZYNxgSOZrTaZMuGBTwT8rV7a5xxfIV3vclQXX7xoZXrXvlbB6fNP60aPzpJ/fdyvGwABxAiYs/+5kdPOulV6a++c+BDB3ffMSTMTj5yQ4pmnF/+0XnWrzyE8BR13zAUGgYj28ws83oRO+O30QkLcltFWygNOE7WWVwnoZ1k/PPNIXEcgOvn8ip5BAVrvVPy7D4Gia1PyXJwd8pqj+SicOxFhOaIL7obKhdfCdmtL1FC40idU2jkdSZ5JWNW1JVgkKlL4Cf8zGvmeeCpOq0soJU5JFqQZoY07baPpam16JZ70PZPpqkgThyaLWOVFoB61KbVbqOFzwmrA977IwsYOcnVNxuem1jDK8Yunjrj9NP+m3KSTwjxwvyB38vxsgIcYPXyEGPST60YPXNyx2PPbdw/Wf/gxMSj7vknRbhC0U5m8FzJYGAYrsJwXVGtOLRjzcRMmqfTLciVFHmjQiGlUXAcWnBHlTb3PCG48a46qawgHB9fCXxpUxM2kiJI8iKsLM+7izwclplup7h9J89MdsBZKpkqF0MdCfJl/75vPeVN5hZcCZOHBHMFs5wUqVNjUnTIa5G3gNn/6yjNay9ocvpN89z1aETTdWingiSDJDN5KUS3tcyq2Fn9JKUMh6YlrbaiFtkE0EAtpBU3cZQijQOe3ulz9tZZLn/1WcncbPQb6zaesaMdV26I3JcdXi8/wAGEcHRz9r7rt5xxjpc+crjx6+8a+tswu1sMRAvyhrtqTE56LBuAkbpi+ajHyjF49mCDe7ZlrB3xqfimE7MtNH5cR+M5FtyemxL6MfsnUv7yczWen6uj/IDIlUTK4OR10C0NzZyaDAyxsFEVga1xcXoI3Vk8ocz/9E8sy1WBS9eYd7v5+8Fe+ONlV0Sp4o5UNGfbCXOWuyRp6ti6bqnRWmEQjESaX33bDM8eiDg459FwFVEqrP+d5RY8B7kxNq4fBpo1yyfYuc9l594BVo66GONRrYSMDbq88fw2N38r4Z7tgd689TXmnNM2/NKCu/7jTz63O774rO9OPfd3Or6vUZSjjbB+Nnt3y3hkZN2nzjxl7UkyPPl/aGc5uw5IHO2wfEiybMRj5Zjg+LVNRodnOTiniTP7fStdJ3BKIkium3WK8KOowcdu9LjlnhGMGzHgSUY8zYCnqXuGqqtxBGSJxrSbmHaTOEmYz6CRSXtL10u4Jj3lqsVi7yiFTHnx+wqc99e49ERpSp/p/ItSY0OR0HGdFM9NCP02UdAgCpt4boLW0satWx4LLZ9Gy6fZCmi3Il5ztuGdr58ga7aYTy1ZT5xCki9pZjoXMIDrZIwOzvP8fIvte2OePxyzfwL2H/YxWcT4YMbW48e47BUn/g+/tvak8eFVnxqVsz8w4IYfEAtejNVrTwBo3nDDF7atG3nbnz514DrPD5b9zobx59XKUVi9TDA2mFGPFmjEKZ7rd/oklZK5723V24rOfc+NGaw2eeLZjOu+Ocy8qTESSEZy7nLfsdnCTAu0zFg+No0n5skMbNtXZb5doyE8AinwVS9vSjE6XoiwBJbQD/glJpp9dS79gO98rvgf+R3K9mBal6sStGgnTZ7eBYmWCKOoBQ5zCyFZJlDK4LlpR4F4qJbxpguaXHfHDI/tDph3FVFqCFOrhZOmuuOH2w54Qasd4PsZsy3NxEyWF1Ep6rUhLjtvY3bqycv+eLz6tj+dad2erTvuopcbQovGDxTAi/HGN76Fj171L9k73/6u39v3/CHnrrvu+vX5iQf8yZnDzDcV042EG+8JGK9JBiIb/3akwFU5uL0uU1YUxrSTFtfcXmHX/iGGQoexwEZjQs/qBXmuwJGCrcPw7re2WL+8hXGa/ON1C/zZZ2AhGaSpHCp52BBYZLULPq0CiDbT2J0Ad3TtbcFhTs8AUoORdlLbmcR2pLnLdwrTKaByVErgx6SmyV9/LuDD147RpsKmcc273+AzNhDgKJ1zzyjSVOUui2HtWMaPXjTL9s/XmItrDHiWviFOcpBnmiyTtGPJ9JzH4ak6bzjnEPc8mhL4kiBMmYvHGFpxdvus8y7487Ay+nsP3uvzist+9uWGzZLje16L8lLHFz73OaamZhkZ9L923HHrIy8azq772o7d61eEq+abB+RTz1bZsipgeECRpBD4klokGahaUaxaFBOFbZYNz3PDtzI+cNUy2mmdFVUbjamFXSHbWigZHXTZtNpnIPJtpaIvOGNzg4OTKQ9sqyBdl1CBr6y2p5f7+o6yKs9FF72jBI6S+WvZ6awvXBcoWehSVWBvPYsNCdru+0J/0tJJ+54Fd626wGe+Kvmzq1YwrwdZUfNYUfOQxkcqF2OUrcvWCq27HN3ViubU4xs8t0/w4NNVwkDiq1yQ1xEEvi11CAPD1CzMzHsEfsaTu1qsXb4iveIyc+crL77i2Q3Hn3P17Lz67T/5499m9bpzX264HHH8QFrwYgwNdeKnv7X90ev4o1+5tHZoauofbrnb/Ym1Ywvy5I0LPPiMYWraZahmSfSjMGWwllCPEip+TJK1eXyvx2xSZTSEoYrJVZolgW8zoIErqVYcpBDMzHtEQQXXyRgbinnDBU1uuHeBifmQ1LMOd6fDJgel6Cm6yoGaR3Ws+2QBbkwxSbVtcSp3aKQAVUxg86XjuujeaLoQ1vU6NJXxpbsGmUlqjFcl41XNYGQjPHMLAJJ2ImjFmnYsSXNqh8BLqVfbbFnVxHHbzMUVHNuzhO8a2rHdt+UjbSZn57jviYBaNMJbLhvQjfTEzz5+YPg97J+Y+8Wfe/li2y9m/EADvDw2nfxW9u/fNrdh3P/l14Wbtq8YefjkvQf3XbFjz1OMRHV8z6ceZYwNtVBqjrlmyuiA5rn9grseruIYl5HIMBgaBquSeuQQ+BKVE7dLYXsyW23JQsul0fRI6gHrV7QZCmMOTetOnXOnyq6wvKK3VltKgcwtuuvY2DwUmjaGJLNZR61sb6SU1udVJufuy0OUWou8JkZ0gC4EeE7GbBN2Px/hSofBwFZV+q69wLSGdgxxIlhoShq+7bQB8NyMehRy/ilzrLu9zb6DEeFwTEvDoVlFJbCqZmmqWTk2x6uGVoFcd+3pp5z5aH14/K+SuD23ZcOGlxsOxzx+aAAOsHz5CQCHb39gx3/fdOaPrKvt3smq8fErHn/8acYGmywbyminC3zy5oTxgZB3vjEjyeZpJR5VVzIYZgxUJUN1l+G6FbKNE8OhqZR2oolTaeswYkkrcWi1XKqe4oS1CU/u14DK/eB8Yiu7ZEBlF0MUMXnH1sT4nkFKQasFC42MZitDSttULYTGkRKtSjUwRaZRCpxMkGYiJ64sEv6GJ59zmGh7VDxB4OiOkK7nWFkYRxkOT