Newform data - 1058.4.a.c

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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': 16928, 'analytic_conductor': 62.42402078607357, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [23, -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': [1058, 1, [5], [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, [-7, 1]], [5, [18, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199321850914, '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': '1058.4.a.c', 'level': 1058, '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, 23], 'level_radical': 46, 'minimal_twist': '1058.4.a.c', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2q^{2}+7q^{3}+4q^{4}-18q^{5}+14q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1058.4.a', 'trace_display': [2, 7, -18, 30], 'trace_hash': 338874964967465933, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.024', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.984', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.025', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.889', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.548', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [1, 2, 7, 4, -18, 14, 30, 8, 22, -36, 6, 28, 79, 60, -126, 16, -102, 44, 36, -72, 210, 12, 0, 56, 199, 158, -35, 120, 33, -252, 43, 32, 42, -204, -540, 88, 354, 72, 553, -144, 375, 420, -96, 24, -396, 0, -129, 112, 557, 398, -714, 316, 300, -70, -108, 240, 252, 66, -324, -504, -120, 86, 660, 64, -1422, 84, -582, -408, 0, -1080, 147, 176, 637, 708, 1393, 144, 180, 1106, 468, -288, -839, 750, -978, 840, 1836, -192, 231, 48, 252, -792, 2370, 0, 301, -258, -648, 224, 1170, 1114, 132, 796, 1098, -1428, 66, 632, -3780, 600, 1416, -140, 192, -216, 2478, 480, 882, 504, 0, 132, 1738, -648, -3060, -1008, -1295, -240, 2625, 172, -1332, 1320, -551, 128, -672, -2844, -321, 168, 1080, -1164, 630, -816, -2112, 0, -763, -2160, -903, 294, 474, 352, -594, 1274, 3899, 1416, 2208, 2786, -3193, 288, -2244, 360, -774, 2212, 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-111840, 100646, -123992, 28656, -109152, 46116, 12420, -48960, 69426, -90984, -135522, 26400, 0, 167400, 308021, -42888, 82134, 2772, 222048, -18456, -5145, -126720, 39528, -16128, -89964, -55884, 53004, 111864, 35820, 62304, -48375, 17040, -113778, 118188, -108456, 0, -145015, 84362, 38016, -20720, 174432, -51408, -255210, -84240, 20265, -110256, -19206, -39424, 9288, -45780, -13608, -22924, 90420, 220094, -146214, -3840, 28380, -48588, 0, 11788, 2376, 3024, 154749, -80208, 106200, 8448, -252247, 72516, 40446, 68640, -60300, 42000, -3546, 70524, -22295, -13464, -114297, -54180, 93132, 22752, -69342, 0, 56841, -9504, 283140, -62464, 139944, 2752, 80154, 48230, 145757, 17640, -177276, -162648, -17748, -54768, 131490, 35212, -136080, 61228, 35304, -24780, -132366, -21312, 0, 28440, -93003, -44352, -63396, 66096, 66968, 8304, 208875, 146664, 130164, -11472, -5040, 21600, -61146, 21120, -110333, -115896, 12397, -79056, 12384, 54600, 164730, 0, -166961, -97698, -13860, 113232, -32604, -35640, 161784, -8816, 50976, 38808, -38232, 36372, 245700, 60564, 6834, 102816, 40764, 72266, -81972, 76440, 58446, 3612, 0, 2048, -64533, 149250, -360, -5040, 139390, 73944, 266112, 5784, 132090, 89880, 4851, -4752, -99264, -78108, 55887, -10752, 174960, -74976, 165900, -3096, -82344, 0, 6912, 84960, 61852, 24480, -194622, 57960, -25026, 26474, -6300, -45504, -85086, 73584, -41983, 58800, 96138, 132480, -34272, 5808, 32514, -7776, -267750, -42504, 0, -7658, 106920, -5136, 66858, -15540, 35889, 167160, -27900, -1022, -176022, -26016, -208116, -132562, -53472, -17544, 89208, 202896, 146895, 2688, 26184, -191580, 51084, 0, 21021, -92274, 33259, -43200, 230580, 43206, -19698, -28512, 135864, 82152, -94122, 17280, -38397, -37044, -5700, 118500, -16380, 14040, 64800, 14112, -150066, 90156, 0, -101952, 120531, -134640, -36448, -18624, -59724, 23364, 31752, -16548, -300840, -38208, -117942, -33720, -45966, -170520, -57672, 13368, 145152, -154524, 56202, 10080, 51468, 0, 13860, 7604, 260604, -77882, -11754, -29824, 46860, -46440, -125136, -82824, 112500, -85270, 45969, -13056, 217530, -56980, -30330, -13824, -24066, 108672, -114696, 132720, 0, 31154, 50155, -21932, 27108, -160524, 133560, -33792, 68544, 101268, 82422, -10560, 145913, 30960, -188538, 9552, 6321, 85596, 80201, 4752, -220572, -52980, -2298, 0, -87182, 290088, -24444, 56160, 53838, -26250, 55026, -68056, 66227, 28668, 98820, -178416, -164891, 13176, 62568, -12208, 50148, 126000, 32742, 41232, 168042, -109584, 0, 7568, 5940, -111740, -278208, -30336, -122853, -59220, -76903, -34560, 34230, -23328, 41577, -17136, -36612, 55200, 297360, -16080, 163530, -58608, -29952, 73152, 8988, 0, -40500, -14448, -42480, 16106, 22836, -63504, -110160, 36498, 27391, 75504, 402318, 792, -29067, -100680, 127086, 134136, 82950, 4704, -17106, -93576, 471630, 19848, 0, 118728, -28800, -36288, 127771, 25260, 173355, -12504, -57780, -24244, 84708, 7584, 40320, 162432, 15444, -130200, 173635, 30444, -64260, 90000, -104376, -172704, -46620, 0, -179172, -97488, -71853, 5632, 159030, -27986, 27342, 22148, -45054, -45360, -97500, 43928, 15906, 39816, -27576, -91924, 103350, -8640, 187740, -9504, -33816, 6720, 0, -117360, 59899, 97560, -46689, 65520, 215424, -109404, 233640, 7200, -15678, -7224, 186408, 20384, 94500, -95040, 112500, -125136, -137261, -22596, 6174, -96, 314280, 0, 5164, -34836, -27687, -51342, -212772, 62384, -233682, 16992, -65016, 6192, -35862, -14124, 117000, 46656, -176988, -49356, 77826, -54852, 10368, 242640, -71544, 22656, 0, -117936, 208271, 36792, 185220, 100020, -47952, -1680, -7279, 24750, -66360, 220320, -117162, -62342, 195624, 35328, -118800, -80136, 7740, 126504, 214806, 192996, 56868, 0, 58698, 47520, 83052, -81792, 92106, 2304, 163170, 44576, 1549, -127692, -8820, 59732, -503388, 49308, -32274, -23040, 26754, -76680, 188610, -51216, -19836, -29988, 0, -51088, -116943, 47558, -121500, 93240, -92730, 124200, -144792, 61488, 232830, -112248, 262710, -92224, 157680, 177408, -48348, 4608, 58765, 81384, 103158, 27720, 2106, 0, -82016, 17280, -167115, 29736, -16410, -40764, -53046, 121962, 215673, -35904, 20124, 221686, -24192, 9768, 18264, -45458, -326322, -80224, -82950, -51840, -33054, -189000, 0, -83056, 281358, 5760, 60588, -92928, 99569, 48720, 135121, -102384, -197730, 3696, 152197, 85802, 26268, -50064, -204033, -136080, -206028, -12384, 48132, -129948, -367350, 0, -79380, 10584, -200326, 58008, -11556, 246456, -38700, 30240, -187154, -6336, -275526, 35392, -22356, 111732, -397698, -3596, -45000, -33572, -213102, 35616, 199584, -35460, 0, 6048, -259357, -37368, -36077, 8256, -365400, -83160, 51624, -144432, 82614, -152520, -27072, -95040, -97704, 184860, -163100, -89232, 218502, 161868, -166890, 14976, -44220, 0, -120579, -157808, -225216, -177480, -509544, 26352, 31104, 9030, -22484, 39672, -271950, 32250, 220863, 33600, -163674, -41904, 207636, 176012, -124770, -284172, -208476, 1584, 0, -126462, -343980, 12936, -150289, 41436, -142618, -9216, -154761, -50400, 18234, 30288, 22680, -134394, 325686, 79296, 183420, -26028, 178689, -65016, -42054, 20856, 13134, 0, 292145, 54894, -18111, 48384, 8316, 60170, 247500, -29376, 13932, 44856, 356922, 11580, 24591, -382320, -66510, -26848, -105876, -80402, -260820, -7776, 167100, -202692, 0, 125768, 120802, 35070, -76032, 36120, -264600, -49656, 19656, 6736, -107544, -26136, -126900, 88428, -321846, -8304, 191268, 10752, 111319, -36720, -40950, 23112, 161742, 0, 11520, 24000, -279720, 173484, 52038, 56056, -32166, 117072, 24682, -30960, -7020, -64106, 78948, -39624, -264, -135432, 78210, -12096, -27468, 624, -54726, 79968, 0, -38990, -35804, 27560, 33628, 119400, 12780, -225624, -200520, 161662, 128304, -31296, 142203, -42798, 95778, -77760, -270291, -31512, -203439, 62304, -533250, -8256, -115710, 0, -52632, -63504, -59699, -25344, -29568, -279000, 281784, 85232, 109366, 10428, -32508, 83808, -370080, 97152, 146250, -2880, 74466, -95472, 66006, 26880, 72714, 151740, 0, 7084, -50382, 28476, -60156, 31200, 9933, 10584, 15279, -27860, 225498, -196980, -214200, 64704, -34218, 31500, 156724, 92448, -63360, 134208, 24162, 49392, -148026, 0, 372708, 140400, 17064, -140492, 169476, 58752, -330120, -41718, -15480, -104328, 38208, -8514, -38430, 2064, 172158, -597240, -54510, -36876, -143808, -10212, 98694, 12672, 0, 149326, -41076, 152064, -201798, 44940, -445244, 51360, 47520, -30090, -218250, -126336, -118105, -15984, -67410, -6144, -75111, 171156, -21384, 94800, 298242, -117540, 10836, 0, 6228, 9302, -220616, 35344, -252720, -123690, 232986, 33120, 81291, 306252, -42942, 15840, 41796, 45864, 493122, 42048, -46206, 21448, -133590, 54936, -2310, 223728, 0, 7392, -185544, 271080, 164913, -153000, 18555, -34056, 73667, -4376, 140364, -6612, 136512, 85092, -145476, -53676, 159522, 95520, 35673, -144984, 223206, -100584, 77112, 0, 105660, -22120, -58877, 72360, 310674, 50976, 38610, -244440, -329184, 1536, 97944, 127410, 135576, 65016, 101910, 199512, 175686, -52728, 175518, 22704, 4338, 131760, 0, -339768, 79488, -36288, -169265, 30336, 453060, -53784, 6159, -8064, 161568, -21168, 213549, 36762, 42102, 41184, -89316, -55884, 352261, 8064, 63720, 100296, 143916, 0, 72468, 155670, 56268, -171360, -68316, 202550, -318444, -34128, 66513, -21000, -97410, -9456, 585900, -15036, 15480, -150108, -114948, -405000, 4356, -97440, -412488, -64596, 0, 82944, -443520, -38982, -166140, -25344, 55872, -3852, -195594, 7920, -99666, 391524, -13520, -44504, -49560, -197676, -180468, 59640, -19512, -11784, 413658, -47328, -133476, 0, 240476, 26268, 295267, 99360, -199068, -72520, 528120, -115052, -80784, -13752, 242166, -294840, 55125, 75840, -385896, -11094, -32400, -47372, 241440, 133548, -160230, -91728, 0, -80234, 165672, 39168, 345862, 12960, 19692, -13440, 36234, 432, -170058, -107736, -178200, 18524, 156762, 48912, 10584, 139356, 82548, -280728, -211140, -64164, -6720, 0, -27864, 253806, 346860, -13968, 240240, -128952, -294354, 66000, 137797, -338160, 246834, 37844, 298239, -47124, -25290, -101952, -85140, -10620, 126204, 79632, -165564, -213600, 0, 72000, -100602, 7560, 49903, 96024, -218624, 11244, -608940, 9632, -356448, 151848, 75790, -158976, -22368, 61740, 18576, -33840, -569268, 35676, 2178, -86064, -66840, 0, 123242, -9792, 238875, 214298, 368064, 169920, -297006, 33342, -187473, -74592], 'weight': 4, 'weight_parity': 1}