2W0E0MtUiSZQgoP381otgM8p4mrbF3PFRc0GRlZ4OpbRtg/qfCcBqOjA1SXncklp62/dtXatb8KzV1CvHj64pd7/FABvBgXnbkRk0ztYstp/23/HvdTJ23Z+j5a91+8d/cz7D98kLseHeVHzg6ZXZhhtqlItEs9b40brDmMDTqsHIOxoQbfeqLF47tcNqzwqQT2th4niiSx5aIrRuGSs2Kuv99OWJyeWHvhc3frvYvMo8wnvb5nBXMHqylzzZQnd2saDUE9smCVSpE5pQiKhiwTtus/r093nEII1yZa0gy+9oDPrsMuqwcKSXTwXet21SPYtGaGe59q8cQjVcYGXLR2UUIR+B5zCyFKzFMJNUmoCRjggs0JX/lWgwF3Ocdv3cQFF558W1tX/0o7xz/8zHPJrg3rfjhckv7xQwlwAOEOAWw3xmxfvppHn991YMXI+Bl//8S2+zdtWfmcOn6V5rmDbf7xy1X2Pl9h46gF+HDdYWxIsHpZixVjk9z2RMaeyVFWDGW02op2rIiTXF1Z20liJcz95BzcnlOuYLQAF7JbTlUMqWwbXRRqVi1rMNmcY89sSHMmwJEGVwk8ryvlIfJEUKa7lYsCiVKGuAB5ZieNC00BmejSzylbRRl4kijMWDXa5r6dTXYcCogTSzfnOh7VisPUrMe6lQ7/5coZ/vHagMefrXP8+jHe/KrN2fo1p26faiz8p7POueB5nbHNd4+18OAHc/zQArwYeWRim8kmtmmdvm6uqVb9wW+++rP7nvla/eqvtqNHnskIfVuAVa86jA0LxkcSVo7NcWhugVsfHCLyJXFqiBNNnCjSLKcUFjC3INi130EJie/YiZify7NUAlueK0VRmadJU5t19LSVdXKUIfQz6lFM2yzQiB1mmwGtxBBpG1OXgk6JgcDGn2NNZ7sIWx3ZThRJatkF1i1PiSq240vm7pDrSnzPhkoXWh6vPn2KL9/TZO+kS+inOI7tnmonkoWmy4mrNP/xTbDj+bULp5z7mtl20rgyqh+3Vym1y5U/3MAuxg89wIsh1AjGmF0nbV22Gxa2NuPs/J+44uJ/fOvlD6ffuO+x4Scej2ujg4qVoy0GqzGe1+Cr31bMzlbYNKZJUmi07WOWUyS4Cp7dL/ni7SEuwkqRO7Z7qBLayEvgWQWxhWZKo5mrGWBDbtpIS/qpDK6ToVRKpjVxan1sC247CQ1y0qNMQ2tesNC094IgsRNR15FU2op2ogDFWy9c4Pq7UyYmALqcf1FgQ4rTcz7rVlS47Kw5Pv2ViMk5MGgGapJWInly/zq86Izp112+aX6uKd7jRxvu3jxemQG0EP8+wA3/jgAOHWuuH35y/5QfrblxUMydsHv7R9vv/Kl//K+33fbtn6mIZ5NnJye2TDbcYGrhMF+9v8rKAcWGlfD8ZMLkrGD5SJFQsTUfQmhSo3ClIMzlDi0xkcNQ3aEeWau+5xBs32u5zEcGDK4jSVOTVzzmddtlLvL89zqOFQgYiDJGB2OSTLP7oMu+g9avrlUcDArXsYoZ7cTWmkhAGE2a2eiPMTaLOzrUwlFNnt4d4bkDvPrUBe5/fJYTVo4yMCRbOhl5cnj5OrP5lFd5RtT/otr+widGN1xqSKe0EC+daP4Hdfy7AngxTt2yHGxxYGPHsztxHOeDjqM+OK23qOqy6G83js2f8LmvD17YTufVKWs1Z52YsG9yhgeerKFNyGA1pR618dzUEvAb64sHDlR8QSVUDESKZUMZK0dbSJVQCSX7Zlrc/aiPEIqKr0lSQ5bZ6Icu66GIwi2xYcSKbxgdjFm5bIo7HjM8vbfO1CxIJCuHDUoKfNeSIrVjhyRTefpfE2eCmSbUFqxrZGhx26NzzExH1Ks1Lj1njD/6peHs4Mz5d5y+WW07NNF478yczBzHQzi+aXtvIxTey33Kvmfj3yXAy2Pj+g3Qnful23ZNvCcK/aHq+Fn/yw2+5tWyfdnG9d6Zy1fWznruwDzVoImUMwjZwnVSKkHKYCVjZsp271dCa0mjCiwfiRkfneDaOz2GwgHe/Io5du7PODRdY6Ru8ko9kdOYWZLLDlVcziHuOhD6mpGBJvumGnzxm0NsWeFy/LpZvnCnhxKCKEyphB7zDUWjZdNDc01Jq2lotA1tnTDTTjk4mbFhXYQIVlMdCO+XTvMB/NXqtFNeHwtn2W9De2p8/XeX++8Hffy7B3j/OGHdCMAU8IsAO5+6FSXFxYdnGq99/WXtK1ePNDbvnZzk8V3b2LF/mjVjTX7mNdP80xd9HDXAuuWKTFurWqu0eXJPzJ0PD3DRSR5jNZezT2xyy12admJVE5IM4lSQJIpMWxJ838lDjI6NpfueQciEe55wmJr2Gdzo8YqTBU/tbbD/eRdtoB1rnn0ehuvw9J6Yj385xPMUb3plm+GwxnlnH0cSD7Pp+MpTo2uDz7biyk0Cc9u6rRe/3If8ZR3/1wG8f2zYfCnAbTMzU7dtOp7bXRlvFE/P6PvumNft5srjTt76yt+8bPAZptoDHN7fZGxoNw89LfHdKlLGfPNxj7Tt5ArPiuF6zmuSt9ClqWC+aRV808zBkZIw9+MdVXD52WaKgzMOrbaiFWtc6XDm5gaf352BTqhF83z76ZTN61fgmzPRjuAdP7aazaue/dOnn3ae+bHXXSrn0mWyGro7gBuHhgZf7kP7AzH+rwd4MQYGhgBuLF4bsxPwBhtz++/atbPKhvV+cum5g7+mzfzlg6sFa8Yc6uqrOP48w0MRI0MKLWrMLSToNGGg4pCaJo88A1tWuywfgkxKMBmRnzEQKTatnmPvIcP+wwFrVmSMDQiG6wGJVsRZFcfVDI+O8brXn8fGNQlnT2RgajeHwfSHzj0D95QTT2TN6h+5be0J7enBZT98Wcbvx/j/AX6EIcQGgGngCwBzM/sRgif3HYrHx5YLPVpPmd13N4HfJgpdK3jrNpPqyIW/f/lF8ZtOPU4muDHZU5IVKz2CusYL57noXIeaE7JuucPmdTM8sM0gTMTIsrb79jfxxS/ftvf3EY6rjUEIj3qtxoknbmXtCli/IZMHp6oHhDDPvPLC5S/3IfqhGP9+Ap4/AONvrvoaIMbTuYmBE9dkRjsJDzyp2LjMYfkIBFGT+56S1P2AFcOK41bOcf82jc5CztmqxcYN0QyGAyJ6y8u9K/9uxv8HP4dR4iaQ+UUAAAAldEVYdGRhdGU6Y3JlYXRlADIwMjAtMTEtMDdUMTg6NTU6NTgrMDA6MDBonTCHAAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIwLTExLTA3VDE4OjU1OjU4KzAwOjAwGcCIOwAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi41LCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvSM8oowAAAABJRU5ErkJggg==', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 40103497