• 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], [2], [7], [4], [-18], [14], [30], [8], [22], [-36], [6], [28], [79], [60], [-126], [16], [-102], [44], [36], [-72], [210], [12], [0], [56], [199], [158], [-35], [120], [33], [-252], [43], [32], [42], [-204], [-540], [88], [354], [72], [553], [-144], [375], [420], [-96], [24], [-396], [0], [-129], [112], [557], [398], [-714], [316], [300], [-70], [-108], [240], [252], [66], [-324], [-504], [-120], [86], [660], [64], [-1422], [84], [-582], [-408], [0], [-1080], [147], [176], [637], [708], [1393], [144], [180], [1106], [468], [-288], [-839], [750], [-978], [840], [1836], [-192], [231], [48], [252], [-792], [2370], [0], [301], [-258], [-648], [224], [1170], [1114], [132], [796]], 'ap': [[2], [7], [-18], [30], [6], [79], [-102], [36], [0], [33], [43], [354], [375], [-96], [-129], [300], [-324], [-120], [-582], [147], [637], [468], [-978], [252], [1170], [1098], [66], [1416], [192], [882], [-551], [-321], [-2112], [-763], [2208], [-3193], [516], [421], [-1584], [2070], [-591], [-2958], [-4650], [-3283], [-1959], [4518], [-5636], [3044], [-3726], [-4512], [3039], [-5361], [2130], [1038], [723], [-3252], [-4215], [-3728], [-8507], [-2010], [9438], [-12], [-10028], [7251], [4452], [3294], [3445], [3900], [5256], [-547], [-6591], [-12180], [6114], [-4230], [-6684], [-12336], [-516], [-4453], [3522], [-3247], [-5940], [11562], [3204], [-14478], [-4579], [-3057], [2034], [3210], [-8835], [1532], [-10356], [-4614], [-5731], [18129], [15307], [-2868], [9093], [14700], [-10626], [1901], [-5483], [10308], [18288], [4962], [-3126], [5537], [-8709], [9198], [-20448], [14933], [-23056], [2442], [12180], [-12516], [-22308], [7572], [-16254], [2895], [22107], [-9906], [19992], [1771], [23112], [-9219], [8836], [-25146], [-13446], [20736], [-3438], [-26934], [9461], [24006], [1284], [11850], [24765], [3906], [26820], [-25284], [8124], [37530], [8395], [40194], [19303], [6876], [-28618], [11802], [-20374], [25527], [41735], [3513], [3526], [-7818], [4804], [-38613], [-47160], [-20544], [42606], [23559], [44382], [25098], [30507], [-45492], [42181], [-55128], [-24294], [34320], [-31232], [17606], [-57948], [-48849], [30282], [36133], [-39054], [-37488], [13237], [-7770], [-511], [21603], [41076], [45078], [-42635], [54336], [15577], [50634], [-26490], [14334], [-55870], [27600], [8053], [-48744], [-13993], [48780], [-11298], [-24678], [50010], [-40068], [-63846], [-56124], [40692], [60981], [-25920], [-41528], [42901], [55866], [-76260], [-63231], [20718], [-67197], [27447], [30085], [-40201], [17535], [-24828], [-4152], [-67716], [312], [80831], [-20859], [-5106], [-15045], [4651], [-26838], [63705], [-27942], [77835], [101275], [-7518], [-19491], [-5892], [49680], [-57526], [66774], [-32082], [-5310], [-106800], [5622], [75924], [17838], [16671], [-104415], [83352], [5443], [-10649], [69595], [-91530], [79599], [-44453], [36648], [103260], [54930], [-22158], [-52170], [-122616], [108510], [-21978], [-50691], [-55122], [-57594], [25917], [106877], [-5508], [73368], [5506], [-66846], [28422], [75936], [97218], [-70584], [44796], [-50919], [112273], [-45624], [-129576], [-27618], [-40763], [88139], [101052], [74882], [90438], [17172], [-63735], [84414], [-32418], [71844], [-73388], [16488], [-17424], [-117384], [-74392], [20970], [-109152], [-135522], [82134], [-108456], [-145015], [90420], [-146214], [-114297], [56841], [145757], [131490], [35304], [-132366], [-93003], [130164], [-110333], [-13860], [-32604], [6834], [139390], [55887], [-82344], [-85086], [-41983], [-34272], [32514], [35889], [146895], [26184], [-38397], [-5700], [-150066], [120531], [-36448], [-45966], [51468], [-30330], [80201], [-2298], [53838], [-164891], [-122853], [-76903], [41577], [-29952], [-29067], [127086], [-17106], [127771], [84708], [173635], [-104376], [-45054], [-97500], [-15678], [112500], [-137261], [5164], [-212772], [-35862], [208271], [-7279], [-117162], [195624], [214806], [58698], [163170], [188610], [-116943], [-144792], [2106], [-167115], [215673], [-33054], [99569], [152197], [-204033], [-213102], [-97704], [-120579], [-22484], [220863], [-124770], [-208476], [-150289], [-18111], [-66510], [-105876], [-107544], [111319], [161742], [-7020], [-35804], [142203], [95778], [-203439], [-59699], [109366], [146250], [66006], [72714], [-50382], [15279], [156724], [24162], [-148026], [169476], [172158], [-54510], [-201798], [-118105], [-75111], [232986], [-46206], [18555], [73667], [-145476], [35673], [223206], [135576], [-169265], [6159], [42102], [143916], [-68316], [66513], [-166140], [-13520], [-133476], [-199068], [242166], [241440], [19692], [82548], [137797], [298239], [126204], [-100602], [49903], [-187473]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 9007199321850914, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '1058.4.a.c', 'level': 1058, 'maxp': 2999, 'weight': 4}
• 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': [33, 30, 27, 36], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [12, 12, 12, 12], 'ALdims_old': [69, 63, 69, 63], 'Nk2': 16928, 'analytic_conductor': 62.42402078607357, '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': [1058, 1, [5], [1]], 'conrey_index': 1, 'cusp_dim': 390, 'dim': 126, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 5], 'hecke_orbit_code': 67109922, 'hecke_orbit_dims': [1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 4, 6, 8, 8, 12, 15, 15, 15, 15], 'label': '1058.4.a', 'level': 1058, '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, 23], 'level_radical': 46, 'mf_dim': 438, 'mf_new_dim': 126, 'num_forms': 23, 'plus_dim': 69, 'prim_orbit_index': 1, 'relative_dim': 126, 'sturm_bound': 552, 'trace_bound': 7, 'trace_display': [0, 8, 10, -8], 'traces': [126, 0, 8, 504, 10, 8, -8, 0, 1042, 20, 34, 32, 112, -40, -4, 2016, -28, 128, -38, 40, 260, 188, 0, 32, 3222, -192, 404, -32, 388, -480, 244, 0, -948, 520, -504, 4168, -294, 436, 444, 80, -516, 64, 366, 136, 326, 0, -1192, 128, 7494, -592, 988, 448, -690, 128, -1356, -160, 1312, -296, -1384, -16, 642, 840, -420, 8064, 2256, 96, -426, -112, 0, 368, 800, 512, 1436, -220, 5616, -152, 872, -304, -1948, 160, 7134, -1264, -2146, 1040, -2028, -1380, 3204, 752, 1044, 4804, 1956, 0, -3804, -1056, -2828, 128, 428, -832, -2586, 12888, -3100, -4256, 2444, -768, 872, 836, 2946, 1616, 3874, -1640, -3180, -128, -1008, -2272, 0, 1552, 2332, 976, -300, -1920, 16474, 1916, 972, 976, 2580, 2472, 2264, 0, -1696, 3160, -2448, -3792, -2520, 1172, -580, 2080, 2192, 0, -3852, -2016, 4996, -3120, 7368, 16672, -2456, -592, -2392, -1176, -714, 2888, 2240, 1744, -7464, 1856, -700, 1776, -1394, 1704, -7880, 320, 0, 11296, 2832, -2064, 10664, -6524, 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52804, -15264, 24906, 9328, -79372, 3536, 8896, 3904, 18772, 16096, 1886, -1200, -8410, 13216, 13332, -7680, 31208, 13496, 0, 65896, -18064, -27896, -57904, 7664, 15884, -21164, 58064, 3888, -37828, 25816, -59908, 3904, -5212, 35840, 10264, 10320, -13180, -4108, 81812, 9888, -59668, 0, -44584, 9056, 10260, -14120, -340, 0, 928, -17840, -56088, -6784, 25596, -19208, -6516, 12640, 36536, 12624, 48358, -9792, -1540, -5872, -43180, -15168, 0, -143736, -1212, -10080, -83744, -13008, 19548, 4688, -52864, -119200, -3102, -2320, 12432, 2464, -10316, 8320, -183884, 6304, -46964, 8768, -39278, 14996, 23028, 0, 24856, -142328, -19228, -15408, 56378, 22656, -50220, -8064, 32440, -9664, -24786, 19984, -116136, -19236, -31128, -12480, -52556, 22280, 32094, 29472, 29372, -320, 0, 66688, -8424, -72024, -17324, -9824, -40984, -2752, -12356, -2368, 48364, 3380, 21040, -9568, 15920, -30864, 11392, -4704, -71836, -7296, -592, -2856, -45700, 0, 63036, 11552, 8556, 10944, -52366, 8960, 62146, -24384, 110320, 6976, 13220, -69784, 1836, -29856, 1902, -7024, 19916, 7424, -9372, -55360, 8558, -2800, 0, -24, -35400, 7104, 96022, 23848, 44460, -5576, -10620, 25912, 1672, 6816, 1668, 29688, 3964, -31520, 127568, -2584, 21356, 1280, -30056, -23616, 22522, 0, 1640, 37256, -20876, 45184, -45784, -31616, 900, 11328, -19740, -8592, -2260, -8256, -43464, 448, -13282, 42656, -5158, -35832, -63460, -26096, -43360, 1332, 0, 14576, 160904, 39928, -76816, 1024, -105120, 19248, 62880, 80568, 92478, -54368, 36144, 17952, 93692, -34976, -3228, 25160, 51792, 3664, 59064, 5856, 11236, 0, 4284, -16192, 31788, 22128, 1940, -38720, 15012, 22704, 53988, -15648, -59970, 46360, 190140, 2176, 51700, -5168, -43968, -10784, -4566, 3344, -32764, -20736, 0, -55352, -26760, -2608, -316, -17960, -26704, 5216, -58832, -2656, -43388, -28232, -10368, 101936, -5864, 13568, 77518, 50440, -28704, -28160, 24354, -68152, 32076, 0, 28212, 88864, 149776, -21984, -87888, 3472, 50452, -43264, 53016, 39396, -74198, -7632, 68604, 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42112, 75996, 63816, -23550, 24640, -28800, -21744, 36884, -2560, 0, -49760, -93308, 102248, 48160, 100824, 399560, -3584, 45032, -63424, -117098, -25144, 28220, 28744, 6380, 20992, -18368, 98504, -100220, -17144, -63660, -151664, -18552, 0, -43912, 38328, 17008, -6992, 10534, 31872, -4440, -4736, 132768, 68832, -37254, -13520, 7580, -48844, 21264, -69600, -39760, 4264, 28512, -14832, 43298, 51504, 0, -22144, -37196, -54560, -83212, 4608, 382020, 17500, 71652, 704, -12888, -17100, 46316, -2400, 154684, 1952, 28156, -256, 39278, 20312, 244178, -29296, -8768, 0, 32252, 9216, 78028, 280800, -48170, 100944, -66484, -7480, 56476, 10272, -49692, -82800, -132156, -38744, 256522, -48448, -104468, 39776, -41640, 37824, 86356, 34800, 0, -146712, -69352, 13440, 43152, 13280, 93712, -21936, 473784, 68400, -211932, 28320], 'weight': 4, '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: 635112
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '1058.4.a.c', 'source_level': 1058, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '1058.4.a.c', 'target_level': 1058, 'twist_class_label': '1058.4.a.c', 'twist_class_level': 1058, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
  • id: 635113
    {'conductor': 23, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '1058.4.a.c', 'source_level': 1058, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '1058.4.a.d', 'target_level': 1058, 'twist_class_label': '1058.4.a.c', 'twist_class_level': 1058, 'twisting_char_label': '23.b', 'twisting_char_orbit': 2, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1643525