    {'hecke_orbit_code': 18014398610145522, 'n': 1, 'trace_an': 1}
  • id: 40103498
    {'hecke_orbit_code': 18014398610145522, 'n': 2, 'trace_an': 4}
  • id: 40103499
    {'hecke_orbit_code': 18014398610145522, 'n': 3, 'trace_an': 4}
  • id: 40103500
    {'hecke_orbit_code': 18014398610145522, 'n': 4, 'trace_an': 16}
  • id: 40103501
    {'hecke_orbit_code': 18014398610145522, 'n': 5, 'trace_an': -9}
  • id: 40103502
    {'hecke_orbit_code': 18014398610145522, 'n': 6, 'trace_an': 16}
  • id: 40103503
    {'hecke_orbit_code': 18014398610145522, 'n': 7, 'trace_an': -32}
  • id: 40103504
    {'hecke_orbit_code': 18014398610145522, 'n': 8, 'trace_an': 64}
  • id: 40103505
    {'hecke_orbit_code': 18014398610145522, 'n': 9, 'trace_an': -227}
  • id: 40103506
    {'hecke_orbit_code': 18014398610145522, 'n': 10, 'trace_an': -36}
  • id: 40103507
    {'hecke_orbit_code': 18014398610145522, 'n': 11, 'trace_an': 0}
  • id: 40103508
    {'hecke_orbit_code': 18014398610145522, 'n': 12, 'trace_an': 64}
  • id: 40103509
    {'hecke_orbit_code': 18014398610145522, 'n': 13, 'trace_an': 145}
  • id: 40103510
    {'hecke_orbit_code': 18014398610145522, 'n': 14, 'trace_an': -128}
  • id: 40103511
    {'hecke_orbit_code': 18014398610145522, 'n': 15, 'trace_an': -36}
  • id: 40103512
    {'hecke_orbit_code': 18014398610145522, 'n': 16, 'trace_an': 256}
  • id: 40103513
    {'hecke_orbit_code': 18014398610145522, 'n': 17, 'trace_an': -603}
  • id: 40103514
    {'hecke_orbit_code': 18014398610145522, 'n': 18, 'trace_an': -908}
  • id: 40103515
    {'hecke_orbit_code': 18014398610145522, 'n': 19, 'trace_an': -1448}
  • id: 40103516
    {'hecke_orbit_code': 18014398610145522, 'n': 20, 'trace_an': -144}
  • id: 40103517
    {'hecke_orbit_code': 18014398610145522, 'n': 21, 'trace_an': -128}
  • id: 40103518
    {'hecke_orbit_code': 18014398610145522, 'n': 22, 'trace_an': 0}
  • id: 40103519
    {'hecke_orbit_code': 18014398610145522, 'n': 23, 'trace_an': -60}
  • id: 40103520
    {'hecke_orbit_code': 18014398610145522, 'n': 24, 'trace_an': 256}
  • id: 40103521
    {'hecke_orbit_code': 18014398610145522, 'n': 25, 'trace_an': -3044}
  • id: 40103522
    {'hecke_orbit_code': 18014398610145522, 'n': 26, 'trace_an': 580}
  • id: 40103523
    {'hecke_orbit_code': 18014398610145522, 'n': 27, 'trace_an': -1880}
  • id: 40103524
    {'hecke_orbit_code': 18014398610145522, 'n': 28, 'trace_an': -512}
  • id: 40103525
    {'hecke_orbit_code': 18014398610145522, 'n': 29, 'trace_an': -4407}
  • id: 40103526
    {'hecke_orbit_code': 18014398610145522, 'n': 30, 'trace_an': -144}
  • id: 40103527
    {'hecke_orbit_code': 18014398610145522, 'n': 31, 'trace_an': -2104}
  • id: 40103528
    {'hecke_orbit_code': 18014398610145522, 'n': 32, 'trace_an': 1024}
  • id: 40103529
    {'hecke_orbit_code': 18014398610145522, 'n': 33, 'trace_an': 0}
  • id: 40103530
    {'hecke_orbit_code': 18014398610145522, 'n': 34, 'trace_an': -2412}
  • id: 40103531
    {'hecke_orbit_code': 18014398610145522, 'n': 35, 'trace_an': 288}
  • id: 40103532
    {'hecke_orbit_code': 18014398610145522, 'n': 36, 'trace_an': -3632}
  • id: 40103533
    {'hecke_orbit_code': 18014398610145522, 'n': 37, 'trace_an': 13055}