    {'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 9007199321850914, 'p': 2}
  • id: 1643526
    {'charpoly_factorization': [[[-7, 1], 1]], 'hecke_orbit_code': 9007199321850914, 'p': 3}
  • id: 1643527
    {'charpoly_factorization': [[[18, 1], 1]], 'hecke_orbit_code': 9007199321850914, 'p': 5}
  • id: 1643528
    {'charpoly_factorization': [[[-30, 1], 1]], 'hecke_orbit_code': 9007199321850914, 'p': 7}
  • id: 1643529
    {'charpoly_factorization': [[[-6, 1], 1]], 'hecke_orbit_code': 9007199321850914, 'p': 11}
  • id: 1643530
    {'charpoly_factorization': [[[-79, 1], 1]], 'hecke_orbit_code': 9007199321850914, 'p': 13}
  • id: 1643531
    {'charpoly_factorization': [[[102, 1], 1]], 'hecke_orbit_code': 9007199321850914, 'p': 17}
  • id: 1643532
    {'charpoly_factorization': [[[-36, 1], 1]], 'hecke_orbit_code': 9007199321850914, 'p': 19}
  • id: 1643533
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 9007199321850914, 'p': 23}
  • id: 1643534
    {'charpoly_factorization': [[[-33, 1], 1]], 'hecke_orbit_code': 9007199321850914, 'p': 29}
  • id: 1643535
    {'charpoly_factorization': [[[-43, 1], 1]], 'hecke_orbit_code': 9007199321850914, 'p': 31}
  • id: 1643536
    {'charpoly_factorization': [[[-354, 1], 1]], 'hecke_orbit_code': 9007199321850914, 'p': 37}
  • id: 1643537
    {'charpoly_factorization': [[[-375, 1], 1]], 'hecke_orbit_code': 9007199321850914, 'p': 41}
  • id: 1643538
    {'charpoly_factorization': [[[96, 1], 1]], 'hecke_orbit_code': 9007199321850914, 'p': 43}
  • id: 1643539
    {'charpoly_factorization': [[[129, 1], 1]], 'hecke_orbit_code': 9007199321850914, 'p': 47}
  • id: 1643540
    {'charpoly_factorization': [[[-300, 1], 1]], 'hecke_orbit_code': 9007199321850914, 'p': 53}
  • id: 1643541
    {'charpoly_factorization': [[[324, 1], 1]], 'hecke_orbit_code': 9007199321850914, 'p': 59}
  • id: 1643542
    {'charpoly_factorization': [[[120, 1], 1]], 'hecke_orbit_code': 9007199321850914, 'p': 61}
  • id: 1643543
    {'charpoly_factorization': [[[582, 1], 1]], 'hecke_orbit_code': 9007199321850914, 'p': 67}
  • id: 1643544
    {'charpoly_factorization': [[[-147, 1], 1]], 'hecke_orbit_code': 9007199321850914, 'p': 71}
  • id: 1643545
    {'charpoly_factorization': [[[-637, 1], 1]], 'hecke_orbit_code': 9007199321850914, 'p': 73}
  • id: 1643546
    {'charpoly_factorization': [[[-468, 1], 1]], 'hecke_orbit_code': 9007199321850914, 'p': 79}
  • id: 1643547
    {'charpoly_factorization': [[[978, 1], 1]], 'hecke_orbit_code': 9007199321850914, 'p': 83}
  • id: 1643548
    {'charpoly_factorization': [[[-252, 1], 1]], 'hecke_orbit_code': 9007199321850914, 'p': 89}
  • id: 1643549
    {'charpoly_factorization': [[[-1170, 1], 1]], 'hecke_orbit_code': 9007199321850914, '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': 3, 'label': '1058.4.a.c', 'level': 1058, 'portrait': 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CT4fkqrntLpe5xYhFB7aGO4ZGtEt58yt+ww0XS5cGvCzk09GvUQIQ1RJGj3ayy1PSbqAle6zC16HD4jOD6fcHIlwa/1edX1Pd54I/hynIMnWpxcUJwtmNtwaNlw3eVL/PI71tg6Mc7J+QkWVmosrnksrgoWVxPOLMacWIqZnIhp1iZ49Uub+rUv3vOX0+OTPzwMw86mPd/69YbE3+nxjx7gyyttwPyHEycP3fr8/g/KE2cWXlx3l5xvvHmMzsCn0/M5u9xgfsVjcU2wvJay2i5BfnRFMDu9zr995wrXX1zn1MIkc4sN5pYdFlYM88sJp5dSFrsJ45NDbr2yx02XgCdr+MpnYTXg7LLD/KqgH0KSaAJP0whSJsYSNHBiPqHTg12bXBq1EGMECI/eQLNzc8jKugPGSpH1HoQJGAyr7Yhtsy7dgUIog9AhrcBl55Yh633BiTmHVDtMtSTNQOC7kCSCfiiZX5WcXTEsrCX4/hDchJsv6/HiywUzrRoray1OLfjMLcPCcsLCasKZVTiyYrjusmX+7fessmV8jFPzkyysWnCvrAuW1ixJLK6lnF2D9YFkqQ+vvfkU11w8nqx0tz7wXW9549Mnji3++Mtue51J01TPTre+3jB5wcc/2iDz5/7T35Bo1/vQx39RzgYvuv5LD5y67YtP96j5Pd79w0Mmxw2JHieMHJr1mGFkAaS1DSsEIESKlIajyxP8yp8JfvUHFrjmgohmbZJGrUmr7tOsu4y3FAsrivk1hy/eH/CZ+xIu3tHnkgsTVtcGXLoj5Dteq4kThcDwyQcCFtsBtTTk+FlFr9fkqotSFjsJ+w+67N0hOTQHN++Ddhci7eA7EdMNeP5MjXotxlcJY03BehduvLTLkdM+e3dpjs2FPHvE/vfcHUOOLBjGmiGrnYhPfbGOEYo0TXn51X1uucYwv+5yzZ4he7a6JHGL/qDG/qMB88sWrItrCQurmpOrgoVexNV7V/jl7+qxqTXJibPjLKwGLK97LK9LVtsp692ETl/TGxrCRLIeC7qDiKWVlNuuPOLU/c5LDj+trxuKa145GPY/um3LzC+snnw/kzu//+sNmfM+/lEC/H0f+Cg/8Jpp9S//6Mz/2+uM/dgF9a+0ZBpgQpdnFrby8+9T/KcfWeLai9qkWhIn9qm1AByEUEgBUgqUSvCU5tTaGP/m9z1uuXyVb3vZMhdsHTI51mJ6vMbSqsfmKZcdbcVK22Gtq2mvBnzxrKE/THjukMfDz2pA4LuG04suQvqYYZ2Lthq2zvZZWAtZXGly6xWGem2Nbm+S5U5KFNWYmtD0Bi47Z4as9AJmJiEMFbPjkjgdsLBa48TikMW1BlfvTTi72uOzD3psm2px4RbYudlBbffYPgueqxECdm2ywWx34NPrT3DslMtqR7G6DittzWo7ZbmdMt+GlWHKzm09fvzly9xyiUPgTnHkTIvltYDldYfVjsjAHbPeTVnvGdoDwfJQst6NueWyBf6/H2izb3uTM4sNjp3q1W5//Cv7Qn3o33zzkT+IP3X/G/7dEw99LL36xrd8vaFzzuMflUR5/uBBavVa7cSJkzvvffCZtz/3/Nl//8iBE1xxaczxU3UWlxWroWSxF3P9nnl+60dXuPrCGovrEyyvNVjrBKy2PVY7DmsdWO9q1rsJ692E1Y5hoS2Y6xkQPd7ykjavv0Fz4ZaAKKqz1g5Y73m0u4q1nqDbFwxDQ5QY0hSUNPgu1HzDeMswOxnjuEOOnI14+rCPThq89sYIx13n0f1j7N4Cn30o4SVX+Cy2BwSOIkljJicgiV0cN2Flpc6t13T47P1NLtgCjxwKcanzmhs0iRjw9JGUY6cDHOmxacJhoiGo+QLPEygBiYYoNgwj6PYN6z1Nt69Z72tWeoZBmrJre5/X39TmLS+OQDdZWR9jcbXGStu116kN692Udi9hvZuy1tOsdgVzXcVSJ+GGffO8+0eXuGJ3wMr6GL1BjTMrmkNzEVftkmh5BcbZ/outqcv+anbT9pNxNBxcdPHerzeUisc/GoCvzB9kcnbGO3ro8Pc9/ezh93z+S4+JucWuXO0Kzq7bj+lIGCSClVCw3Iu48eIF3v2uVa65OGB5bZzldQvy9a7HWtdhvStY7xo6Pbv1tnuatZ5hsSs429ZMjPf5huu63HxJwq5NilbNpdMN8F0JKKJsV9AG+kNAaCaaQw6dMWgTcccjDcJ+jYu2edxyZZ9Yr3P3Y+NcfbHLofke7bUWN13Z54uP+myaNOw/YfjxN3fYf9xn06TkC48pbrlUsdrvcPTUJFfvjbj76QFJWOfmyzz27BgySHrc/qiCVHDktEOr7uAI6A8k2ghSbYgTQGocT9PuGRrNmB1bQl58aZ9vuDZhqhGwsDrGynqNtY69NmsdQbsH7W5Cp5ew3ktp9wwrfcl8V7DcTbjpkkV+9YeWeNGFPqvtFt1+jSh2kFKDkcyv1llec+kOG3p89kqzZdueH7vgwj1/vLKyHF37oku+3pAC/pEA3JhQxtHgTQ9/5fMXOTJ89yOPPuaenM81YUp3oBlEhjAWDCLoRnb7XGwn3HzpIr/+rmWuuchlvTPG8nqT9a4F+XrPod1VtPvQ7Rk6/YROL6U30LT7hqWeYKkHcRpy1cUDNk+m9PqG190UsnuzJkkljjREMdz1ZMDJxYAtEwnPHAlA17lku+KafRo/6PPooT5Lyw0u392gNb7G/U+5XH9xwEp/nbW1Fps3Gx7ar/iuV/R4eL/D9lmX5V6btdVJrrm0z/3PpEzWxrn8oh6L7TYPPTdOzWlw3T7D3p1DkD2ePCaYnYxZWIq5+0mXYayQElJt2L0l4htuiuj2FFsnNNdcDFFUZ7VdZ7Xts95z6fQV7Z6k04NOP6XTS+n004z1YaUvmOsI2sOQW/Yu8f+9a43r93osro7R6dfoDzyGkUMYK/pDRafnsNa12avjc0Ouu+76uFHz/83r3vCNh2u1+qc2Tzn6642tr7sGX1gaML8Ufs/60l2/rZLHJ+cXuzTrLtMTCoQtV3tOSj+0IPdcg6vAkRpXOjx8aBM/9z6Xt9y6wrfftsrurRHzKy0Cr0bN96j7Lo2aQ7cmaQ5cxhoO/WFKb5CyKdQMQkN36LO6FHD6lCFKNGfmE3zfAAJPGRwp6A8UApek7/Ci3YI9Ww07t/UJ0y6fe1hx4PAEr77W55pL1/iTzxk8UWf3tj5P3a/YNq6YbvUJVI0odlnsQiNw2L5J8MSBiGv21njZ1ct84NMDPLfJq240uH6fLz0U8dkHGzx3rMaFW+vs3pIyMxFxwXTMFbtTlNI4ygCGuu8zM+4TxS7dvsczh1x6Q4f+QNEbSnoD6A0Nvb797t1BSm9g6Aw06wPBUk+xsK6pt9r8xOsW+eZbIq66oM7ccotuL6A38OgNHQZDh36o6A0Unb5gvQNrHU0cC26/8xG3Pjb92zPbJla/8dW3/owx3Q8I0fw/F+Ddbh+E+cFPfvaBX/vEF26ffNNNp9i7bQqtW4SRJEkV4OAogeumuEON62hcaXCUwVUGX0meOjzN44dqPH9mkTe/uMeLLxsy3myx2q7T6AS0Bh69vkM3u9n2JjkMQ8Mw0kSxIY4NSWqfUeJhNEglcB1B4AnGm4KJJmye1mzf1Gd6os3nH4V7HneReoxXX+vyoku63PdcTDRsccuLBO3BgMWVBjfv1UyP96k5PsNEsdSJUVrwor0O9WbIYwcDXnrNGDdd1eWxgwrMGNde5vEDb1zli09EfOHhBvtPBuycUWyerDHRrDPWhJoPrmNQErSB/ccEaSqIE0GUQBhjv2OYMgg1w1DTH2r6oaY3gE4Iyz3FQhdCPeCVV6/wphd3+M5XaZKkxfxyg84goD9w6Q4c+kOH/lDRHwp6A0mnb2h3E7r9hN7QcHoVtgXPIztzk6cPu/9xx0Uvc8Jw8D7fr/2fB/DhYB1HmR94/LEHfu2RB788+/R+zeRYwK2Xd2h3A4ahJE4FxkikECglcFSK64CrDK5jAe45mpojWO7X+fCd2/nS411ecsU673jlOldc0GNqvM7Kep3uwKc/cDNgK/uMBGEsiRNBktit3nq3bFDpOBB4UK9pJpsx22b7JPQ4dCbmL+8OOHqqwbhf4/rLHG6+ssNDz7e544EWN14csHNLnw/eKVDCp9WMWe+FaANKwEyrT6froZMab3rJIh/+bJ09CwGvv7FPFK9w99NTxGnADZfN8vrrO1y8o82XHuvz1Kk6Tx7z2D4pmWwJ6r7Ac+0ilAKEMGgDWhviJFussSGM7UIeRliJNxSshYLVLghnyNX71nnHN6zzkstTppoB650G691axtquvW5DWYC7PxR0h4Ze34K7O9B0h7DQNXznNQmbmym3f+Ge2d0nxK/dfPMtZnFp7Y9mZyb+zwD4hz/8IY6vK/7bn97+zlsvW3p3tH50evt0zDdc5/CSq4eAi+8n1AKHRmyDPIFASoWSJdAdpXEVeK7Bdww1V7A2dFhZn+CvvtzgwWd63HLVOu941TpX72kzldZIEp/+MKA3cBmEDlGsiBNJkkpSLdBGIDBIYfA9TT1I8L0Izw05sxLy6Uckh097HDs9gdI+e7Z4XHqB4tpLOih/iaePNNk2XufyC2HzzBqrnRZXbJMk2vD5h33CvmS8kfCaG4Z86u6Yk/NN9l3kcnZ9yLNHXXZsmuCqC5a476ku9z8rCCOPSy6Y5JIdPpds73Lk7CqHz8DDB+ocOtqg7gh8R9LwDYELUtqgyhi7WJMUogSiVNALBZ2hoBNDpBO0GXLdxR3e8Q0dXnJFypZJj2HYYqVdo9vPyGDo0htavT0IBf2hZDDEysVhSq+f0h9qhpEhTAQGwZef8BFRk8Mn1/jcQ1+cff7UiXd/40u8ZP7EB/7kvoc93vot3/nPF+CP3f8Bvu1fCX7zX6ff+YUHjv/us88+Pf79rxtw3aXTXLxTsXtbg+7ABnaBl1IPZMaoCikFjlI4jmUs19F4jsZzNb5rCFxD3UsZDwTd0GWtM8Ff39PizieHbJro8/aXt7lkx5DhoMflFxh2bFaEsUuaKlItMTm4pcZ1Uk4sGI7NC9YHmk/cV+fM8gQmcpkIFFunHHZtdrhwG1y+p4OWy7z3Uw1WV8e48RKHy/e0+dKTApG4zE5IGvWEfuwhjQQjUY5HeyhYWBVcZuq8/NouX3msxtZpjxsvn+T737jMH3+2y8MHG/SGLivrTS7YWmPflj437O3y1pd2mVtd5RP3+az0fU6cdTlzxsNVAiklAoE2hlRDrA1popmYirnysj5hGHPJjpC3vTxkdkwx2fSJ44CzSwH9gUc/tLvcYKjsM5IMhoJBKBiEMAjTQvL0w5RBaBjGkKQw7guOnmjBwAatPbPIy7onpg8euOJ3V4d74rddt/Ch33nvh/npH/r2f34Av/dLH8WobxB//hsf+9ZDR+b/8PDRubrTglary4QvWO/WAGW3cZniuTnAbaJHComSEkdJq8kdC0TPFXiuJnANtdhQjwxjQcpETdCPJN2owbHTDX7jQ5OgE0SScO2VfS7YHJEkoI3GGFvEkUIglcBxPQ6e9Nh/OKARODQ9yXRdMDMlmZ102Dqj2LUlZd+udVKxwn/5WIsTJ8e5ca/LJbtTBkmXB572Ga+5TI0ZxpsR9ZqVQlpL2kPFas+w0k5p92rcevk6j+zvc+CkYrwVcMNl47zrTSv8t4/DY4cb9AaG9a7DwmqLzdN1ZieG7Joa8v98a59Wvc1Tx+DgKYnrGpQyCKEBY/9nIElg9+aUW65ISGOXOPExps4wcplf9hiEdkcbRqqQb4NIMAwFw0gyCCGMrJYfRroA+CA0DCIIY0GirfzSRnFsyWZkJpohM80ha8unxw8v+n/4X5e3JD/8g2+/+yff9W2Lw4S07v7DJ/H+twD8N//7n/LeOxz1hms+8paWWvqThjoRvO7WAU+dXMPxekyOG4RIiBKXJLGWVm1iyMEtFUqaTHtLXEcwdBWeKwkjjR+lhLGhFmvCWBNFhlYCYawJE4gSwTCWhKlPnAYcONzgyQOQGoOFtr05rgRPWc9H04fLt0CrBmMNyURTMTXuMDsJOzeHbJlZJzar/JePjXHk6BjXXKi4cLtkz/Y1vvxswsLKGNdeIJloaQJvgC99jBIkqUQYQ5JGrPUCFlZcrrmkxov2drnvsYBNE4J60OSavZqfeMsKv/txzbNnmqz3NOtdxdKaw/R4g4lWjYnWGK16zEwjZtc1Eb6b4DoJSqVIYYMJg11UcaxYXHKIE0WcKKJYEcbZayQJY0kYSYaRJIyEDVAjQRgZwkhnz9TKkchmtIYR9EOr68NEMEwFgxQGqWC9mzAdDFjtdXny+T5HTh6v3/Ai86enTx3p7Nqx5dphf3jqfwf2/sEB/jv//UO0GjW1Z3L1bXc9fOYDO6efDS7Zodk2s87hMzGnl1Mu2txlrGnoD32i2EMIkyXoBUIYlDQoqXAcg+MaPFfiuYLQFYSeIoot0OPYECWpzYoklWcKSWpIU02qsXpbU4BbCFDSFpJcF3xHEPiCui9p1BVjdcnEmGB2MmHX5j7Nxjof+0rE3U9Psr7c4sqdil1bXC7eMSQV63z+4ToN12FmQtGsD3n6CDx31OGKHYZ+qLjq4pgr9xjmz6YsrXkMhnVee32Xe58acOiMolGT+F6LKy7U/Lt3rnDXswM+ddc0Kx3DrtmUtbbDeEsx1nBp1l0aNUPga3xP4zspjrJSS0p7D4zBFqy0INGSJBUkiSBOJFEiiGNJGNvMSxQLotgQRRDGKVGcgTu22aYwMgyz10EkGMTQjwW9WNCJBb0UoihGJD22zwxITMhcp4NswFrnIX/u0BqmvedWLWY/+uyjH04vv+4fVq78gwP8ou2+HAzDb++uLfzeA4+eCT49HKcXDRnGLv1hyv7jPY7e1uHtr+gy3orp9wOk9FFKI6VGKZ3lex08R+E5itA1+K4g9CRRLOzNiRVxAlEsbQYhKdN+SapJU5tdSE2WKcmyJUIIpAQlBY4j8ByB70kCX9KoCVp1w3hTs2kyZGaiS2LW+ci9kj/+7BSzQcCVOwU7t7js3qrZtWWNjz1gWF0NuGSzYqIFzXrMwnHJ4pqPd4HdzmfGJOPjcOiYYa2jmV8OuHh3wCuu7fLpewKmmuB7HkqOc8UewQ+9fhFXLvLJ+yZ47kzApk7M7HjCWEPRrCnqNUnNd/A98F0sEShj/TiiAnLswk41pKkgScmADnFqiBKI49SSQqyJEkMU6+xJlpGBYWwYxoJhBu5OLOgkgn