  • id: 40103534
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  • id: 40103535
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  • id: 40103536
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  • id: 40103537
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  • id: 40103538
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  • id: 40103539
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  • id: 40103540
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  • id: 40103541
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  • id: 40103542
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  • id: 40103543
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  • id: 40103544
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  • id: 40103545
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  • id: 40103546
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  • id: 40103547
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  • id: 40103548
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  • id: 40103549
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  • id: 40103550
    {'hecke_orbit_code': 18014398610145522, 'n': 54, 'trace_an': -7520}
  • id: 40103551
    {'hecke_orbit_code': 18014398610145522, 'n': 55, 'trace_an': 0}
  • id: 40103552
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  • id: 40103553
    {'hecke_orbit_code': 18014398610145522, 'n': 57, 'trace_an': -5792}
  • id: 40103554
    {'hecke_orbit_code': 18014398610145522, 'n': 58, 'trace_an': -17628}
  • id: 40103555
    {'hecke_orbit_code': 18014398610145522, 'n': 59, 'trace_an': 32340}
  • id: 40103556
    {'hecke_orbit_code': 18014398610145522, 'n': 60, 'trace_an': -576}
  • id: 40103557
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  • id: 40103558
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  • id: 40103559
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  • id: 40103560
    {'hecke_orbit_code': 18014398610145522, 'n': 64, 'trace_an': 4096}
  • id: 40103561
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  • id: 40103562
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  • id: 40103563
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  • id: 40103564
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  • id: 40103565
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  • id: 40103566
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  • id: 40103567
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  • id: 40103568
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  • id: 40103569
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  • id: 40103570
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  • id: 40103571
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  • id: 40103572
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  • id: 40103573
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  • id: 40103574
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  • id: 40103575
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  • id: 40103576
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  • id: 40103577
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  • id: 40103578
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  • id: 40103579
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  • id: 40103580
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  • id: 40103581
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  • id: 40103582
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  • id: 40103583
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  • id: 40103584
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  • id: 40103585
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  • id: 40103586
    {'hecke_orbit_code': 18014398610145522, 'n': 90, 'trace_an': 8172}
  • id: 40103587
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  • id: 40103588
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  • id: 40103589
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  • id: 40103590
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  • id: 40103591
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  • id: 40103592
    {'hecke_orbit_code': 18014398610145522, 'n': 96, 'trace_an': 4096}
  • id: 40103593
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  • id: 40103594
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  • id: 40103595
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  • id: 40103596
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  • id: 40103597
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  • id: 40103598
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  • id: 40103599
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  • id: 40103600
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  • id: 40103601
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  • id: 40103602
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  • id: 40103603
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  • id: 40103604
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  • id: 40103605
    {'hecke_orbit_code': 18014398610145522, 'n': 128, 'trace_an': 16384}
  • id: 40103606
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  • id: 40103607
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  • id: 40103608
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  • id: 40103609
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  • id: 40103610
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  • id: 40103611
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  • id: 40103612
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  • id: 40103613
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  • id: 40103614
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  • id: 40103615
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  • id: 40103616
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  • id: 40103617
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  • id: 40103618
    {'hecke_orbit_code': 18014398610145522, 'n': 191, 'trace_an': 39732}
  • id: 40103619
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  • id: 40103620
    {'hecke_orbit_code': 18014398610145522, 'n': 197, 'trace_an': 470793}
  • id: 40103621
    {'hecke_orbit_code': 18014398610145522, 'n': 199, 'trace_an': -182836}
  • id: 40103622
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  • id: 40103623
    {'hecke_orbit_code': 18014398610145522, 'n': 223, 'trace_an': 321164}
  • id: 40103624
    {'hecke_orbit_code': 18014398610145522, 'n': 227, 'trace_an': 1344420}
  • id: 40103625
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  • id: 40103626
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  • id: 40103627
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  • id: 40103628
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  • id: 40103629
    {'hecke_orbit_code': 18014398610145522, 'n': 243, 'trace_an': 647404}
  • id: 40103630
    {'hecke_orbit_code': 18014398610145522, 'n': 251, 'trace_an': -811332}
  • id: 40103631
    {'hecke_orbit_code': 18014398610145522, 'n': 256, 'trace_an': 65536}
  • id: 40103632
    {'hecke_orbit_code': 18014398610145522, 'n': 257, 'trace_an': -63873}
  • id: 40103633
    {'hecke_orbit_code': 18014398610145522, 'n': 263, 'trace_an': -275952}
  • id: 40103634
    {'hecke_orbit_code': 18014398610145522, 'n': 269, 'trace_an': -1424949}
  • id: 40103635
    {'hecke_orbit_code': 18014398610145522, 'n': 271, 'trace_an': -493868}
  • id: 40103636
    {'hecke_orbit_code': 18014398610145522, 'n': 277, 'trace_an': -280619}
  • id: 40103637
    {'hecke_orbit_code': 18014398610145522, 'n': 281, 'trace_an': -2224746}
  • id: 40103638
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  • id: 40103639
    {'hecke_orbit_code': 18014398610145522, 'n': 289, 'trace_an': -1056248}
  • id: 40103640
    {'hecke_orbit_code': 18014398610145522, 'n': 293, 'trace_an': -773031}
  • id: 40103641
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  • id: 40103642
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  • id: 40103643
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  • id: 40103644
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  • id: 40103645
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  • id: 40103646
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  • id: 40103647
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  • id: 40103648
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  • id: 40103649
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  • id: 40103650
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  • id: 40103651
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  • id: 40103652
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  • id: 40103653
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  • id: 40103654
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  • id: 40103655
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  • id: 40103656
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  • id: 40103657
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  • id: 40103658
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  • id: 40103659
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  • id: 40103660
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  • id: 40103661
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  • id: 40103662
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  • id: 40103663
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  • id: 40103664
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  • id: 40103665
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  • id: 40103666
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  • id: 40103667
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  • id: 40103668
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  • id: 40103669
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  • id: 40103670
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  • id: 40103671
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  • id: 40103672
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  • id: 40103673
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  • id: 40103674
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  • id: 40103675
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  • id: 40103676
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  • id: 40103677
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  • id: 40103678
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  • id: 40103679
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  • id: 40103680
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  • id: 40103681
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  • id: 40103682
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  • id: 40103683
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  • id: 40103684
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  • id: 40103685
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  • id: 40103686
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  • id: 40103687
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  • id: 40103688
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  • id: 40103689
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  • id: 40103690
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  • id: 40103691
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  • id: 40103692
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  • id: 40103693
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  • id: 40103694
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  • id: 40103695
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  • id: 40103696
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  • id: 40103697
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  • id: 40103698
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  • id: 40103699
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  • id: 40103700
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  • id: 40103701
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  • id: 40103702
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  • id: 40103703
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  • id: 40103704
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  • id: 40103705
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  • id: 40103706
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  • id: 40103707
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  • id: 40103708
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  • id: 40103709
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  • id: 40103710
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  • id: 40103711
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  • id: 40103712
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  • id: 40103713
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  • id: 40103714
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  • id: 40103715
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  • id: 40103716
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  • id: 40103717
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  • id: 40103718
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  • id: 40103719
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  • id: 40103720
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  • id: 40103721
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  • id: 40103722
    {'hecke_orbit_code': 18014398610145522, 'n': 787, 'trace_an': -10053548}
  • id: 40103723
    {'hecke_orbit_code': 18014398610145522, 'n': 797, 'trace_an': 20169870}
  • id: 40103724
    {'hecke_orbit_code': 18014398610145522, 'n': 809, 'trace_an': 29075622}
  • id: 40103725
    {'hecke_orbit_code': 18014398610145522, 'n': 811, 'trace_an': -24166352}
  • id: 40103726
    {'hecke_orbit_code': 18014398610145522, 'n': 821, 'trace_an': -27637254}
  • id: 40103727
    {'hecke_orbit_code': 18014398610145522, 'n': 823, 'trace_an': -10806844}
  • id: 40103728
    {'hecke_orbit_code': 18014398610145522, 'n': 827, 'trace_an': 30726888}
  • id: 40103729
    {'hecke_orbit_code': 18014398610145522, 'n': 829, 'trace_an': -22796065}
  • id: 40103730
    {'hecke_orbit_code': 18014398610145522, 'n': 839, 'trace_an': -13185120}
  • id: 40103731
    {'hecke_orbit_code': 18014398610145522, 'n': 841, 'trace_an': -1089500}
  • id: 40103732
    {'hecke_orbit_code': 18014398610145522, 'n': 853, 'trace_an': 22608433}
  • id: 40103733
    {'hecke_orbit_code': 18014398610145522, 'n': 857, 'trace_an': 30071766}
  • id: 40103734
    {'hecke_orbit_code': 18014398610145522, 'n': 859, 'trace_an': -34143748}
  • id: 40103735
    {'hecke_orbit_code': 18014398610145522, 'n': 863, 'trace_an': 30295800}
  • id: 40103736
    {'hecke_orbit_code': 18014398610145522, 'n': 877, 'trace_an': 10361257}
  • id: 40103737
    {'hecke_orbit_code': 18014398610145522, 'n': 881, 'trace_an': -26374569}
  • id: 40103738
    {'hecke_orbit_code': 18014398610145522, 'n': 883, 'trace_an': 20810996}
  • id: 40103739
    {'hecke_orbit_code': 18014398610145522, 'n': 887, 'trace_an': -17783544}
  • id: 40103740
    {'hecke_orbit_code': 18014398610145522, 'n': 907, 'trace_an': -12858604}
  • id: 40103741
    {'hecke_orbit_code': 18014398610145522, 'n': 911, 'trace_an': 2514768}
  • id: 40103742
    {'hecke_orbit_code': 18014398610145522, 'n': 919, 'trace_an': 38109232}
  • id: 40103743
    {'hecke_orbit_code': 18014398610145522, 'n': 929, 'trace_an': 25004979}
  • id: 40103744
    {'hecke_orbit_code': 18014398610145522, 'n': 937, 'trace_an': 10738933}
  • id: 40103745
    {'hecke_orbit_code': 18014398610145522, 'n': 941, 'trace_an': -20825127}
  • id: 40103746
    {'hecke_orbit_code': 18014398610145522, 'n': 947, 'trace_an': -12605832}
  • id: 40103747
    {'hecke_orbit_code': 18014398610145522, 'n': 953, 'trace_an': 4243473}
  • id: 40103748
    {'hecke_orbit_code': 18014398610145522, 'n': 961, 'trace_an': -24202335}
  • id: 40103749
    {'hecke_orbit_code': 18014398610145522, 'n': 967, 'trace_an': -1683116}
  • id: 40103750
    {'hecke_orbit_code': 18014398610145522, 'n': 971, 'trace_an': 23793648}
  • id: 40103751
    {'hecke_orbit_code': 18014398610145522, 'n': 977, 'trace_an': 37117707}
  • id: 40103752
    {'hecke_orbit_code': 18014398610145522, 'n': 983, 'trace_an': -30682044}
  • id: 40103753
    {'hecke_orbit_code': 18014398610145522, 'n': 991, 'trace_an': -8922724}
  • id: 40103754
    {'hecke_orbit_code': 18014398610145522, 'n': 997, 'trace_an': -15109247}