6s0WHIWNDl7a9Z4Vtv6/Hyq1K+6xsW6YcdBv0WSytn/ENHx/8wMjXH4PwFlmf+aQL8zKG/ItXJO+9/8ORvEZ1tXbbT58SC5tiqTy8CLRM+91CN+58JOLu6yo+/tc94K8GPErr9FCV1ljHxbFDpKjzXbq0W3CpjHGGZKGOlJIE4hTS1mQStbcCltcl7ODNwW4DbzIzAdSxAAh/qgaZZSxhvJsyMD5ieWOcrByL+7I4aB4+Ns3vMZc9m2L7ZY/sm2LezQz/p8ND+FjXlMjOhGG/CeDNkYizB8xyEsItrEHqsdmLW+4Z2L2FxzWPn5iY3XbLIHQ/3OXimRd2PcZWHEGPs2ab47lctc92+Rf7sjiYPPTPOSs9htpUwXk+oB5JaoPBdge9KXFfgKIlSZOlDi3KD7WHVmgLoSaqz3c2SQpxoktSCO44hTkwGdGPlXgzDRDBMLGu3Y0k3McTDGBMPmGp0+Rffssr/8x19GoFLt9vAJDXCfpO5xTGOz9U4PjfXwtX/ZXzLPu8//cHf/vG/+uFv/qcHcGNWAPWDJ/d/5Nfq6vjUxTt9fM8BE5LoBIliKfToOYr1ocNv/aXL/iNrfONLe7z8mj6bJmO63ZiB4+M6Cb7rEsYuvjeqH+M4cxOmInMVZsyUyoypQGuJNpTgtkXKjLnBUbZg4rmGwNPUgoRmkDDRCtky3WGh3ec9n3D5/COTrK41uGhGsHNWsG3WY/us4IKtQxxvnQ/f7XD0VIO9myQTTclYI0XKkDNLBt+RSAHGCKLYYddsh4dJ6fQVax3DwmqNvdsD3vryNh/9ksfxBR/XiRHCRZsGcSK59oI1dn1Hh88/1ueDn5/k0eMNtk0IphspjSAl8AS+K/BcG6c4Chs4S1F4Mgx2kWmDzbSkFvAFyFMr6ewuCFHG7FEiCBOrtQcJdGNJL4FBlKD7IdtnOrzsmnW+6WV9XnddiidrrK0HDKOAXr/GwmqTE3M1jp4WnJyPOLtyYuraG7a/+0e+71vUN5/svu/inf8wFc9/EICfXeqw1nG//4Of/OKv1Yf3z966r82WmXE2TwWsdiA5I/CVYcw1GBSDoEY7dvjwl33ueqrLNZf0+I5X9XnDjR2mxiP6Q59B6OHHHlHs2GcWLMWxQ5xKu9WmkiSRpKkg1aLU2lpQqBJjmVsKUMpmHVyVpRu9lJqf0KyFTI/3GMQDvvS04S+/PMZDz4wz4blcsc2wZVKyacpj64xk+6aIC7et8dTxAZ+4d4Yx5TAzJmg1BK16TLuf8tkHApqeQQgLrEHo8KZbQj7zoPXEtHuaxTWH7bNN3vziHg8d6LL/kEfDT1BSWJDrOsPIav3vfkWbvVsW+fBdHe5/bpyTazU2twRjgaHuaQJH47ngKIGSdiFbJofcfqQzqaZ1ucMlGdAtQUCcCqI0q4pmQWQ/sTp7GKWkYUSj3uPNr1nnO17V4Zp9CZsnHYbDBp2+Rxx7th82VTjKsNpNefig4dQSrA01l/bvm62nwa/Nbn+TTuP2+5X7tR9V8TUF+MkzPXZsWcOkfM+X77n3Nz/xibumji1GvOsbB0wEIWtdl8dPjTPfrhO4hkDZPJYrBAPpEToOp9s+cw80ePDpPh+9osvbXtnnNbeETI65RJFPGHtEsUucONlTkSSKJM0KNmkJcG0y5tZlOkoIkwWV1sfhOBrPTfG9mJof0awNSBnwxcckH7pznGeOjSFin90Thi3jhulxxcykx+ZpydaZmJ2bO5xa6vL7n2qQhDW2bxeMNx1aDWjVY4Qb0Rk0GG8ahBAYA3EimfQViU7oxh7dfspaR3FmqcZlFzb54W9c591/4XNiqYGj4mxhOCRJwDCSbJ7yufaiDlde2OPZE2f4yy/XuOPRcebaNRq+oulBwzV4Tu7bseV8IUbddRow2i66VAtSA0kqbP48FUQphKlgkAqGKQwSQ5LE6DhiKhjw2let8/ZXdnjJFQnjNYckrdPueESxN3J/AGYmely+d5nnV1wmNsNkfch33pZw6Nl7Zg+fnPzNPXuvTx576tSfXnPFGEJ+7YD+NQV4mvQ5uzj5TYcP3fPfHn/0k62GiCAa4zc/XCeNY7stSp8pz6blpDQoFzwFtRQGqWSofIapy+Iw4JMP1bn72QE3fKHLT35Lj8t2dpkZV7QaDlHkZWnFDOSpysAtSbVEG1skMkYU5XfL3BqlDI7SOE6C7yW4KqIziFnqxPzOxwKOLU7w2P5xjPaYqglmpw3TY4KplmJq3GXTlGTzVMK2mT5T42t8/nHNo8+Nc+V2wURT0qxLWnVNoxYh3BDfd3CU/f3GQJpKBqHDYBiTaGFL3T3DasdlfqXFzft63HTZOh/+QkBtVeHI2ALSOCSpRxRLBqHL9HjAdXt6XHdRj4dfNseJJcmf3THO4nqd0ys+npI0XIGXyzBpA8+CyHOpgmXyxAhiDYkWhCkME4i0gTSBJEaqkK0TA67c3eMn39rl+ktTxmqKOLGMHcU2zRsnbkY4yu6exi6ay3clvOiiDsYIhmGNfn+aJw9FHJr79NTrVfLfbrruxWu9Tv8TX0tMfs0A/tCjB5jYOaOevev9F33lwUOtex4aoo3HppbBHzj0lGNHNigIHIPK8rTaQGrATy3II22BPnADwsRjOaxzx6MtvvLckIYf8r2va7NjKmHX1gE3X97FEYpm3QGRAVwrjLZe6bxIZO+nQUiDEjZnbkhAJjx7TPLIAYdPP9Tk2ZNNoqRO01HM1AyTDcNE3dg8eMthcsxhalyweTJh68yALTNr3P1MyHs/PcuWcYeZFrQailZD0Kwn1PyQrzyvGEYObsOCyhhBlEgCR3H13gEPPj1ujU+DlPWOy/K6z8LyBD/8+gVOL6/w4BMzuBIQMRpIEocodgkjSW/gMNEMGG81uGlvn5dd2ec7blviwCnNZx4KeOhAjeePNkiEQxgq+rFCCYkQYkPgmdUEjCbRBqM1rkgZ8yICYm66pscFW4Zsn455x2tCap6kWXOJohrtnkccOySpZew0A3aSE022e1oCGsNRDbSRDEOX9Z5Ps+ayb9uABx+6p/X4/vmLfuR7v1t1Vg6mramvTef+1wTgzz77HBdduMm7766Hvu/pZ/VvPfTkEol2cR1oBrZAM5babdCCrSCQwhyUKEi0IdGCWmqIUsHQEQxTlzB16esa3W7Cb354ApPEbJoZctnOIVNjCW97xYCdsxFxLDK9LaHC3GT6U0qNkIK/vqvGU0caCMfhxFydMwt1gppizBeMNwytQNMKoFkTjNUVraZioukwNQ7T4wmbpoZsm+2QmnX++t4Wg16Di7cbWnVFsy5p1jTNIMF1Iz7/YEDYl7izIDMwxYmkUVO89oYB9zyu6YWS3iCl03dY7zrMr9S59IImb3tJh8eerXNitYmSGogzvewSp4owtoWZ3tCh3fNo1uo0aiGXbh9y474hpxbbHD+7juOmPHnU4aNfriOUsuAWcvQmGg1ojDEkUcquTQlvf8WA6bGUfTsNm6YgTVyiqEmcOqx1MrZOnUwiqg3gtgWmPP4RQH/oAhYHUawYRookFdQDhxm5xK7de37r+OFH+sbd88eHD+2PLrr40n8cAF9ePM2gt7x3cf7Uex588AmpRMBEy95M3zH4rg1cUm2ybEb5zBlcZ1tjmhob7GhDQwvi1JqFIi0JtUekPWINS70mX35KY9D87UMxQqT2JhkNlVRglgtECIUQEqkUSewgtYPrSJo+XDBjaLiauq+p+1D3BY2apFlTtOoOY03JRAumxhJmJkK2znRJWeN3/ibgvqdn2TMFE/WMveuSZi2hXoto1AfUanV8JVEy0+DY7xrHLsOBYBCmdENFb6jpDrRtmWt4nF4Y49bLQn7iWxf47Y86nFz3EUJjTIxODXHiEsWWCXsDRXPg0Ag86rWAul8n8GOatYhrL47w3JjrL054xyv7OCrJikAaIcyoKM8kndYSISS+qwCPYeiwsuZY3072tPGOIs5eE53FPmnFvJYZ2KpSUWtBktqEgHVxCoxxEMLlyceflEurwXvGp/r3JvHwma8FNv+XAX733X9BUB/WVhYPv6W3ckJctDOg07flXJtqyl6zaqLWuaUzT1WVUXxavGZBT+aIS4wpgp9EQ2wEsVYkRmWGIt8ukiqwTYFtlABHCFupVBDUDIFjCFSK74LvQOAZar6g5knqNUk9cCzAG4LxpmaylTA1HjI72WPr7Arv/bTmg3dsYse4YrqpaTUUzbqiUYd6LaVZizm7ojly1ifwrP0WcqefYBg5XLBZs3l6SGfoMRiajMUl612HZi2gWR/nHa9c5OjZef7wE9twpINBk+qURBvixCGMFINIMQgl/UBSHzrUfJean9Lu2hjDc1NcJ8V1UxyZZkU0W84X2dNaV+zeakEuaOuSia3cKGOcPN4pgF15TVIL7DR7tfc6A3yWnUkK37p9HYaGtbbhicOPicsuXXnL5ZftOPKhv/rzwXe+/R1fX4A/d2TSM2b152ri+M9tmujI/qCO6wj6QwvyKNEksS6qimml6KIzUOssgtcVkOsRsJfsnwO/WBxGFIFSVXND5jHJAitHahxJ1igBrhK4jq2Ieo4g8CWBJ6n5ilqgaNYkzbphrJEy3kyYbIVMT/TZuWmFh54P+fBdW5kIfDY1Na26sOCuSRqBphEkNOshDx2EJw/UuWjGZLq3LJsPQsX1+wwX7xzw8DPj9ENjLagDJwO5Sz2oUQvG+baXrvLk84s8uH8zGIXWqV38iSGJTeEnGYQO9aGhFigCT+N7Lr6X4jsax0lxHY2TVYaVNEhprcEIg6DUcyXjZgDNwalFoavTjKVTLcqsVfb39meQmvxnZP+O/XkO8CgrHIWhoR+mtLspR+dCuXnLmf9fXY15u/e2fhWIvm4AP7vSl3E4+JX77vzTn+muLnoyCKgHtpdRSYHr2OM+YkeOVMxSXRYYCuCmJYBL8FOwvX1v7FOX8sZkhqkqqPNHXqrOCzpKZhVLRWa5tQ0DvivxPUXgK2q+oF4TNGuGVj1lrJEw3gyZGhuwdWaNBw8O+JUPbOLk6XEunNaM16FVUzRqikYAjSClFsR47pD20HpoXGWQsvxkqbamqzjxaNVi+om2pqXQ0B+mdPuSdk1R7/oEfpPdm2P+3fe1+eU/kTywfxMGhTaaNNUkaUKU6ELTDnxJLVQEnsT3DL6n8B2N69p8v6NMZn+wAFeZTCn9P+UjlxfaCIweZeM0ldl9yUFcgjmtgrpYBFnlNCvExakt/UexIQw1gzChH2qEhP3PL3pjzal/8y9+6NWuMeu/KMT437uc//cG+Pp6B63jX/2bz9/906p3JJhpNhiEAt/VNGogpbQlcEcSOfkXM+cBuck8IgKdg96IAsiFlNGmYGuz4QlU+CcraOTFnALgAqVsusxRuadc4nsSz1UEvh3JUPMNjUDTrKe06jFjzYjJ1oCtM+s8eKDPL//xNAdPTrJr0mZYmjVJoy4te9cM9SClHsTEacSff6GJVApXGpQo04TaiCyN5vLdr17j9kcjupFPPwN4b6Do9hRt3yHwfHy3xb4dCf/+B1b4pT8W3P/MJrSRpNqW1ePEGs3CSBMG1u7q+4LAFfierWx6jikqto7SSGVz41JYoItq+rByQbXJMi26BLuumLdyIOfTB9K0Cu6K3MyKR5bBMxNcbAjjlDCy7XRRbKi5MOi7PHfoVHDs4L3/8sJ9rxWDfu/na/XG/16Ary0fRmtzU7jyZM0xCpq2Muh7drFZcMkCULZzBpIkKwnnwNYGnQFe5yydg1mDKeSIsGxdBfd5PlcO8NyDkVfylBI4maHKAlziutL6NzxB4NuZJ3U/pVGz4G41IsZbA2bG2zx0oM+vvH+SZ09Ms31CMNWoSJPAoRFY/0otSKj5Ea4bcmZlAlcJlNRZWq4MMtNUkiSKLRO2eNKJA9s8kHXLdIeSWl8ReC6eG+A6Y1yyPeHff/8Sv/BH8OBzs5ne1Rlg0ozJNaGvCSLJ0FOFBHNdcB0r0axPxeBIMpkCInutYjzHuSlkS8WZmMmYtCCh0silswpyklL8fV4lTRNDnNrYLModirEmjCybp9q6OokSPvbpp2qvSS66SUjB3/fx9wL4L73nc/zih1T9X9/2Ae/GfR2GoSpyvHEiUVLZC5cBSykyIxQkyuqvpCJRUm0yINsvaKpgz0rKJpMjXw3c+cLKTVRSZtOtMmmipKx0BAk8FwIXfE9TCww13+rnei2mVY8YbwyYnmjz6KEhv/S+CZ4+McPWccVMQzNWEzQDST1Q1GuCWmAXhy31Rzy4X9AbegSKbJFZDZ43IaRaECcOjUBx8+VdHnq2RT+2MmUQpvQHiq6v8D2F53qZfh7n0h2aX3/XIj/7B3D//lliLYm1zpqlyx7M0JP4ns6sxbL4zo7Kn2QypZRxMqvyng/kWf9EJStCJVmQk9G5sjJN8/Y5k71qktgQp7qUKJFhGGvC2DZnaGCtr3nm5Ar3Hf5b75Pvu6E+XP6LfjD9Hf/wAD914gTbd+4Y//nf+uvf/7d/Nnjpj7zuDBdvDwijgP7QdodYP3I2Pi3rxImyapoFeFkSHtXcJisdl82zo6DOra65mb9yM4Q1FAmZgTszGakC4HaxuY5lMs+1Y9ACLzNY+Sm1TF40ayFjzQETzQ5PHA75pfdN8OTxWTaPO8zUNWM1aASCRk1RrynqBXunBH5Csz7k7ic91tsBExNlmTz/zHnAFaeK2SnFK1/U4+5HtO2iiXQF5JLAlQSug+t4OE4NKTWX7jD82rsW+dk/MNx/cJZYOxYwGTvmTO7HsnAXeo7EyZpFHClQTn5tKD5fvghzqVJmsMuCEFTjn5zRyz/njJ3qivzUpZErqbgWo8QQRjCMbNvbIBT0Y+iEkl6ScsH2VX7qW9ovXTy264/C4Ht/5PSpV6xv37HlHxbgTx08ycFjZ392/czhb7/roZSTC+N8802rfNerejTqDVbbDaT0ELgZ4PKGBYmTCGKVazHb5qQ16DTPoohi9efA1udj7vL/iopcLk2EzB10pe7OHYOOwvozHIPrWjkVeJrAS6kFCfUgphGENOtDJsfaPPZ8yM/9wTRPHN3E7LjLbD1lrG4ycGfsHUhqvmX/wE+o+xGJDulGPkJJ3JzBCw2eaVVtjWFx7NLwhtYuEAVM5CAfpvQ9y+C+J3EdB9fJD6A1XLHb8O4fWeBf/57m/gObiLVDmAqiNN/2BUFs+1U9V+A5Otu9bMufynY0e32yrvz8tWLMqp5gUr3+IyAv6humEi+VMVaeGatKlCjT4MPYArwfCtZDwWJP4HoD3vH6Rd50fcT28QZHjsx/+4WXPnRE6/gX/kEZ/PTp02zbtm3Xv/rl/3rl4eOnuWhGcezUFO8+ErDcnufH39xmvEmZZrI0gKQS6GUponL7KjVbOsIIVd0nRi5swYU5a1duSrHdZh06KgumnGzMhJuZkHL3YOCmmW6OqQUhE60+Y40uD+5P+Pn3TvP40U3MjDnM1FLGAkMzA3ctsOnEHNw1PyXwElqNiP3HDXc91sCTElfZzprqWTc6Y7o4VSTa4eXXxlx0YY8jJ2vM1DNGy3og+8OMhR2F47gZWdjc9eW74Nd/aJlf+APNvc/OMIxrhKkkSgz1zMftu1iQO/nupTOJIpEqLXY4JUUF4KII1ItPnZeeR5jcApo8NtK5S9FQ9eDnaV6bYKDotAoTis6gbiRY7Etqfpef+pY5vv91mk53itMLLbQ8RWfpniunL/yZXQvzZ05s2rztaw/wY8fn8IPW7vu+8uB/HnPDb6o7CW5L4CrN6fU67//sViaap/ipt/YYRh5JknerUzC5lBKV5AAXZcRd2DZLhssZItd+1RpOecXPA25hkCpPC1owOPkcFcfOUXFdje9qfC8h8BICP6IehEyO9Vnr9rnnGfj1D23mqcPTTGfgHq8ZmjVBIxBFrtxmXrRlb88CvOaHRGnKcBAQKLvIpBAjTr68kGIDTcdqeSe0NzsWFYBrPC/Fcx1cV+IohZJuAXAEXHWB4Nd/ZI3f/IuE+w9MMdduMWxIxlNDM7HTBvzs6RYSzWTpQioALxm8+LxilMFLKs/aZYtddjROKu+noVrPKACe2nmKUQ7yBDqRZL0f8643LfDOVxsWV2dZWGnS7np0B7Dal9+0Vz6SXn755f+ysz5/vDW++WsL8PXV00TD4MbTJw+9pb18kp2bA3rDlEZgxzekiz5PHm/huUu4KsVxUrw0RWcZTCGknYgqKwDP00vaZOwtMt09mik5F9z5fzO7CVSDpSy4lSZzDVrmdhxdGTWRFuD2vQzckz2W1gb82p/X+cQDMyz3JpgZk8wEGbgDq7vrWWBZ8yV132QMbrV34EdAxJ1PeKzFHlM+I35sRNWiYBd4FDu0fIdXXNPnwYMR3dhnLMsqDCONF1qvuudYgDvKoKSLkLZAg4FLdkh++yc7fObBAb/6/k2cXp5gMO4w7gmaiaaegB/bGTKesgON3DzQlKIIgvPXaqAuNrB4QeSVe5M3kugNADc5i2fJgzxVmDdV5I0UUSKINKQ64opdhvXuNKfmx1la8+n0FZ2eYP3oCSIOvsWI4M/DcHD8a8rgSdxDOfWLTx+756ec+Gl2bvXoh9J6IOqaRi1lrBnziqsTwshHG4EUtqDgOvbOihx0qcSpsreuVMqKNKAo+iZzbFctr9WLLYXOAiTL3qrI3hgcaYHtKF0ZM5HiuQmBF+N7Mc3aAMfpc/eTKX/02Rafvm+WSLeYbQmmAytLbAowz5Or7Cky5q6yd4zjhHzluXH6kcOWev55NjJ4nieWxIkicBU3XTog0Rbgg1jYxt4stz0M7XW0KU6VAdFWHy3gBNPjgm+/rUfTn+P9nx1wz3NTzMc1+oGklRgajrEgd7I4RJksLjEZyE2RdcoLZEKCYPSzCzESAmXvTWGcKxi9ujObSjZF57lwm1lLsr9XAhzH5UuPNwnkBKvtOutdQW9g6A00nV7KJ29/ktr47p/6xtfe+ni72z801qz/rwM87B3nwQfuJgjGtg67h15W91bYsblBpwf9YT5mwKHmS67d3WRpzc9mCtqmAlflc00MibCmo1QLUiUq4K5UzTLH4Wg6cIPtNdeHokxtyayYIqW28kTpzPOdgVtZL4bvxnheTOBG1OtDPK/Ph+5w+I0/neXI0iSuH7C5KZj0U1q+oeFDI+uwr/m22hlkBSHrX0mzncDKk+VOSi/y8JTCk6YIMPOvkKfa8qJIkkqixKXmDtk8PmC932QQi2zcmo0VXDfN0nwqS3eqsjhTBK7W+fhNL+lx/WVL/PqfDfng52dYTRr0fZeGK2k51oPjO9aDnzdDOHnRR+bWBlHpAjLnADx/jBTZKoye2yiqGbFqzJVkhZ84ky4AgTJsabo88/wETekQuOUuNgg1vUHK/Ooq+587+LLxmtm6utY+9PT+k1x56c7/NYBrnXLzzdfvXjq7/72HF59ioplQ8wc0a3YYYxRJNIJ6YNC6Tm8wxFE6qyQalEohq5ZJqUmVHCntmkplrOo6K5m7zJLYwLKquUtw52VnC/Aqc6cZyBM8x0oS3wvx3QHHFxL+8DMNPn7vFEcXJmjVXSYDmPBTmr7JSu85uGUGblkUhYJMe/ueXTitRsjHvuJw6ESNQAlbMcyBQonyslhidXicOFyyC954fZc/+twUvbpDK7bjGfwoixuUxnFkUVcoQe5WEGd3hZ3Tkp//rj5XXnCaP/j0JEfnx1hNavRdh4YS1DOge9LYhZNlmXLfjqxUXgs2z6L582nyatBZzZFXc+WpYaTCmWQ/09n9daWh7oKLw/EzKTXfWnejxDAIDb1Q0I8Ud9z7HHv37Xvvddff/Lq19c7/UKp8VYB3eyFB3eOZZ+7bfubUQ3vWlp9nz1aHzTMea506vYFHGDkY7FbnOUl2IQwSEMr6r6UGpQ2pFGitM9aWIxUxPSJLxHl1d1GEEKZgF1lZPDZjYrJ2tNxglNjOHSfB90M8J6SbRrznIx7v/8xmzqyMo1WNyTHFpGcY8zT1jLnrRfleZj6VTJpkufMC3J6tXoZxxKHTPr3IZ8LPsjh50SkHSf4dTcWTEju0Gg4XbI9Q/pBu1GTgCWpZEcTL5JWbSRQnz3oI9QLBq2JmrM8Pf1Oft7x8nvd/psMf/vUUy4MGAycgcBR1R1BTBj8xls2llSqOLNOa9tpWimc5wZwHK2aDnKwyeblLZ0ye26TztLDJZyraoHO1q+kM7M/DRNANJYs9mBhPiNVJ5s4+tmdtp7P9qitvOm5MghAvDOOvCvD2+jLCNGaGUesjv/H7J9yD89v4hpuW+cm3rLFpckij1mQQuiSJtLbUTBZIqStfPAO1lihT9QjrEb8wBXOLSmApCpebBXe+LZtR9hY6Cyo1SmXjJpwUR6V4bkzgRXhuRHsY8ZWnJB+6o8Vf3zvFMG3ieR5TnmDc0zQ8Q9031L0S3IEv8X2Jn0kTWxjKMhMZwD3XVj6PnTXc82idKHbxG+acALPYFQsNbhd6FCtc1+GV13f58Bd7HDzdYBDYeS+ha/AScGONG2mUskY2q5VlOdwnv9Z5jl1L6r7DpvEB//rb+ly6M+SDdzR5ZP8YS4MGQ+Xhug6BI6hJ8JXBlcayeVWqbGBxkRFMQTpUfj/npnTT84C9BHgmTRltgIkS+9+MtaAbSXpxwqbJdX7yLWu8+pqAkwv73bHGbR9ZW++8KA57S39vBt+6Vcv26jM3rs89OnbVBSCMz+fu38Ljhz3+879Y4LqLYlY7deLYQRt7pe3IMFN8Yjs6TFRY2jYDmwq4TQXcZWCZS5MS4IUeFHb+Xm73VNK+d1RqAa7SQo44Tky7F3PfM4IPfK7FHY+NsdpuImsBzZpi3DW0PE3dNdQ9Q80jY23L3DVfEniKwBMEHplDT2fg1viu1d/KCXn+NJxpB7awkunb0cJJCQTbB2lBnmhJFDlsagku3jHg6ZMJ/di1KbQYvCgbGa3STKLkhRpbKa4+RoxQqSROrT/87a8c8Job1vjS413+5PMtHtnfYqVbpy09ep6DpwSeFPgS28MpbJCem9VyRrcAF+dq8iqDVxi9MGdVZEuaL8SqYU6A0AKZ/UcTbcfAtXsxt16yxG/86Bqbxyc5dGKWR/d73PPcl8duuOmmGy+6+ILP8VWGB31VgK+vLfv9QfJ7y2v7Gxdud1lZlyx3DEfOTPCB23vsml1jqpUyCH3SVBUgx5TQzH3FVX+x0QKNKIFtSm26cQO0BTVTbJEFe+eyJOtOUTK1QzvzbIaMWeom3P2ow2fva/KJe8ZY7DQQQYDbdGk5MObaTp6aSyY7oOaJ7Ckzy2mmuz2Bn7N3DnAnwfMSAi/CmJg7H/M5cbbG9KTAlbo46U1u3NaNdecVdtJUMQhddm0SvPKaPh9/IKIXuwxiQeAavMSyeBhXdylV5KsRckSm2KcsGhVs1dSh5oe8/bYB33D9Cn97b5fP3Ffn7qeaLLbrDITHwHNwXIUjBK4UuFLiCmvKUlQZ3RQFto0svhHgRYxFCfK0wuIaC/Ty0th/PtaGOI7ZObnKO16zygWbapyaH+P0YsDxsykhBxu33Xb97w26S5cCg/9pgPeGKWEYfued935m/FN3Jly6w8Vz7TBKp+3y/s9O8tZb13jDjX1Ak6QOWkuMkaWGzqqZ5wC80hBcfV+9SGXu1RTbogW3zpqHNSIDeCFFgphBmHLwDByfU/zlF8b43CMtFtca4AY4LZe6kjRdQ9PR1FxrzwxcC+7AtTMJrc1UVp4i+3uTgVwXIPdc2552ZE7z9DEfXDfb5k2lRC9G0g/VbINtAhAkqR3nfMUFIZdt73HgTJ1BIKgnAj82hIostacz9s6zKXkarySXIs9eNCiobPqAyzByqdVC3vnakDfdvM7tj/b4qy/WOT4XcOBMnWjdJ/Edho6DVNZHpMh+HzamULk8pBwNl++01eRAsVNVGDvNgJ5WrkH+b1qyy1xbOoJwwIv2rPO9r4tYWJmkN3AJI8F4U7FnZx83PkHc/uoDg16YwZN1IU38E+3l4+O7ppusdQRCJvQi6A00DODepzxuu6aN74OKHbRRFuQVUJ8P5GUQmf8zebtUZR1v0Nx5V7wUOtPcKb5vJ6mmacLZFfjCl10On65x90M1zqzVODJXB99H1V0CR9FwDA1H2yxCNjg/cO24Ngvi/Cmzp8oATqa5M3C7Kb5r2dtzYoIg4tgS7D9ex5Wj6cFR7ToagOUyzdpeFUnictmuARfP9nnmaEI/cWnGgtABL7FzAVUF4FIKhJQjTE6FKbWuyKCiIVgRpy6h69GqRXz3q4e85Mo2Z9Y63Pmwx9FTPrc/VmduJSAduGjpEHsKpMqCZVlYJKQoc0PVLv3iLppSV5caPT9FI9cmlagbDSYFnUIa0/IHvPRFQ2q1lLF6RM1PbDq0qTgzP0Y/PjL9mjd+x08dODr37ksu3HrecuALAvzRR/4arVNMcpDJsTpx4jE9rhnSY2yyzbHTmjsecvmRb4cLGyGJTEh1BvBMZ58P3EVLFIJ8PPJorjv/k6mwdj4t1W7Prp8Sp4ajpwRPH1V84aE6zxzzee5YjU7oE0Y+uB6q5eArSV1B3dHUKnlg2wxNNuqMojnAz2SJ5yk8T2YLwJTa201tZdG1Oj/wYoyOWFiVhMbHcSSeNDiZdhUbNHhx43MtqssexyhxETjMTEZINaQXu/QdYTMdcWkYc5QeqUDKvDAAkA87QhTjM1JdaQZOJW6qivET/dBj80TEzk0x114YMogGfO+xNs8cd/nCgzWePhZw9KRPnDgYX5FKlVWAKtFzEQecY7It31etiOivAm5jX5OE6VbEq28MOXzGcOhkl5Nn6xw9UwfjkuiEufaZRv3he79dKfXu/ykGv/uuL7K00lZfuPcJsbSk2DEjuHCbYefmmNfe0mN8epEzSwn/9g+bfPGBgLe9bIjRtrG1VjdZRkSCFujEXuQc7JjqGLXKBamYeWSWxybzXMSRoT+0bH78tOQv7vDpx4onngs4fMpnuecRJp6dfaxcVMvBk4Kagro0BA74jsZXmfFIWdb2XGGLHlVwuxIvkyW+B75HljWxJXM7BDTJKqIxtSBicS3lC/c3aXd9JsYEThb05qavF8odm0o3TKolYaiYnlK85uYhtz8y4GS7wcCVVqY44CYGN85z1lmOXaY2XUh11oksfoc2TuV3CHTG5KmjSFw79iGOXZtKdWMaXsxLroi56dKIN78s5PlTkif3uwwixQe/UOfYvAtC0h84pAOV+2wxzgs4s6pfuIhEc0CDSAxCa4wNTKjVU1zXgv1VtwxZ60r+1W+3ODk/TqvVYud4yvYZwe6tkp1bDTPNw6Leulp9+c4vJre94lV/N4ArCZumW+/ZOsFVE16NLVOCbTMhm6cGbJlO2TwLgZMSxZKf/d1x/tOftzAYrtkb8/ZXDW1LWgozY5qrr4xp+NaXAKL43uL82VSEhHZf8ORTDisdSS2QPLTf5VP3BgxjxTBWnJ330MIhNi5auOA4CN/BkRJPCQJpx8IFMmNqZawH3Mlyvk7J3F7el1mAW2U9mqJgb8/VeF5u0EoL9va8GKUivvy44uMPNFGegy9NllNmJINyPgbPc+H5uIU4VQyHLm+6ZcAnvtLhg3eO0UsCGpkOd3MdHlM0DefdQkLkKym/srKi9cVIWjJJJYljmdx1FInj4CSpBbpKcZStHUzWEm7Zl3DzvhgjQt52W59hbP0jn7zP5+H9HjVfsNxRPPmMR6cvK+NW5Mh9Ld/q4ho0As3VV8dMj6fWWpsa3v6qAVfvjTHGsGVa88xRjyNzLqeXaozHPh4GRyZIoRgMPRZWzVXX39h6j9b88N+JwXW6gpCTrSPPfnTfzZe3VRwNqQWG8eaQiVaPVqPLsTnNL/3hGA88UyfWiuWu/XefP2n41JftQBSTGsYmUm68KqZZsx/+hftwslWfZR3We4pHnvbotO0ck9AoQi0xQoFwsHOBHZAKKSWulHgSW7iQGk9aIHgKPFXO6LMgL8cku45tBMgbj6vgtgxvijOA/FyWuKWfxXdijIk4s+wRhQH+mMTLyt4qc+WNVDGL1OlocSuXEKlWRLHLRFOxYzrCE0MGic8gEdQc24Wee0hsUUtnzQq5+08Wv8v+DlnUIcoh+Np2VFWkUZKkWd1A2QKZSlBJShTblKsjU6RK2D5tx00ImXLpriGRGSAdTbsteORph/W+REmKjonz320bbWltK8U3XRUxNqExif13almxKX/ccnnEu39ijV/8/YATKz4nlEcYG5a7Kf7phGazr2qz3X0//v3f3JpfWe9snhr/6gA/c3YVpTrvvufxZ2/bXDvE9i32E/tuTGoG3PVEyu99YozPPdgiEa499yN7JBjauZ6Shs664eyX2bA1bcR11T1lf5cRAp0fuYAEmflOhUJIiZASJQSesAUKT9iys5cxnCvzvHHl1ck66RXZ0XsU4LZtXfZIFN8TeA6FxdQyeMbijsbLqqOuG+P7MaeWNX92ewMcD1eKMsAs5Ik4h8Grvo18SKgFmx2qE8Uu73jNgL+9e8BzC016qUs9sYfSWhegKTtxVF4TqOSnc02e7xSZbXmky13rwgvjOAo3tYWxHOhKlkUz+5raOEhkM1WkxhEaYTQzdc0bbtV2+FK1DsILkVrVmCPRiSokbJpIkkps5ijN214e0QjO8p5PhBw4OsFa4jEcCPu71TpJ+sxtZ85e/+4kSf7F/5DBP/7Je3CU9P7iswP6yQRjzRCdpEgBifbYfyxgbiWw03JGggu9IYCwW1HqfDXmrgRHeeBSATrCgjmP2JWwvgk3A3ReeXOlzdW6Mm+qrRiJHCpzUHLWLrvqS4DLQrb4nila2jxPVwbnJLgZe3tOjJQRJ+YFS50A4Tj4khF5Uno4ym9bZhNGDWZlIKiIEpepVsiuzQMOzIcMUodhCn4qcFODm2Q6PCkruaWNQY2QRs4rdtKuKYxtpTTSOKkmzSYgqFThyPxUjTSboaIrNYe08jt1+T7SRVIgz3oxMori/EAvKp/nTUYIIqwUe+1NMVfvXePAsQ6JtliJY4em5zI1dpanH7nTEyI95zecA3AZHUEowbaxPg8/P8bBE5I40danjUS4gsZ4eXPyvKY2JgsUqukfRt9XgV1l7gzgRZUsYz07kQrcLPfqZtU1R9qfF++zV5URfT7cJ+/od5R1z1Ubji24pX31cqDnwWcG7rz7x9GFRHEde9CT58UkxHzmKzUWlmq4YwpPllNzRzIo5bcsGdyM6uNq0WcY2gm2r39xj688NaSTBPQdh1qiibIdqjRGVaqMQlN2DuWBpmCkVK6VZW8NqbK/083cnU5qUI62Q5KUJpFqFOAqZ3BTYfNsB9kAbiEqAC+AbkYvhCllTF6cOrdmIsFAty+oKc1N++x/1wblPsvrDZ495vL8/Mni4K0XBPhvfeALhG791vnDt1+/3ovZ1BJM1u0hn3E2fSpNbXNCog2xtn6ByNjSamJEkcCv5j2r36no9cv5u/B121uSg1oJWybODUv5n5Ws/DxjS6fSnubIUWAXc1AUth/xfADPA85cdzu5LDGZ3h71kntujOdGzLc1jx2ugePhZPIkL88XDM4oi9vbbEdgFExesKoscuJx7HLNRSFT4wPaa3X6iaKuwE3sd1Gpsc+4CnAsyItfJEt/T26J0CZjc4FWupAs9nhGjZMKkuy9KgxsurBD5GAvmLuoTWT1CqkLS3PJ5Pm3HvWx5MCmwEoeM5SyTWexyehELZmZ1BRRogiCIZftja7/1tffeOtP/8Df3Nfa9NbzA7zlRHiOecPjC87Vg0HKRMNFm2w+YHaeS5ydnJufoBulxoJcC5K8WpWVYDdacgQ2trenCY8C276W23sO6hwoObiloNCfBdhV+bNiJEL+vuheKYGdN99a9s40t0Oht/OUoGXsEtxu4U6MEcR8+l6frzzTRPo2LenmzRYjlt5yEbNhwz53NFp+MxWDocvNlw9440u6/OGnm0SpTy+VBKl13BWLumI4E1JmLF79VS/E5KAdWY7OU1ampEqilCZRAkfKjMFlNihIowoGz2oUOcClGZEosgJusZHJqyDPN/qKRNGVhZ4kiihx7PE0lZOpk2x4pzYSyZBt4+Lq0/PyDWnq3HdeBl9emqPRaLzmrru+/F3TQRs2+YCotPxDnJl/wtg2ig7jzJ+Q2sxrkuvKTLaUrF2WcvLVLamAgMyaWQGEEiUzFZq2yE6YCsjzIwAzn3TO3hWwO1k3jKtGwW3HKWxg7qxn08va21wnbzhIKs+YiJi/urNFanxUUb2sBpiVvkbK9F1Z3shYvJgrIu10gTQPNh0ELm9/RZ8//0zIuo4ZpAGDVOAmFCwupUEmoiiG2XThRu+RrKQmK+YnLUidrG9SZSB3DEoLnFSSKo3S0rJ2aicjlCxOKVeqoM59QiNSpYKBqi4fAXrFjKcFqc7O84wchpFTHFQbxZIolsXwzlQLkkRxbD5kPYq+65YX33bXqVNnbt+xY9sowCUROlUX1dzenslGiCtrxGlaTqJK7ZFyw9jQH9qAwlofTWZaN0gtyFL2I7K7WqqugrwK9BLcpmDs4iydYsRYdRRb9ZnN98iAnYNcqQ3DbjJgO0qUmZQiHWg77m1jssmYuwwwnQp7+27EY4clh+YCjHJRUuJJXUirUqKUAnxjFoURDT7aupdnVOLEZc/WmMsu7PHA8zVi5TFIBIEENzU4icikm22Lk0mmw5FYO9tGWSQ2BLfVIT15dsX6XVJlUKnIJIrtxMpZ3Np0bRO5HPHkj7J4DuYc/FU2FyOZFkt/xQLM7L5Joghjh/7QpdN36A4Uw9AeHRmngiTJzxKSLCx3qU309vQH0UX9YXz7OQy+urqO5w/pdIZ4rmDKE9lwczMyT244THFkQpJqBlEpM2w+1myY8FpOSpIbgZ5JktGO+NH3G033RVuVKJtki2fW6VIweWVMW378dw7w6vAfC2gKYBfVyoK5UzzHFnZsV1CMIeajd9ZZWakhfMfm3SsS6hwPSlWpVVKE+RDRqo+7yE1re8DW9KTkW1/Z5bHDLcI0oK88aqnV4k4Rl5CBO98rdJYTL7NZIEeaSfIG73KBVYf2SJTO7LI6LyiZbMcQRZEpZ++CxaUFbyFfCqAzAvgRA92ocqsswLJGMIgU612Hta5kEAri2I5+SzT2NTUksUanQ9bbqwwHw3Mlyonn/wYpJemwx5YZiFNNHJfDFPNj+aLYbu3LnYgosf2VuWHdWhNMcVPL1FX+9/kFGA0uRwJNYQqbg6zocbEB2PI87F38uQgw8yE3MpMpEs/JBgDl4HZLcLtFKV5n79ORp6Ns585zJ+AjdzQJpYeSKqtejs5k2VjB3Fi3NRtuaDWbojMGT1IHP3X41lcP+cDn+jx1tEasXPpS4qU6yx5ZiVhtvBZSZJJAZ9SSVw9Hzy0qB2lacDvZTuJok3VggdK6GL9RNiaXoN/I3rnUFBvAXV0AI6DfQIQlF1hrsOemYAyLa4KlVTuxKx/3l1aOPhxGhrvu388jz5zOquYVgJ+dm2fzlk31r9z5Hy6QcpGpMZ8k9Yliu21VJxo5CjZNRTx+ImGuYztCCv28QVeXrWUl4Kvla1kBfsHecgOLF8ARpflegsoHa44Am8JpV4Dbyd5nRZ6N4K6ytqu0nRlStIjlPZ1J9oxRbsShMw7dyANl7QFuVX9Xy/OV67GRpaozuEeLMLLC5FaLN1zBvm1DnjoUkWqfgfYIUuvZdjINroTdYW2K9Xz5Z11CJ89WZH4YUww2LQGvdEYgWm4AeMniacHiG1m7XARFzHUeNj/fQhCi3AWUsmPwVrt9njs2QbcncZSpEIOtiMYJDOOU+liPi7ZvveDf/eufrv+HX/qR/qZNmyzA19fnSeP2q08sXvKz9z80x8teZJhqxSSpKe6MbSA2NGsxQbDKXQcN9x/ZwrhxaLj2w5UR/bmSo2BrSZFFOQfsG4BdTIetALscy2ZB70hRDvmUogR4ZURZfoqxq7BZlYossSA2lfe60gOZPTNvhu9FrHY1//VvmqwMAoRvvd9enoevfMYqyF/oUaRTtSiAVmpwm1FJEodW3eHH3trlS4+1WAk9IukwkBKv6KGs9k4aa7wq+id1UZAz6AzcGoPckFkRGYPb3llH21jGAl0U/a6j4zkqjC5KsIvq+9zmLKsNKxWQy42LIvP7S43nJdT9HseXDHcfbNJSHmM1g5Pt8vk1TLVgomm46eKQm6/Z9rNPP3voviQa/G3B4GuLz9FxPCb8U9x6mWGqZagHUZbYtx9EKY3nJEyND1jtdlhZaTKMoeHY1T8yuqEIDCuMTIXN5QssgGJwZpW5y4CtmNsxIk9ExuIVgOdBpZQ4mSRxCoCbYoTZCLDdcnaKNRyNsrerYjwv4i/vdHn2SA2ki5QSP7fGinInKs6Izyj8Bd2EFTbfOHc7D7RsHORyxZ4+3/SSDh/4XIB2fAbSw5eiKPooKYiLnXQDk4tcqlgmz6uHowUV0AqUsbuCNsKCO0/BZkAvByuJbMIWhVzJmVpW3gtpkLp8X2Ahi9mkLtOOJosVBClC2SyN7yVsmY5JzIBDSx7TLUWQzbxR0n4rRxoELnc/IuilJ9l3sWIYRqVE2TabIpVm3BsSjq1Srws8J87OcilbwgIvpB+FfOgLAfc9O4aSqsgaqOw5ymRmAyOfy9TVjvMReSJFtrhEIUlGAV5Kk1GAyxLgRaEnB7ixc7IzKeKqkrVLkFc1t2Vv17FTq9bamk9+ucly24cgy54IU9nCzy9R8gaBjarhvGm7YuJAVuRIFXHiMNFSfONtfT7xlSErPZ9IOQxSmaUnRXYfRMGGdqfcIFFGWgp1UQjKJxs4eWZFZe9l9mdpwZ9Wdk4tDKkqyaeUKyIjsI2N4aaYQS6EQZr88wr73hhUdtKbFGVzeqpdbr18yPe/5iy/+xHNieUGnuPanbsyZNV3QKYJszsVm3e49AdWkjlf/MpBjvVmdq8s3PkTzvBpdkwt0R4IpEizLcSWaNs9wWcf9Hj6+BhffnyKtWiM8ZogyLqxnTw3rWzDas6yYoSFKwy9AdQiZ+nKP29NVRXAbwC4lKOyRGbaW1WBrcqz6J2cuZXZIE/0yNNxqkWdBEfZyuWx44LnTwRofIS02ZOcSVRl0ZYDLCvTUCodLzlzl0xe5n/LkxHyg59ssIlxuGRXxJ4tQ1YO1DCpZ1k8FYV1QcnKLplLlSLQzQR3nhPHtoeVJfJsJ5EVHa4qsU2myVOV6W8hsgxLJdNVTKmtLDYJUlfAXglK839WGcvk1opYShmVOPQHHmPNGj/4pgH7dp7mqeM+n32gQbvnIHLrYmYXjmNNFD/HS6/b/hPXXXfrEz/3o08dd5RIGa/3Nj90Rr3mPX9umGptQaf5cXz2KQSEieTQ2YB+HOB4HuM1Qcuxh7p6Ve9HpdgxYjqqjAQ7l81FhbmhHF5fgj6fflrO0RMl2ItRwNU8ePWZf74quCsgz86rd1XG2hl7K5U77GKUivnMA00OLdfAK+WJW8nNiw3svXFcxPlkij4n4MwreXk2JbPRRg4XTke8/uY+Dz9XB+2SpFaLu2k25DMdlUpC5KnDPJYqMyt21no5eKl4L7P3MttVChYXpAqUMejs/qQb0raiCDg3SFBZAXvO3toUC8MoUDL7TGUaBZHYGKLdrVOvKd78kiFvuHnIt718mAXUtrlDZ0QQpw6uWGDXbPIaE0Wb40gfd5QC5YAwDr31JsnAZ5hN/Ay1Pco5NRZ0niMY96DmWO91UPVaV8Ct5GjANcLKovz5SFalkiUp2LzSkiUFhRTJ//1CnhQSZSO4zcjrOcCuMLZT/bPKKpfKau9aPeKBg4q//XKDwdCDuoMjBa4YlSYbA8zcAv6CE1o36u8NKcNqXjxOHMaaDm9++ZDPfaXPQwc9TMNlkPq4gmKhqeL3l61/JbhLkBd5FpMHn9kCU5bNU2n1eC5PtAaZyReds3J2L9LKd5eZZBK5ZJIGodmwM4uSyfMja7Ig9txx2R7a2F7SQejjOgm7N6VZzaWcGBDFLmHskCQhGNdmAFOJU3c1vkzZMma47gJIjaY3hF6EnZGXDao32bp3MkuoK0vWdlVpelKqXNGyssJLMItCuhRMPbLSR9/LXIoIgVT5v5/9TIlsDngJ7sJR6JjCWeg45QhlJzuEqfizKmcXFn5oJ0VlmRPPi4ijlM/dX+e5k3VwXYRUeILicKkRm8ELuAhHJ1BVyvWYEQYvKppGFlo8TxdGkcOlOxNe++IeTx6vESYeqXQZaIWXsuGzZEFmmoN9FOQFgFT2WVS+2DRaCVQ+0kNmAagEVWj0KgFlaUOdpQq1sMxekZZFdTq7f5a9RSFVjMxOz5OVQfpaZF6ZfIErVJxm543axZuX88PIVjt7A5f1bspltRrbfEE4VDgHnroD11V0VrtcdmGDtY5mtZ3S7tuj7cLEugaNKW9cXj3LAbTRF5KDU6nKF60yduWfqTJeCer8wpTAtsGLZfNi6E2VtSt9Efnsa0dVgJ0B3c74MwVTO8Vr+d7NgktHxfhexDMnBLd/pU5/4EHDRQoxkhrMp70W3xVGAszysSE7bcj6V81Ium6k4FMxYEWxS7MV8doXD/nE3UOePOqD4xFqyTDNMioaVFqpQVDuJgiyISSiAEnJlDnIM+kiLZvnn0nKDOSZdLE7KihtAZzm96PIidt/R+hSwmnDiBSVBmvvyICu88GsuV0gs/GmqUQqjRJO9l1s32+SSsJY0R+6tLsuy+sOCyua5888jus/j9Epzu7Z4ygJ0zWDh+TYnJuVje1KcZS1xBbji6n4Qs4D7BFjlBTnlSWjbL0R1BVZIivAzlk8/z3ZTpGzdu4udAoWNyPsnZ/wUIA7e7r5FNrM4O+opOhJdN2YxKR8+r4a9zxTg8C2yXm5PBGjwWUlM3jO89xHlb0rOjwfC5JlVIoThjOghwOXl13e5/W39nn2RECSuBihGAgHNy2zWVaPi6LQUk4r2MDkBshZ3BiMKhlbGzuiwmh7/bUURSZFZQDV+f0yVrakgkJGiiw9qIu/r8pPU2hznd3TNMtG6czhqKQuRl6UhaNyF4xTSRQpegOHlbbDibNw9EzMan+VlC4CjYMckgqJ60fMTKcstccylrQVPyHAyc5gybfajVXG/AuV4K6CdhTEZVpQjIB+BPAVeSLkKIuXRZ7y7B35AuDOB+AXzK1MAWi3AupShycZmycoFeO5MU8cl3zkzibggXQRQhVdRCqfaLuhWFWejCAKUJU5lKr2He3uKU4sy5+pbd2zU2hVUb43xuHtrxjwhfuHPHLEA+USa0U/FZnhK/ssqWVS0op9orKHWM1tRj5HzuTKlGyupUAZaUGa5+qVBWzJxOU91BnYR2OpqhS1jsW8HpLm/pYs3aiUySSPRKW6sATkRUJEeYBAHCsSLTHG0B1GzHWGaCXwPXtYrvPBL9iMwCDUrHZSiCOI7Sm2UpT9f4Xna6PkqGQRRoCdb1EjWkwUEqUEfZXJRUW+VFg8X0D571Ns2EHy4zjKhtxcnihVAXeVtYvXvLBTanClElw3IdYJdz1U4+nDNTuSQtrg0svHmW3M6UsxytwjgBqVJ6byprDOVj0iVXdhKtEqPx/eIYxcLt8z5GU3WhYfpJbFQ+Ex1OCklRpCmqcLc4YqF5kZkSkle+dgVxnglQQjNVIJpBaFTFFSlCAvpGcG9kp8JY3V5sU/k8sSXe7uaYUcS4MX2NP6KofVZsWr0qBmd4nJsZSbrwy56rIeWkiEFGA0zvJSE6Ukvb7H4qqy48w8U4DZkQJT3X5HUnzV1F8eGedAzZL+lRVcHO9XYboRGSLOI1FGJE/1taL9c82dr35ZzZ7ojMVHwV022OoyHZjLE2Vdg4fOCv7kc03C2IV6Lk8oWtPUSDpuoySpXrQXyKJs1MD5jRs5VfhcLR7HDnVf8j2v7fPpexocPGMXX6oV/VTZmkQGcomwBrg0kyZpZScp5InJ2seqbG4XnMzaEZURSGN3V2MEIpNTIpcfgnPBnqW2hd6YBs5kS4EBU2JIZnq+kDGjac/8tUoa+f0e9zw2q3ES3cQIH9Co9/3+72yanXD/Y9I7c8muTRIpoDe0aSNRAZZT8Xs4slopzA1N5VNteHWULGZal09ZjAJW+Qw8WeazC11dNDGUkkRl58yckwosjubItHehv/Nh+HlwWS3spJWGhjh7jUhlxAc+VefPbx/HzqYLUMqhrgw1leX+i4bmLE2atcYpWbkWRSFKUk6GZSRAVcWuVKYd8x1JSmyAlfdBZu1iwmh2bI44syx59GmPREgQCp01HTuilARlrCtG19s5wYGo+PhLUWXKNZkthnMlViG1Cjtu9WejOf/qfMqRHHx+oGy2eDbuZOWR4eUIQCHsdULA3LLLc0dd5lcU23dft/mCvS/5ouObo+O7Z1deN3HdGkGQ8sEvOsyf8JhtmSKIG9luRKmd8ty1qLB5taCz8Vi6nKmrVcuRP2e7g9qw5ZVNDqaM3gsPBhXWzgCiqhq8qrlNGUw66XlflYpxnZjn5yQf/lIdO3/FBZlpb1EBp6jIsyx7ghiVJyNuQiFeGBx6442u3My8qmkkOlWkKtPiqcO3vbLPx++qs/+0CzLCCEmYuvTJXZ6ZbEo3BplVkSKyz5TLJIORVS0+KlmM3RQyKSGywk8lsMwZWFd2ezn6muoST6XNNy/753iqFI6qP5Oi2MGFsI0YU+MhJxYjPvtIDWEEOlh93ZnV4+POk8f7LK30eGZ/Gz9QPD/XKJqf877GwvOxMRNSgL0CenF+UJ/7M0Z/tsFcVQC9UgoeOUdmg/YeAXaeQVHWZuCqMv+tcokiNcrJq5VWlqjsNVUJn7qvwf5DpfYWQmYFlbyDZtQ4ttF/stFNWOXKSrNTkREYkSp6NGWYaoGTpQ3L/Lgiih0uvSjkTbf2OPJhnyhVIBSpUAyFxE2tR0UUgW5uvsoQWtXfxYiJ8ud5bCCN9YsYU5EhxmBEKU+0sR1d1lw1Gn+JCtirRrvin9EbPUnmXLIcie2yuDDLqxssRi7ePuDNr2iD0Vy8ZzvjYwKnveYyd9bnvkdbGOHR9AQTdV0ZrzDqty4BeR7QFjdVFCk/sYGpR0rz1ci6GrCNaO8KuEeAnoNbV1KEFQ3u6JLRnWoacFR3uzJjbmmDS8+NOXpW8d8/1mIoLbgRG4JLWW1N26i/8+E7nAfaG0A90mFjyu27osVLDZ7NTVESlWnxJHXx04QffUuPv7mrzpE5B2QCIiEWLgMhspx49jkr7J0DvlxsGTVni01VztuRFfa2QWNW9Mne2/K7wAhj2VOUQWVOZsV916OAFdX7vlENVBdBZXHkDS75KBMpDe2ex1SryZtuDOkPNLLeQPkNnK0zoCPBhbOKMLatXDVPZBOeMoArUVk9FUBn92+EyUUJ7ILRKiX7jYw38n6Exc2GADPvqC89yKU8qcoUnVkGRg+jUiotgK5ySVJhcaWsBu9Emj/8RIszi771MEgXIWWZGqzcjOL9RtYuJIp4wRhzI3uX1UwzmirUjOrUDQFnkjhsnwl51zd1+fU/8WjHdtSxMYpQK6vFU3vtqdhoy1VYZeySyY2xQ++NERnYLYsrWS7OgrlFmU0RppRFRthFILQZ2amrYD8vDqrgTqskmePCLtxU5dfGJvKTtEa7F7C6rvHHJV6gcR55fsDi4pB2T7Np0rHDKB2B65ZBYl5kqab3RkA8AmyyiynOWaHF321k7BHgV0YvjLD2htfcdF/V3XkWJQO545QD8i3wy4lNTgZqJe3TUTGOH/PXn/Z570dbhNq18kQopJB4ufb+H5Tl8x1MjOQJX4DFRzIqZUXz3I6f0peidClRLMgdAifhh9/W4/kTHu//lNXioEgRDIW01yrNP1dZ5Mn/Pz/IlUruO1941h+SW1rJCjCZbBH2ZxbI9mcFQ+fVzCIOsGXMXI6IcwB9boq19CltkDsVJo8TkZ17LxiGCs/TTLQ67N27TnMMnLpXo+H7tOqSVl3hu7ZZt7CgnkdDj4A5D8ZHgD8K4vzGj2jVkdU82rI2AvQqmxe5UV1JFVYBng2qyfW3rFYpK8CW5cy9HOiuG7O6Bn/zpTprYQ7uLLgUlJXLPCA6z7ZaaO7zJCeqoK4O/6rqb10ALjvmpdoAcU4JX6FShZYOSeow5qW85VV9Pn5fnZWuAhmDkcQ6kyoizyHn1c3ygK9qVTPn8yqTS2lKb4owhWyxWlwU9ycv4VvWtn+voZIyNvbvimtVBfW52Br9+wqOctxkSQ6lBENps1qBJxHGp9tvId0JnG3TkkAoBisejbpbGJnO/8vKIOWFAqqv+ueRFfsCHfUjlsuy86MK6PI1DzT1hkAzn8pUfaYVkOsNgWWMW0v49J0BDz1dQ+faW1r2LuYfbhhEVAW6eKHnVyfxUT1eTJ6qyhKJNjoDfGnAqgI9SR0cnXDTFRFvvKHPn33GAxWB7Z0hEg6DQi5l1c3zjdMrp/CgCu2Um64MCjCijBnyE61zXb7xXuqsW07osiaSF2vIAG8JspRNhYc+/xmjYC8dmmIDnnLrNKy0PeoTPhOhj3PJLlgbkzBwSLVDqkcN+SPXIcub5jdsZFsW5T8yCu7yZGK5AfTV7pNqIj/f4mQF8KPa24yyd1HgqYwaUxvZWxcnsFlg27HAStrB70dOSf7kM03mu54971o6IKyGzU9sUGIja2/Ync6nub8asHN5sDGLUm1GNnnVTlQOrrJDMlOZolKJlvb4k02NlHe+scd9T/scWZDgxaAVWkiGyEqRLQdOlcXJ4F8yea7LVfGZ7D2zlcwss5Jr7QzsurivGSEa7JSWbFZhDujiYDFREucoqMtWv5xURy6nKC5iee2wPpZeP0bWDFMdg7NtNqTlDxmuh7R7imFcPUe+vMDFf+hcvJdsXAW/OBf8OaBhYwRtznlfVrEyUBedIGxgcb2Bue3PipSgKpsXVPW9TJDKDtEMU83v/2WLex6r2d62LHMiZJYaFNV892h1bSN7s+HPonI/qlg3lZsz+l6MZFRGih2FjTY/TFeRGo3UmU8lcXjZtRE/9PYOv/L7HmEibQVKS1LhMtSZrwcy4I1mVooT72Qlt2LAZGnB3B+eyxZjKJofpMnALW2xp8BEJWtSsm9lhkvO3CMKocLYFTLN/z8vNpmsyqrzZmltiGLDwmpMfSZhKDSO53YJ/B5jjRCETxDbkVhxUgI91ZVtdCM5iQ2vVeYeWQTVmz6aWhsB+Ejzag6kF2ZvWWXv8zB4Ph01DzZtOjAf7J7g+jF3Puzy8XvqhKFruznEKHtv9HyfV5Js3MkqV0lUkV1BeHWT1OcEmXmnPaUmrwA91RKZBZ1pas/OSRKHWj3hLS8bcMc9fb7wsMqkiv1gCQ4Dke0zGfioBJ2m8pnzsn2eNbF+pCyozMvz2f3JgS6ytSHJjVGWiXUBYs5h7SroyU1p1V3mfIydPe1cRZMNALLzUeIE1geGQZIS6hjngafHGfY1cTdgy3SMDiCKFWEkiRKZAd2Ux26fZ/etgngU+OZcgBf/3PlYu5Qp4hyAn4+9y3SgrIBayrJiqVSKLFi7ZO88sFzvwqfvq3PwbDbzPNPeBXvL6pGAFQ1ezaCcJzCivF1f9ZEft4ipVBFH2NwWepQ5D4tnmRUpbEZFaoc4dNi7OeaNL+nz0H6fdlSyuNXjqhh2Wm79Flwm06bF787kSm62k/n7rMhj8lx4RV7mJr1MZo+QWb7Yq0eCj2LGFNdsI5ZGdhQsa6cpdqRgYohiiBL7ebdOKW7c67F9m48zO+kR1yRpMGRmMkVrQbfv0x24yNBBCkEiy3xscVM2gPv8jG5GP2zl70YKJCOMXtHe1bEElRkaJWtXJEoeVEpTsnV+rHeut3NwS+s90aT86WdqvPdjTXs8ilI2cyIcFNjUoOAc3/f5syjV6zG6vZ6Pvauvpvos8t2mIhFLuWJnqAi0sMGn1tI2CmuVHU/ioFTKD7+5z+E5l/d+3E5mtSdk2BOmQyGtAar47RmDSyxiiw9mKTnzZOXrsCAeZeziNtliN3lwmWnvjcHgxrPuz7lmBcjLa3c+WZcP/Em1BfUwgu4Q1oeS1EBrGDO/bPACcE4vd1hbb3P46BqtOtx4iWHHdINEt0hSe7BrHhFXU1obf/noNjw6imv0i5gNTF4Fe5k1KWVKZXrSyMCZjLnVRoBXAkqZZUtkWcxRud/EjTk8L/n4XQ163cwtKDL23pA5KTv7K7HDhgVdbL8FpsU512gjxs2GP4wGdxvOFdUVmaJFBmo58rSyxSGKU5qNkDff1udz99Y4fDbLt2oBSLRwCJGMnuiTAVtU2FuSFXosa+f1iXzT0cLWBXTFmLcxNTyaCSkBsVHWjp4GcS5zFwolu0Za2xn1SQLDyLDYFWza0ue6Swf4xFy0a5WZKYVz/GydE6ebfObOSRKjOHTdgB94fd43acHkAFqeZ7Bm8QlfeNWN/syMbD028KhYTqEo7lSZPP8cqgL4YiC7svOpR8CdnSGTg1zKvKiTZkWdhDDW3PFggy89HkCgisASYR2VbsbeJWObF9Dfo7naHOHiq4B7BOgbAs3qM/elVMv6BZOPNCcrlNYZi6c2Nx6mvOpFEa+6qc+pzzqEWgKWxdHCFoGwc2jLVSYw0mQHoVVArkHlMYIs2Txn7ZygbB58dKrXxtrAOSz9ArjZqL1F5XMW7kSda3HBxJjmu14Z8pprDL2+ojVbw681cW5+0Z71HVPmcy09/s2Lq5rxWp1T85rJVlbBEtiUXXENyg8nsjnU5wQCL/AYZfXKf0dWAF6VIvnvHpEt+pwMSn5+jJIluB05GlAqWfpNpJdw9yMev/HHY6TatWlBkWdPZDGOrZh3IkuJck7em3NvoDjvnfpqKGeDw1BkR8JUij6yytyWvY3WaGlHsZUsrpBaEycOnpfyc9/X5eBpl7sfVmhPUJx/hCBBMShMBRmTV7Io9lzTDOTYjn1TYfO8qFMNvnVVbm7MXX81EjwP4KuXr4qXQuFlOr8RGLY1Fe2VWT5/v51Ce8MNuz536b6L1tWtN2zppdHSkWZd/tD0GGyZlgReJfYAclO6qpqZKpbUqotv46DGcwc3Vrs18qaFc19LnW19Jvl/y5HVaae6+NmoLCkLPCPzTWSM4yScXhX8xp+Mcd/jjazP0gNlW9KklPZ8TVlOD3DyZuaq90VUBuMUvu7cNrph2paUlZEX5XTcPFgtpg9Ujf4Vx6LdpcrUaZlGrcz6q8QsRUxjYHoqwXc0Dz3lsj6QG7YZiREya2gpObII9Das0JEsS16Nra7RkUWaSYlK1kNTHY1RnU1+7jOPP6rvdeV3Fk3w5I5XQacvWF43RKnLsZNL73zgkecOOjXPaqjmWMr09h6BrwljRbfvkKQyqyJuHJdbWVHFSquWfUdzu6MX53wrc7QdqZhhl437qgaYYoS9y3NjlMqZW5/L2rLMnKReyp98Yoy/vbOBCVSFue0R1a7AugY3NBUXfogKS5c6c4Nc2Ujc5wmWRk62zgFhqoWW0iNitMhGK5QFIFOVKrmVNpU2+BQ24EylQg4Ub7ltyHNHe7z7fS6Rn5TaQlt9H5Md4KqzD6orpXpRvlfCFAQvszRMXr4XeVn+BeTJaBOOKb/3BpyM4GNDcqJqs62OGEk1LK4bTi6leI7hwm0uEy1Fkhqc7VtWAIUQA3xvmWYQs7w6TX84DQg814KtbCbQIy1ERc4y72uruONe8NjukUc16MyqXUW6sGJJlfb3WjbP3hc6PNfamd6uPGUObhkjnYQvPezzx59pMEydUpoI66OWYnRS7EhxR4xaNwtvzkYUv+DeK17w5wWQK1KlasDKGa/QnVlWy2iZzRLJjiGRNjeuZR54OqTCnhD3fW/ocf+TPl943J5DWlmqGBwipJXoOcjL7btcdFlbosp0ucmug8nSguUpDqMAN+f72ucrcm3ASE6VMsupF324lYXkKnte6vpwyFo4wEkVcl2xGNmzQJ33firAkZL1vmBhXbCpYbhgxmf3FofpcTs7u8wrl4UUWQkGRz534Wcuy7u557l6bNzIF6no72qqsNTfeaBZad0SZeakeoZjzt5FYKkSpExQTko/lPzqH41x9IyPcS2o7TQhy97lkYWcW9zJoPB38Z1szBJ9NZCXO5yFQtWMNcrqo8GlMbIYr6BFJauSgztjcS0UaaS4cGvCL/7AOvf/G5fuUIJIMsa2bG60IMohJXJiykrxiIzJMx3O+QtfuYW6uhu/4Pcdwcm5Eie/WoKy6UFJg1ZlJdUSsGBqzOHmF0l2b41oNYYM4yFxKhBC41y7dzP1msNzRzqcOL4IniJNXVItgRQpqfQwppkFNT8jfRTgVXvnxt67EaCf77aLUf1YgjqXJ5pqHrwE9QZwn8PidjpsksJ/+2iTxw/4GCkL1s4ZvJo5URvlyd8V0FSi/VKDbbi9FU1rRv9qBNhsfB09KHV01Jst/Jgc5MICPdUKKTRaKozWXHNJzI99S5f//JeSKM2+oM4+uQSjHQtyaWURkL03dhCQziRKDnSRpxJL1ZPHbiOl9hECLL9TXldJTdVcVrJ6cV1ze7QQuBqMY1ndVdlHlAJhfKSZYizoMoyn6QwmbIr4Va98I2OtJuMPP8Xpk59m15aA6QmHRk3jeym+mxJ4Kb6b4Llp4bFWSldWaVkJGz0py7LJCNiLZTwaE4+W98uTuqqgzk/WVcLY6qQwpSzJj52WKUpkXpMc5LWULzzo8/6PNmgPPDvwRWbPLDVYmKpyL/qGTm75QsCu6sTCJVcN2PiqTDZima0u+SxbUXUZ5mDKh2HaqbB5BdQeCWgBba+7EIpUaETqIDC0gpgffFuPR5/1uOMBCfVSi+fBp9GqALnV6AY3lylZUUdmQFdCZKnBbIim2bB7mfN8Z1MGjJosyKw0dmgjirMo8uuXB+OOZOTQMyUNYWzoDVPmVyTa+HR6Cdff/GJu3XEFUdjDadQ8gsBjasxj9xafLTMOEy3DeDOlVU+pBwk1P8H3Yjw3GTne+XzyJC842Jl6hrRIYZWD1vMRBcWXEFUWr47aLc9fLIGuK3pbZznwisd7JDUYI92EA8cc/vtfNTm84hVn3hfyJAtWnAp755JkRJ6IjfKkzDFUdfhohvB8FMYLPs7dpsUoyDN5Ikcm0WYDMo3I5o2UFU4pdSlXpEYnmj2TCf/i7V2OzzscOiMwebJfZ18UzgE50lhGz3LkKkvRFBpcCkxqKmV7CotLQWMbmNv6aSx7x9nI6NjYOZjphgWvBLjSnkPqS4Hv5IOocrykYCBODJ2uw96ez2YCkjTFqQX2jPaJMcme7TA9kVKvJTSCxII7iAm8GN+Ni+lPOZjyU3XtB5dFU2yST2GSCplKUmFIs/Jw7rfI8y75DlBaa0ePwciPid54fPRoUFk5Rz3T31ImuH7CfFvwq+9r8fE7Gxi3kjHJtTd2Bnne0JAHtaNzOPIMybkGMirZk69S2t1IzqOgrgCg9KVUpMk52vw8YM+0eE4yWhgLciGzU4MVIrUN1295+YD2UPKzvz3JwpqEIAMy5O1YBcj1iAavyBKsK1FhsoAz8yUaUyGskoVLcJcDexItiA2EqSDUMMzmEqamOqHFFqOUtGcS+VJQT409gDjVmcHKHkLVHWg8lbLWsRXOMMIC3PNr81tmkttvvka+Jg7XUEriuQmBFxP4Cb4b4Tr2feBHGYh0UegxWAaIY4fB0CVO7NMCVkGSf1E5ksvMb/GoH6XC4hvkSb6oyhkhpeaWFa+JlAmOkxJh+NRX6nzx4br1mshcc2cgzwKYcvzwaOA0ytjnDvcZqV5S3lTB6A0+R6dUsyUbKPzcIBNKE1ZJECY7sKFgcWHBrrOhPDr3qwhliUgoeypDolGO5tU3DHnTrX3+/LOSKAGcpJQrMt89FAkwzACsc5mCTQ2qLINSDThzoAtAGFN871ye5uBOs9OxByn0U0GYatI0tnO7k8SmaWzikTSbFBAJh76v6LkS3xE0YkUjNtQjQ21gSHXC1GSLpY653fP9+aTdx9m89SIef+i9x40I/mu9VX+NVz9GzfcIfDubT8kYKSNcJ+H0Ejz8iEQoA1Jgezyyhzbsmom48ZKQwdCnP6wVX0xLUaS87JhzUWQNs78ZAXfJnLrC3JXBN8IUFUtZrVhmQHdUQkLKJ+6q8e4/anF62QWvzJZU896OGDVVFdJEmhE9OdKsQQXgMMrqVWD/XR4jppTy/QizV0EOo6V6I5CZFs878G3jQZY+NBphFEJj9bhQxJFhx1TMz35/m3Zf8rf3NIjTMtisnj5opCTJ99mKTDFZkKlyiZLlw/XItRKjEqVS7EmMnT/fSwXDJMVEQ4j63HRpj92zEVrrMiYX9gQHpOL+AzVOLQaEyqUjXFzp4ClJ4AkSHfLWa2dQTvu//tWnPnP8R9/53faMnuNn6iQmYMr3uXJHn0Hc4/RSguNpnjik+PITHkr5nFrwePQ5H5Ft76Y42MiASdgyHfItt3X47tcM2DwB6x2JTBVCKIpjnbOsf+E0pArsLBVXVOh0UegRVc19Ts5bF7JEyQTHSzm1pHj/3zQ4eMSHRjVrkoE885w4IrPDVnLuGzu8ZTWQZBTYI0R9noiyCLbOp73NeYBMpYZQ/KxiYc0CLG1swaUcok/B4FrbQNemD6XtakcjpU0dCmFIIs0lexK+761dHn7G5fhSJWIeAbmDEYokCzCNHpUpBjsAKE8nynJPz1h8w1ouilQW5LE2mGHI7qk1vuu1q7zttogtU2Tj6ySlzrY7+kP725xcUChHcOfjNZ48VEM4DotrNdbWHFoBbBszrGV2AwfgxmsvpxbUeeLZHu+/4zEeOyx57pCPlJKFdYfTS65NrWVmHSFkaaopCNwwt55y4MQYZ5cX+IV3dKl7CWHkV4kp+/I5YswIwEs5UgK8GlxKoZEqB3laMnqWOcllympH8rsfbHHXEwHUZClLpKqwt8i0d5kOVBvel864DR1LlRRYlcnzsHJj08OI8cqw4XqcD/cbJpaY/397bx4vWVXee3/XWnuq6cyn57lpmqGZEQFBRHEeY0g0JjFRY6Im3iTmOuR6NcY3Jpq8mUzMcON0JYNexSCoREBFRBAQEGRseqBpmp77zDXsYa33j7X2rl11TjcNAq3ed30+9anhVNWp2vVbz/490++Z72yWw4baCITj3RbY0nbYGGMBjf3NLLgVQhtrzZuGi07r8M5fnuVPPi2ZbLoPmpth3d3dBkXqHNpCy6W08VSJNRc1TKXj1vOdRY4ZQZpkLBmY5b+//hBvfEmGJyvEqYfWqoSR7u//gjO0S/ppXnxWk4PTbYTQ3LXF57YH6py96QJqI2eganNdgC9aNI4Kl1935be/8bFv37LyvY8dTElSz54KJQw23MbOLZqkp0ex+LBaMNUc5KpbBM87I+UFp9ETVSlnqvIsqOyhJWWg654MZg7krgV3FYMy67HebWn45yvqfOpLdWYzJx4oe2Pe5YrBstaJEN05Mt2zy5EvZQK+UIkwfT/q4UGdA0eXzHo3u0kPyPsSaQU3l+SNE10rbssthFZuA7jvqTVZaqgHKW/9+Vn2TUj+7l8HaGnyqqleSw6AQmtBx/05cDRFO+6dp/JdhyMSgSyHgYvjYvClHSIghebsk5q88GxJJx5k32xgsZKbjCKjnZ/NdXFsI8+wcsxib+Q0OOeEOoR7Phau3XBd/eDuLsC9aAW//vYPN5WSDy8fjPCyObTRpNqGbdLShIdu+Kw7bKrYpQYWK1HXMQAAP0FJREFUVQW7p6tcc8sIJ63IUDIgTlQ581uEFyW9wF4Q3AXAHRURvaMNc3BLlYFnuH9LwOevqzKTOkXMnpBgTk/sF+9y74WycuUQYa/jOA/IohwSLP/x8UFtLXQJ0PReKN+eZ8lNt/m3bM2NBZftyDdIN01NG0dXhESgLFVJNPUw4/WXNLn2+yF3bRZo3/3jBUEu0UgSTTdI3ZN7LIV/3aYt14TbJJGlhcZAZdjwwrMVtXCIR/YMkGWiKPsoAg05Btx94c4SVhxfWcWvFDIxhGonD0/f9ifNC178gS7AAd7yq6+iWo342je+y3duvI0wCIhTTTsRxGnf+IkcFEUVXV5SaifirlmkWD06zr6DCdUoKwq2hDSoYkeb4vTzeOAu6Ijo5d5ly608zY+2B7zjo0PcsyXE+P28u8u9c2riSdP7fcpOYwFoU/yORbiwbN3LwCfXHXlyq3veMPMzm6Zr5bWxlrHHghe8vJvGFyKPqNimFQtujdCOZroYuYgNp6xP+If3TfHWjwju2RqBn9nPkp91e0COBXnx+AIgd7FwkVvzUgg215epBoYokOzatZxb7pVWmbdoHC93bXWvc6wYLYhTRbvjEaeSLItZtXYjq9ZfQJq0gT6Aj4wMUa9VqVQrDDU8Rgd8JmdTJmZ10XhayKiJ8tgQq1noK6uIFQSCoYZPPZQcnPJIs5hK6KTScImbQsycxwF3yaHsB7fQSJEhhZVkmzWSf7qiyl33h2SqTEdKF5QtP6XMvfszlSUns9Shkv90onRD9DzYu44W5PNKF/o4ek/thsmr8HJr7TQBe2hKN6MsnTKtbSGzuoGyAL8iEwahDRqDygynn9Dhba+e431/4zGbuoPUOyR5QZCLhUCuu9nNAvMit95OItA3DFQFs7Memx/xGWkYotDWP/ler1JCAfYia2qIE8Wh6YCJaUUUaNb5EQODw8Rxs/iMBcAbNZ9qNdi6cU1jWxAPrhttzPKtOw17J/u0rJ3abK4NbieaWQ3D0FdUIkWjZkdoJ6kkThSeMkXoyuSkvcTNFgK3Er3ZStED7q719vyMphZ85is1vvStKp18/IMoXRfWu+RYym7GMsdoETEpO46l+ywA9B5rX/xRFDefkPUuR1HoOmzG/bEbhcifKBZ2QLUEYXruG6m7ll0a9xqJNlbgT2SGUKRc+vwmDzzi8ZkraswlAvy+gH3fhtRIYlzYug/kwiV9ZB48E7nGjZ3MF3jge4I000zNaoxRVCKIfEng51rubhy7U0woV7UGfsb0XJtv3hGwdmmdNccPbjtBVLYmaTfZX+zHVSuXk0x959pzTw3+/aJzAG83j03HtGIL6CgQVEJBNRTUIkEtklQjSa2iqFcU9apHveZRrypqFQh8XXClfGJBfoS6sWXdw7+PBO68eEqIrAC752XMJoJPXVnjTz/ZYP/BwNW3eqWkjgM3srAg/da7X0TTxYuKzGW5BrzoRl8IwMXfTN8fjwx1k9eelB9zgJ13vwizdUuRy4VKRY2H6Y2y2Czz/BGF9nFlNVYyyeIRzfvfMsObXj1HPUxdx0EGxl10CiZ19+3ELG0gMZC4dHtWinf3VwjmxiI/MxpsJrLVzphpambmYKYpmG4KZpqK2Za9zLUVTXdpxzZwEYUZi8YOEZvd7JyO2H4g+vdPfv7Ga4dHl8634ABjwwnegHf1ld/MXvnpKwdPm5n2WFSHSigIfSenrEApie9Za+57Et+TBL4kDASVECohBJ7pFmSVrWAOnALcfRSkJ6EzH9zWubTNwyKEK79V4c8+2WDvpG/TkfN4d35x1hvXOeSoSq+MXHfz9Xj9/Y5kOYJSDhcW5QelaNFRm++y1c5fabrgLix8nkHos9rlFrcehzMfNyJcNtJFVVxo0dbyG5cMMqRxypLBjPe/ZYZDM5J//3rdpvLLtdp9VKXfkguZ66MIMmPHqOQlv7mly0GfZRAnhlZHA5nVOckkQSqIPQg84SZ3WEvuK03g2++mpM/KRQF/8PoWP9jeuWt/q3a1MHM9n6sH4P7wpbz0DX98E9Ru97LktJXDCbVIEPj2VGJPF8KN6pCOmkgCX+D7EPoQBYYo0ASBKXhUN3HTe1sUpbBmQYeyDG5ZstxSZsjAsHWXx79+vcaeAz5EsjdSkjfYOnAL0U3q9FjrHv69wKVkvXv6C3s2QTn8Od+qHy2w+//UW6NSeo4pW/QysOeDvLcDSCKM6eXl2m4ZXaouSWNYMpbyyy9t8v27A7Y95kPQB+rDgDwBt3mc+I+xg1+V6G07y1vV0sxKP6jYnvG1MWSZIUktrhJllY7tSBhD4EmSFOJU0IklzbZibGiQl53F7Yav3rTpOX96eIADXHjmCoQQ7H0sIY3nXE+cQTopZd+TFujKWXTXsxv4dqx3GBii0HaRBKU5lN3GhFJ/ZpmKyKMDtxIZKjBs2+3xwX8Y5Po7IttAWYQA+x1MSzCUKGmcUHYuS/XnJTCXYxrlZMVC2cp56yjpyYL+5bzYYC+45zcHiCL23cvHe+PlNhnkrLiz3gZTAB1DcY0B3TZcfGaHD79jmg/8wwDbdwsbWTkKkMduOJUwOOFNW1glhSHVApXZcd9JWlItAwzaAlwbgsyQppYd+KlwM5kEqWdvy9iW2CaJZLJZ5ZThNWjdf0QXAPiv/dIlSKnie26/nAc2z7DjMZ8ktR8ot9g5VfE8O/898MD3DYFvCAML7tDX+H5p9nsho9at/stB341pH5lzS5GhAs2O/R5/9E8DfOm6KrFwE6pKkZIu0JWLp+bNDH3DW6HHSZzXT9gH5hz3Cxnpcm34E1nzQd6tOenBuelmD4t6+rJzOY+ydJM9OU0pUxZ728bFtbCkWbjaIgFkGCIv4xcuaZFp+MAnBnhkf2A5Xi+iFwR5x9joipBOE9wVdkggESBzYXtpkIn9pt0mZE2WWSm2NNMkaZctpJndZ0paXfDtu1rMmpW8aO2L4iRNHx/gy5aOgqi9Z2Ll8ImXX68vak7GjA74hKEk8KSjK3YWfKDctW/piLXiGYGvCX17Hfh2iplX1gpUOZd+fHCXU/HK0zyy3+N9fzfAl79ZJRayBO4F+DduHLjsL6YyXfmyMkXpBzkLWPD8Wiy8CbqgFz3U5agRXvwXU7Lo5dR93uplejbDvKrD/NPnaf38YmxFpzCWDuQgN9Let3zcliqmqcFH8/oXtfAU/OHHB3nkgJiPmoVAriVt17uZb9wiryAEIi19n6LvNC8vEKSZcKWwwo1+lCSeIfAEqS+phjA2mLB0sYbG4u8sXbrsPXsPzPUfyPkAF7LO5V+5ZsaYJZuz9sAFoTerAl9SCa2cROA7GQU3ss+O5rMhnSCnJZ4FduBnrs3Nzn/3vHLnjQO2yopMZU5ZLLh760yEytg94fH+Twzw5euqxEUadeFCqjwsKNzvocqgLgBq5gG5+J3EAtdlMB+pmKT8uqNY5vHeq/S8/ja37nXXkSuPCM+ttlnwIguQ4661zreQPYRZZvDQXPqCFmkG7/27IfZM+NZa9INcuAowdybQWtIRXRCXe3J7almKrKwbYZ4ZfKc76ClBqgReZvBSTepJQm1Q0oagx0fHs5M2jWx+4EfXzZx46gsfH+AAaSaZmZl5x0C9+iwdt0+vVyWNiuXXNnrS1UWxvZqmmDuZg9reT10/Z0m6WPYXSnUjKELkjRS9llsqTeoLPnlVjS9dUyWW/Ra7r8cS51g6y+073r1gI3GfQ9kT2+6x5L0ZzMMBuKew6gksU+bcJQCX5ZR7gE6pfsUBuhjm2gPi3vu6RFFwNEVru9l1PpUhV/rJQZuBh+YXXtRi88M+H/tMw5b4qwV2Zv4aYUAqNNI2MghBhiHFNTUoQWpcP6Y2ZEaQautgpgqSDPzUnqATz+Clef5FE6c2tBkGEi+o/iiJ595RqdQXPK4LAvx1r72EL3/58uy8szeYbQ/dyUA1oxpZIJdn5tiRfIZAaTdM1Q1W9bpzJ31V1ikpNSm44hmbjdQ92UtrvV1CR2nwBNfeFPGFa6t0pEvgyDLnnm+56clYmvmx7nIDQyk2b69LP9y8TE7+sJj3p4KSPBmE0+c8lqIn80FPr/XOgQ0UHUHlDdBTnCXm83TXrIy0jqYx0jVUGLRWCEc1AjSve2GTHzzgcc3NVRs5lAt+C4t0rUEojFDEQpAaQWwgFoLQGEJX55RqCLTBV4JUOeqrLdA9BV5m8ZbP/PHamjjWQIAM15lH92bZy15+ydEDHOCiC88nSdpfCM3W40Oxqxb6upBTtuWQ3SnCucXOezZzkPcK8Dh+7QAs8iiKyGPlOeizAuTK0wgPvnpjxHs+PsD9Dwc2YlK23LI/aiJ6+ywpO5WltHwOdHpj3QWABfO49xEt95PD9OGRfrgNgIt20GvJi0KsnvtlR9RKvOVWHO2i0zK35jaEqC0Z7xZZlcI50sCmdQl/9XvTvFvB12+sulNj/sG0/T2Mdr+FBpHZXSDspImOkcQI2gICJQkyQ6QEkbRRuERBorBRFM9NsHaKXwZNkglix8tPGRic23DiWV+oVqLDHsrDAnx0fKnZt/3zHz/79PF37Nt1W00bD2kipmZrJKlNEOQW2/Lt1FnuFF9ZoMuiy6bbbmaLq7qSEzm488cLkDvcXvndCv/jEw7cwUKOZJmHO95NXxMxfZWClNRvy7HtHMR9gO25/ZQi+cniv5vs6d0MuXNa7nvNM5xW0rhbT54Xblk6IrRG5+bYgVtIMEY5Xu4QnhhOXJPwsd+ZRgr46g1VCvTjNodVECpCtORCQ07406BIpCTVkraQNDNBqASVTBApQ6QMoScItfPzlD3jxhkcamkymREnmvOXrD941fX3fPzdv/mqw3oxhwU4wPiaDcxMTvHZ/z3E/kMZl14IwzVRgDsMUqLADk8NAjvnPfASwsANeHLSDV15NntY84B/ntbOH8+BL5X9ZFfeaMF979bAtZz1O5X9t2URFvToDwvOl20WBQTmJ3VK2O9HV8GCnjFA9zmX5axmN6PZl/wRpccEfXUrro7bdd7nUZfcsueAFY4rSWxSBix9M3HGprUJf/rb0xgDX7uxYo+UdB9WGGfF3VEU4IrGuxvR6SLafkuPWHo0fUWgJFXPUM8MVQ2Rb7+srywtXLVY88oLZ0F5LDtuLX4wfMRjd0SAw9LOo/s7b0vS076YtbbXHt0tYZGmXknwvYwoSKhEMVHQIQo71Ksd4izh0KTGuMrBItjszqdSGAYamsaAxsQCSgcOnNXwBFd/L+IP/26A+x524M4Lpyhba28euJUo1XlTql/Pr/sSOvOdwl7NxSOuZwDk801TbhZMCeS9zyxHKugBfB/IoduRL6Wdg4nuOp95oUueiDGm22kTZ5yyNuFj75xGG7j6e1H+Q5I3C+Ni4STQGNAMDGhX5luqOhQCIRWJ8ZmYiGilIZ2KT8tTDLkTlJIQ+oZGBZaNBERmhLNPWT2nG+ptLbGkc6Tjd0SA734MPTa86bZ3/UZ1+oc3P1jbscdjYiagFlk6Uo06NGotKtEcs3HMV74nuXtbwFdvrDLXUgiVQ8nuaKMtB3/2qR0uObvN2SfHbFyVWj08Y0N6Wgq+cXPIu/92gPu394G7x1ofHtzzkjr01XoLFuTYC/YqiMNY8gVe89QvMQ/iefVp/+p5Vt5WI0yvo5lLPzg+bgMetj4FbYPZNr2OywoKy6ldnFvk/DxfccbJaxL+4nenMRqu/X5Ilg/nAaSGjStTzj455gXPanPuKYkNIOr8TGMPrlAw05J87caQu7ZFfOeOAQ616+zPIoyRBCpDRjDUkHh+wtdu9TnzwhdPb9q4+rbJ6TnNEdYRAb502TjgHZibbl0aB5uuv2/bvf6zTxb4fkatEjPUmKPZmeXGe+HvvzLMHQ/WiTsBbTyXt8rBXa5ES9i+J+Q/v1ll9YqYd/xckze8vMVgxQqbf+u2kHf99QAP7vAtWgtp18M0MMi+WpO+qEnehlZO6BwRl4dBsuEZMdiHR63ohhIXJpyi+0fRm8YvHitlQ7vNy7YCxeQqVVoWw1u1dmiUyiWGZPdzGW03R2I4aXXKX79rmt/5i0Guvy0gy2Coavill7d4x881WbMiIZCgjCLL7LhKrZXj/3YjLhk0/LdfSGl3pvnhQ7N84it1vvfAMAeagwRS0og0SknWL4OLLtyUtDrtS/2wcSCqVo94CI8IcCF8Htz8MJXahl3Ll4ttp2zYu3F86BCLhueoV6fYPTnHhz47wDW3jdDOKkjfw68I6s7k5Vw7celXkyWgOyRZTJIJ7tsiec/fezQ7gl/7uRY/uNvn9/+yweYdnjXDPaE/eXhwuy+SJ3Ryy9214CW+vVAKfgHkFgV9ZfwcFlhP8Xqq3tLQ7X53GiXWkuflyy6ygk2wSNkFv+XnzmC7xmWwSmC2YEuhAUWKSQzHr075+3dP83t/1eCOu33e+JoWH3rrDLVIo2NBmga004Ak80lT3wpDaWXDk27HWpHXlGefkHD2xibf+EGbD3424dD0CHumPWphyvLFw7zkhFO3bTx+/a7JgzsZHlt1xEPwOBwchFRsu+c/d3jhoktPP6n6HxGbNx2YafKF7xquvGUJDz0yRBB4DPrWA/ZEtxwy0xbcbS1oppKmDMnSbnuI8TVzs5IPf6rGomHN33yhyubtHibIQxu5993vVHabQQV2LwSya8G7DdHlSW7zgdMbwz4GFvppWPPyRUY4IkyvJc9/BS1BaiS2696i2l7b0SUUs+h7QonWLcUYaVP7CRy/NuVP3jbL336hygd+Y45aTaNbgizzSdOAOAmJk4A49UlSjzRVpJm15LlGkJQ2MhcGMZec3mLVuw9y1a1Nrr19lO0HPS4cXseuvZ233nnfTTte9aIzHvd4PC7Ajz9uJQDfvvpt91RC9cd3PBh88R++Ag8+NkjVD1g6AHVfE3i4eGXXcqcakhQ6qaAiBSqRzOCTmRR0DKlg1SLNOafFbFiTcfFZMVse9piJcYiUXXO7gAUXWGCHwkqv9Uo/9DUS05uWz/U7epDRz8HL+Z48GrEgpJ7irXGYoJfouz7atzKmu3stkHpnYpZBnul8RKCVyAZKMfEi8Ohm+UiMsn+QEmbmBN++PeChHR7fuCXg3FMNK4c1aSpJM484DWjHAZ04pBN7xIlHkinSTBZNMTLv1vEyoqDG6kUt3nPpHK949m6+/L1lnHTy+u++8AUX7j402WJguPq43/9xAV4choE3EA1EbL/pbnbvuY31Iz4DkabqWw/XU6I4IPkELFu3C+0EvMSWQyZaMCckJLBhecJ73jzFK5/TZtGIZs2ylB9t8bn2+yqXeKUAdx5Hlbk2i6XoObhzqy0cRSlqvd2P0hPr7geKA2+RIexD0FGWijz1q/w53OfKm3jnr1J5b+9L7O389dDTKZQ/S7s2N1fj6ix5/8cxNrzo+HcelREIhIKb7wr4y8/V2XdQ8c6Pebzy/DbvfdMM65ZoTEeQpB6dOKTZDml1PAdySZwq0sxlVbH831dW3XhqNqJWqbGkMct/e90ZmGrt49u33rBl3XEXHdUhPGqAL1uykZGhwduec5a+4uD+g6/Ztm07gzWPKBAEvkQp+0W7Bet2OGcnNQSxzXpqI5lNBHMxrF/a5oO/NcGlL2gRSYPuwHgj41df2uKbPwi7znoB7pLl7gd33ghdbhiG3sgJ87n2QuUfuX0zfU9ayHovmEp/Stfh3ckFQ5t9zxILPG6cU1d8V9MNX+e2ROcJm37LLaRrXlbuGHWHgWcJXHZ1hYPTChMq9h3y+LerfTqJ4EO/OcuyYc3krKLVCZhtBjTbHu2ORzuRdBJJktgKwnwkoSe16y3IqAaKxUs3smro7CvGl51yW9yeOuojeNQAP379Yh7c8uiOS55/zu/ef9/dSrf3v9ITKbWKh+9b9U/rjxjiRNPuaNqxJoi1La9V9m/7ZjVrl87woV8/xGsvTFBJQCcDKTN8P+XiZ7V5xfkdrrwhr1grOZhSIoTAd7QkkMZx7n5dkz4VWOYbQ7PQ/dzklUB9OPwWxVFPM3Evvkf5dJOfkYoEGl2XRUCvHMd8p9p+/u4Dunhn4RoUjAsxWuEnSoa9yD5rgXSnE+kbvvLdiOtvjUhx/bAVRTsTfOn6AKTi/W/sUAsEs82AqbmAVtuj3ZG0YkmrI2h1IE66CSUlJaEPlVAyPFihkSy6anz5s363ObP7kdrAyqM+fkcNcICNx63gxu/d8sjzLjzrHsXcK6cO7WRoQOEpy50wgiQTNNuK2aZmrpnazh9fUwlcgVYY86ZXzPDK8xRJZ4BY62JuvJAwWLOx1Su/lf/CohQxkUWsO5DGjtnukz0uSl4fx2m0XLQ7mmOhSx+kurePQcyw59+VtB0RvX8vrLbo+cR9310UxyB/ZVecx/JrLaxgUO6t5Okliroh2f2vHtyzw2d6zgPlgfJBBuB7tLXki99toNUMb3mRz+xsxOSsT5JI4kTQ7Ahmm4bZpqbVzkizbsLPU4LQ1wyNrmD56rPuefC+Hz5ywslnP6Hj9oQADrB82RIGhpd9rDP78Lq5QwdeF7en0Sjb6ygNWSaYmPV4bL9HllkdktClfxcNS1YsVZyxbphDk1U7L96zKrbGi5GZRgnDyFCGqmoyU+bgNlAVSgilcVETV4jT12fZY63NfLD2xIpL1Xll8JbFdsrvdSxXkaTK7/cloQpfo3TpPm8BugKOQ7u6cbCW2zhxHSfPrFQX4PZx2eXfQhA3BYcmFCkKpA8qAhniK0XNg0gG3H1/yBW+YOWiEE/ZZFCWQTuGqdmMvQcTJuc0me4KAyWZYWx0CC9a9oV1G0792L69jz7hY/aEAb527Wruv+u/psYXH/fm0eiW5TPTzQs8BWEQ0+okCGGoViL2HRxBG5/AFhHgK0GjKhlpCA5MDpClbWrVNpVQ2SwmtumhUk25+NwOp16TcudmUeqUl46aGJuKdxZc5RJyfVnJHqtbAnHhpJk8oeyseImS9Fjoskmfn1h8Wtfhw/AlHp1TElGiLSWKImWJxuAsNN0UfVdIs/veWlDUqCBtM7DTuUJKUwy7MkagfLhzi8f13w9pxcoWj8iAwPMY8g2DvmEg0gzXYHJKEihNvWo75PNAQGpg+2TKZDNDIEg6ioqCMFSoenTjcWtXvvkLX7q6+fpfeNkTPoZPGOAAJ572Eu65586mabw+3rntCywb2catD8V84VtV5jpVFg/4LK1nNGqKwLcNyoEvCAIbYWm2PHzl98pEqAxPK4SRtu68J4MpbT2Ci3cHytGTYhqx6QF4gUkDGcJV0bkqZdO1hNK48TSmW6dfJELyIqbi/fLqvO5903OfooLvxwb1POtLj6nulXEuxfplaSx6Geiyq+KbW+yimlDPHxAmBEjXJGyUKL4nAic1Yacpa23PrDqzIk85lZTSo6YMDc9QDzT10FANbf9lnDrfzEg8ZcclnbgGLjyzw/jIJK0k5vPfrvHDBxqcs2kRb//1V8RSiicF7icNcIDlK44Ho2+NxOnnffSTeypfv2mERY2A4SoEmRUsV67z3kpN2B8l04JOIunEirbvFbXj2lMufVsWCbLWWwhpoybSFNzbz6cty25EMQdFLoCT6W7pRA7u/EQt88xCSZGprLfdrcLrXhbsulloPUkrX4C75wHTBTb9kaCyrHPJaued6vnw3ALs5RS+fYdcT1xr0XU8SxIfhbKWByKjeH87c0laFS0ytwVsjZAnoeIZIs8Q+RAGVt9EOaH8NMuTRO6xTCKyAbJ2xFi9zYfeMMk1P5yj453VWrt2/a2qCMg/8fWkAT48VMOYqfdLdbFR6rHff86G7dHiEZ/As0jzlKAaKcLAHUingZGkgiQVrnnCZrJSJ7FsEKSJZMtWwWMHvGJglJKCUBpCZRlLoIylKIU+YqlxwQE5K35A1yblFJfyzSOxcXvlyLfAidT0gTx3s3qwfQQAP1mefsTy23LCiS7l6LXW+Sm/BPJCRKnklGKn34m8TlwL0kySZdJNL8tB7GiK0i7KYreHEIpMGpS2BilNFUvHUo47LuXePYIMaaWRRaln1ykwKCc9IoQdGJWk2v3ukplmgBAeoV9hqFHhvFOXt8c2XPA3U231P5eN1p55gNsDMag/c9mVH3rOacsSb1P7fR67gyT12L4rJMkEgw1Do2qYmTPsn7TqWJ4niBNJktqDmhVZLBtH76Rw2z0+u/f4MGinQwTC6voE0h00B26rj2iKicT5NAWN3UzGCJLMgj11ZQP5z5w3ouSp17yKLnMhsVyNCdML2jL9OQo8HuWB7Lued5xzjp1ziDLnzgNN5YG5/dPoTKF5nn9CbQQmFWSZMzSpLM52+UZRyvH0wrLbeaKp1CipyLQkjhUrlmietSnh2lsMM8bVBMnu6L9cmDX0JVGoCAPBwcmY2aamVlEIPGYyw8N7UjpJxqbjl8Vrjlv358GuWz9y4hkvP2K14NMKcIALT2/Ho0NjH71v68H4zvu2fXjLjracOLSI9csDxgczlozPcNm1kLUjloz4BL5HklqqUlCI0qlRKU0YCTeJwStZbwvuwHV4+J4VcPTKVtyZQW0MibBxd4MdejqXCjpukpjEUhzfVdblBUSyTzinXLk3f5YlPc9j3t+Ono+LwzzWT0m6/FxQYsbzlcLcFLp+7Rkr0wZSKgyCGI80s3QxTlT37Caxr9UGrbrxF5uVMEipyKQmU4pMK0ym6LQNOrPFK3llgHSJZ6WsMloYSBpVybLxhOWLDvJv19RZNmSoVRQbVsYMDe9mz2RDR43BD9+/a/yv7txyKP5x8fljA/y4U36RO2+/vLVs2dorHp3w/vhTX72F5Q3DqesNi0bbLFu0n+37h6lmGYM1RZIYshLnM450WmHMjD0HBDfdF7rJDB6BtP16vuxa7hzc+W3PKd4qiWv8Fe70B3PTgv1zkhiDFi5uIgWBEUQyB47rWnGOZzd82NfRXorG9ICZhS36kw64iL5X9kWIyo5o7+Cu7jSEvKZDFe2Duit2iqAapRjtMTGjmG161kmEYqqwpwSep+d9LyEMMnMbKLOh4DT2OO+khPGxmLlDGdp4pedbwyOl9ceqkWHRcIz02uyc9FHCY2xYMzygWbcyZkqcaYy/4QphplqvffnP/7jw/PEBDnDaxrWI2uBDe6eG3/HaSyr/uPvhu+XikZT1yyf4+h2Gg5MBtQHh5AHo9daL06rtwt87ATfdV4UwQElFpCByndaBcjJxhfQuhYRcLuesVD5PXdKoa4bH51gdN7lvs2TfdIDxbRirrRSa7kwdKayGnha9Gno9g6FKOfujAvRRWPF+7r1A0nFeZCWPR5d5d5lzlwfiWk0a20LoeSlhELNvGu7aXGF6tkrcCUgT37qI0mneKCcFUprk1v3NShQoU6SZT6fjc95JTRaNxDy8PyHVIWnp+BXfy2nJYwSLhhQXnTHNtd+vMDaQsnOvx3EbX64X1094xw0Pnv7Q2rGdTwU0nxqAy/qZ3HLnQ/Gzzz7vU489squ6cXz4r5cMbmbP1DRX3zqMzBSh705ZgsLDz0+hthM/JdYpX7s5ohlHEAaEUlCR2gJaWU0WT9pr32lL+57ld/lt3xdWgSuQLB/LOP+0NksWHeCOzRn/clWFb/5ggLaoYExErHwUokj3awGaPppSAm+/FPDhxOvnP/hEqIrpud9fblCo9S4AdFHi4LmCmJ8n04IOqA7X/MDnn64a4pYHhlk5WOH8EwRLRwVhIJwyGQS+1S7RWltlKleBaP0cVfx2qfRIVUacBtSrHV51XpP7tsa0M02spdO1xClWUYhuthOFJOKlZ09w55ZpHtxdZeXy5Ty8u/EHr37NBZ9atfTBbGD0pJ8cgAM8+4wNzE7tyV7+0pds3b+nMfMv/7Gj8flvjdBpN1gxCFFASdfQWohcciLw7IDZLbsMV95YByKbBXMd1gUdKVnuoBD+dJMlfEEQSCvCH0oaNcHwgKETN8jilOefMclZG6Z41ydSrvreEO1MYISkIzx8IfCkwTPC8k7R60yWBekXrtB6CnP387hI7996sphFHLzsXHblpz1lZ4b6foxQba78Xsi7/m4JB6aHGWoEVJRmcjrFl4J6TVGJrHpZ7hsZV6dd/G+3iVSqSAqO76ESH52FvPqCNp+/fo77HqnRTEM6qSDJbFWplWHTxImi1ZFMzVY4dU2Hf/69Sa6/N2TFqvNnLnzus7Y+snNvtnrVCU8VLHnyAcYFVhRVuP7ug1cl4Tm/vXLdzx86ecVihsKMyLezWMJAEgSm0C4Mg4wwSAiDDonp8MXvRGzeMYCIAiIlqThhz9Bx7sBx7kAJB3IrsRv4gjBQRIH9kWoVQb2qiQJNkklm2yHTszWGGxF/8duznLNpFpl0QCdoo4kNpLlwe4mSaPP4UZN5ln6hQpbDYfkIe0KULXm50KpcTJYDnS74cq2ZLk2xtOTW+xTv/sQoe6YHCKoBI5EVbOokmrl2RrOtabUNrQ60Y0E7FnRi4cpZpY18JbKIgCWpIsk8ktQjSX3mWiHrVgp+8aJp6qpFKzU0U0EntSKZcaJtEV4M7Y6knSgOzgRMN9fzy6965aHXvfrk3x4Z2XlVpVJ5KiH51FlwAC8ctD9DOnHZW15/gXf8quRjf/zxm8ZFZ5pK6CZChFCJNJUwpRLGVMIO9focl18v+ORXR0iiKpHnUfecPoaz3rnl9p1etF+23L6lJGFgJ95GoSEKDJ5ngZCmijj1aHZCFo10eMML5rj13irtzMdI32p0lGPfplfssozgnnT+YXBs8tc9gVVY5qM9GRRDvCgKoHK6Uh4i4KmUJE359+sG2XOwhqgEVDwbcgUbTu0kGj/OCgqSa3Z1N47s+kvFWUK58KNX8H6vmfIbL2/ywM6D/J9vhkx5FWq+oBLbWfKttqbZ1jTbkiwzhJUGc7UX7vcHL3nv3gPJZcsXL3kq4Wgx+ZS/IyC8YbbtnvnM6g3Pl+ecMfVnW++9bXygrhioQb2aUa+k1CoJtajD0MAsj07E/ONXxzg4O0hQCRnwoOZpImfB89Cg5yx3EUkpBPjdhAlfEAY4DUWb6RTYeHiWKbJMoROfl5zTZmggZs+kHcWhjbLz012Nf7++dr76IyimTE1M+X53czyZmHhPDUp/ep7uvyw4Ob0WvFANc2PND8zA12+pkXo+vlRWP8l91yzD1e5rPGkzi0KowvHuOrICKWSvH1VEbPxCQHWwnvH2V8xw612HeHhinAnPp+IJdxbPmJ2TTIQwMe1z8qkn7z/rxPP/EGY+I8To0wHFp5ailNe6pQ2u+6/rPrV+ae09F52z4tCyccNgXTNQS2lUYxrVFmMj0+yZbPH/fGqEO7eP4VcqDAXQ8A2R5yImXtmppEj9F06lJ/E95Sy5Vb/1S8OKhOwWF9mhtIp6FV5+bhuR2RkzxhibbDa9/Yr5KljHk477Pc4LxRN6GGF6gU65WrBwNl1Y0Mv4+vdD5uZ8mxUWosjeGpfYSjNDmpoC6EmiiV03VpxCkli5tFy6L0kdXUkVcWI7czqxT6tdYXqmzomrAz745kOsGjnEgemMg23FTEsw0zJMz6Xs3BNzqLX8ULMz9p6HfnTDp54ucMPTCHCAt7zx1ZyyLv3cGZuWv/O4dctmButtBusxjVqbRSPT7Jtu8eHPjXL5jUvxZZWxCAYDTdXThF4pqePGFFoHNa9vkXhuPpAFOi4t3JV0zpMbeUlHXuJZr8I5J8Suut51lWMjKPkyfddPuAblCWwGsQCpEa5KsP8NTV+UJQe3fY3pibQIYRDKcOv9AXPN7hBcUaJZVmi+mzrvvbbgTtJuiYXl37IAeeJA3o59263TqhLHDV5+XsD/fOMEK0YOsXdaM9GWTM/BgamE0fFlMyJc+s4b7uh87vhTX/V0QvDpoSjlpbXQWgx+YfGiLJVj7f8dz22JRgfn2D/T4k/+bYyv3jTOcNWjERrCUgFVN6FjxxR6xVSJLsh7wF2aOOEpp3yrDCpPa+cwcSBPUgcax0Met4bkMOZ04USmOMzjj/P+R8G9RQ8FOvyHzK04wuD7LgHmVAjyhFXmCtKyzF6sJdek0g70TaSr10lFNysppaMj0nJwJ2RvN4u0YO/4VKOQl5wzhzGTfOTfPA7MDOOTsW7t6vaSJct+Y9l44/Kp2faPlYY/mvW0A/y8iy7lkfs/lw0M1C/fs3dpVgnTf310/23RJ74+xDW3jbOsoRiMMpTsTjQQIp+lmNeblOZyqrw60Vpw+1jXehfPzSfjym4au69Mz60ju4RHxJ1Z4Oa8gvIjL3EUDwoxH9DFvzGHfZfDfuTCz9DdqstMW0ueZoYkM6hUO55tS5Wl0+dOJEgp7ZydVBZdVNZodM8v03OGeiXi+WdOk+hJ/vZyxQnrTmqvXrnoV2R17Ir7dkxmH3jXLz1ROD3h9bQDHGDViW/k/js/n51wxpu+fN8dn3jjf/3w1M9++/sHqutHBIsGNL5nLWonsafFzJRGhkvRA2xLUyw18Urc3HN9n57XnYqbX4q6aLpCn93VhXC/tAR9z+oHyrzV/8KjMeGi5+qoDHkvcekqxfY8Xsgn03Ug3Jkqz9RmxonRa0OaCbwsB7qVKZapPX5JauWolQKZ2t8klQJPCrSyCR1jNJlWJKmkHSuSVBB4FUYHQ55/2j4GR8ab9+8a+/Wzhn/uyw81rzbPBLjhGQI4wIlnvJ7rrpswl1yy8ovv//OG9+JzG/+YzOweHB/28H3YcyBlak7b6r+sK7eWV6SVLbhylttXoqAlvrJhwWLsc8/oZ1f0X5p1rmwpIbnsW3mUd38ypdxocMRlFkDrEVb/CUUcxWvKZ4oeAPdEfvIKQHvJ8jQiugC21laaLR/nl1/S1PbOZqkmlaAygcqtt7u2lt5pqBiX/HHtinMtj6lZxWMHBEpqlo7V8Sorp84+cfztr//FR7/4mf/zJd71prc8U7B75gAOcMklb+f9H7uM55068h/7Vw/4nlj7V156z+jWR/exc2/EomGPtk7Zf0AwENqZm1KKonHCAlo6C+7AXSqb9YroiS5l9UqzOG0PC6k2TMx2RT2lEL2SEzng6Y1O9IOs3wG1tCHX/et9vN+ai8PcLp5Y+v/zVjFYqjuepDzZuDu9wTYkDNdt2t5OfrD1QLY+3hTJLTuz0m585SYqyDJVSaXj4M7oKEGm7afzlaZWbfPovoC9hyJqlYydB5tkepxNp2w6KCu1d23fU/kPjOLNr3vmwA3PMMABPvLeX+UjQGtu8nNS+t7eXZWPfuP274z7XsY5JwtOF1P86b83iJRVrvIKLi6KqInnKInvKImdNLEQyHUxeFaUkh8HJ+AL36pgPBsQlkIs2J2/0Hz6eSykpxir9/HunRK+D1vzDfkEMhbcVHkY0xR16rnVzkd5ayNdLY27bSQmlfzi8ztcdm1KayqzDSBu+JS14HboU6asBc4ySHN6lxpS50jamLetCpTSHv80s//L9zNq1Vkuv6kO7ZRzT8644MyItHbB/udd/Jz3xUnyufHx4WcaasAxAHi+KrUhJqZnPz2w+AXiRRfV/mzqsevHT1j5CPc/Nk0nrQO28szPM5XukhdUFXFx1U3q5NGT3IKr0pgU6SZMKGm79Xfs83ukKPL59QXIi0RGqaHZoXthnty13KbHonN4Qt+XvDkcsylGYBcnBuF4dGn2vBu/151BLzAu7r9qUYInM9CZ5cpGdi13yYLbxhCDyoQFttSINKdvLukjrR6KkjYnkWaWJoV+Sjtpcd+WkJHBMX7r+c/bv+Hk8/4QzKcHvWMDbnia4+CPt4YH6lQD71Mvf+G5737pSy6cWLLC4z9vDtGZRzWw/XxRIAhDSRgoB3JRxMY9z1nuIjTYnaJc5t/5VGUlNUZkfOv2gCTxQXpIIa2eeG61+oC+kJb4vFVy5MxCtGQherLQphG9f5sPdLrd8IXV7vZU5pdMW+udGUmaKXxP8IKz2ngmw2hdTDfLjOiC3EVSinBh1htVsQNZDZ3YuHoSQatjHcp27CHwee2F09RHGpx57sUT4yvPffdcU33K8xaefvZMrWNmwfMVhBHGtC9bsvqMQ9u2/nD9itUjfx7ce6ffqECj5lOreFQrrjvftWnmg2jLSZ1i0KzMyzq7TmXhaAqNVhnfvrNGu+VDxUMJWRIRcuJEufXua2jOrVh59XTel9P7xbTinrKpebf6gZw7ugvtpnIRmDTCjf8TaGFBLTNDJqW9ZAqdKdLMo1aTPP/MDp//r4zUaGupi8Gr+UYxBQ+XhePdnaiXOoVau4Fsq5vB8vLA8xgfllz07IuSHz5Wf8+F55+1NYyCrzWqwbGG17EHOIAQkb7qO1uuGh1/e/Cc0x9orhyq/MPOh+4Svkrl0IBHJXRd+cJNpnMUwo4R14SeHRvuKVPi3KVaDTee0FMZcRtmWh5GegipCJTt9+zp0ndtVvms2bzfcyFRIUS387wbgDQ9nJm8v7O/rLZIq5c3kek6twuEHW3gxEZBrCqAQCDdRrYWWyqDl2nSzMPPFGiPepThRwmtNC3AbEo8Pq/VzgTEaZ4Ztd/dU7aUOMs0SQIiho6ylYXGgO8PaF050zRGV//On737uM+SbY+Fd8axhhVwjClKeb3youOIkl3xWScsuuycU1afdOLGEz64cf1i1ixtMlDLGG7YS555k8Ja7ijURGFG6MaFy1KYD0pFSFITBCk3/8jj1ruqaM9HSUVFlioWc+pTAnqvBHN39TQ99ITousX9PU8u3e9xWN0N2RfF6R2KZbpvYwRG56E+QZbZrvg0szHoNJOkqXSyxNaCd2KPc07NOP+UFiJxPJxe59jgJK8zpwgcG5eXMFYnXNlCrKnZlMnZlKm5lId2tlDhCCtWHPdBv3b8SYlZe9ne3XM/MeCGnyCAA5x52omctHFNa/++g5v/5esv/ehLLx79cH1kedbsSNYum2I2PsgDO2I6iaURUaCpV1IatZh6NcFXGm1EqefTvq/ASSBozeZHfWY6AUL5tt9T0e0YcuDOxULLzcz5abtAeV/FYRHhWOjxhUh4HqWhNwZfHndoKVbpdeWoiaMJmZakmXDgVrZOO1WFuHyaeaSZTyOQHL8iRsrUbsL8o+RNDG4zJxnMtAXTLcFc2ybftDEEvuSEtZqo3mTr7ozRIY+zn7U2mxCrPvzCl5/y0cmD+zYPj65pLVn21DUrPBXrJ4Ki9K83vP41HNjxmWx09Vv/qL7/kLd3x3f+IJm7Jvzh9THNZorAI/QNtUrKUKPN8MAsk7OKqdkB4sQj8K1DmfcS2h9QM9MyfPrqOnM6RAUeVWWIlCvsyisXVRfc0pnRckKmhG9yiYpCJSinTxq0NF2ncIFQdjneXlxysZ7CSe5tUctn7vSoUGmQ0nLofEPZDW1Q0sNTGUnqE/kev/7SFp+5JmE20a4x2KpX+TKvtxeoDA7FmqlZyaKa9XmqkT0rVkPDWSe0ePjgMBs3XdD5hVdf8JcDA6N/ZNSX+cjvvvZYw2bB9RMJcICx1W9iYnKORYPT7x8ffa68b/OS83ZNXCvPXJ2eN1ib8QbrmuFGh1plmvsebXLFd4dZXAs4fqXPcCMl8LJCyAYswOdiQ5xZ9dNACirKEHqWmoSeve17NhWtSuKpj1cXbgel2iIa7VrehBZo2a0RL7OUMj0pJNfKCSnnKOfx+O7GsuBGd7uNQBTvkTkReTBI6dkmhMQj9TzSwMeTKRU/ZSbu1jjlsg6hLxiqKzasgtGxQ1x+s2D7o0N4TWnHsss261ePpReeGdx8zgWv1aPjJ968Zbd5f7s1Q1RpHGu4HHb9xAIcrHqWW394zTe+zh/8ynkNycz/ksn2X4xbu+RArckjB1p86LMjmPYA55+kmGlKahV76sbp8ElhCIKU674XcGAyBOlT8ay8WOgZIt8Q+vZHDpRVAJZCFHxa54DSvaUduZ5hXn7qYevKhaRPIcv0bIiiv5Eu71aFc2ucs0yPWE8uY0FeS5KHBF26XrjR6pnTfrGg92yHvKMp40NtXnzWHJddN4yudIvMlLQagfWqolHzeNaGGqcfv5f3flKx85EGy0YjxpYs0SNL1n/pYDzwm63pQzNnnDp4rOFxVOsnGuDl9aIXv4zZyW0zURS987HHVm3ZvuWOTaoavebKq6aZmoo4fZWgXpW2uKoUs8CF/mKdccPdFabnKgSRbWgOPdtYEbp4e+T6Oz03VTczrhEAYych5h/GlGQlcJSgCJIYZGZFPe3GKKm3mpLzWKIk5di9VwDcgj9vobP/1xQiPNrkEnjOagub9Mp0mZYZPC8jSHzixGeg5nHBqR0+f33iRJG6fkBeGz4zJ3h4d50T1kzzwtMPcc/oCZy9cckV5z/7tHvGFy39206nPXPhSeuONRyOev3UABygPrQO4EDa2v6BlWsvXf2je37A6NJVr1m/dCtDtRYjDRgbss3Ggi6tqEQpW3fCvQ9VSEVIQ0HkKEnoG6JAUAkElVASBrZaMdfPa5qMODMlSpBHHGxSJJc7UxJQ3cItqUEZMNp0M5FuO/Tw75LlLsf08ypIbXLtwJJIkvsUSSaZa9vxH3nY1I4BcWcFZfATj8TPiBNrxTdtaHP8qiYPPdpAV0XhU7Rjw8FpO716V9WwfMkyfv4lK7k4PeWKwcHzfy9NJ3ZsXL/sWEPgCa+fKoAXH7qylu/euW+H55397k0njF32nFNP+d3J/dueG+h7mWvtRyU1PE86PgpKpjyw02Pn/hoon4rKebe13pVAUI0E1chq50WhdCW8hvZeTatjEEYUcXGwWodxCkkmHD1wVERYx03JBSy4W3nor+xYesoOXgq8jMC3SSshDEmq0FqQGInRwjYSuza+2abgwITtWg88QRQKp8loNQQ9ZRUMkjR1Y/sCVo51OGlli/t3Zhg8pFOxCn2DZpaJ1jjPWb2J5cetu2F0hL89aXjV3bBvhxBrj/XP/uSwcqw/wJNdF56xCGCLMWYLcM/tP2Dp8sUr//mKa+8/bu+ebWrDipgktQVbzTjja98fZE9rgMiXBFLjS0PgGSLfAqMaKWpVj3pFUq/AQE1TrcTsnY7ZuU2xeMBqXPvKmtA4hYOzEGfSNtT6GvyccgiUK0W1PN700JmiWlF2y3ttwZgm8DWVMCEIUkI/I0k9HjtQo92RSAFhCKGvGR9u8sg+wf07qlQDSaMmqVVsYzXGdt4Enk3GpC6c2I59GmGFlzy7w9V3tBHUC0p33MoKL7j4pKzJaVuGq+a3Vq0/fzewWTxujfBP9vqpBXi+3A+w2Zjdm+Mke/HqtdXlx1/4nC8dePT6gQP7d9eybJpr7oi49YFRRiKPVqZJtAWYryz3roaKauTRqCoGaoahesbikQ5jw5N898GEvdNjjNZs0X8UCmoVxdCAxkTTPLjXZ2ImYlFVunoXG2a0jQR0BebLYZgyNZE2qeRJje/Z0XmVKGGw3mK61WT7/og9expkmUejajO2vqcZH55lTmse2B2wtO5AnOX12QpPWSmNamotv5I2cjI5O8jp62JefMYcd90fsXJJg5Url8398s9fPL1i0dylh5L1uwxqx087sPP1Uw/wfAmxFGPMjpdevHynyWZORlx07thy/ldz9p76vTvvG1rWmOGFJ2sOJof46i0DZMbD9wRRKKlEinpVFuAeHkgYHWwzMjhL4AtSbd1WT0EUSUaHfDauTjnrxDlu2TrLe/5lJROdyIUaTSFZZtPfxjp0pVBjmX9Lx7+tFdf4fkq9GmOY4c/+I+DW+0Y5d53huJW2D7ISOql5YcjSmH1zGh+F7xXz/pzQpSQMrWiP7ctscuXNHp25MU7ZoPnlF6mZ5537rEPPPv10z/PEW5ctX/P9kdHG1LBBS/mzAW74GQI4FNZc73x0z0RYW/6NiYe/tWbpiT/3a7/xK5e86/gV3+ysWTR9/NbHflC/b6cmmdGEvqAa2rBioyYYrKeMDKYM1mLqtTaz7ZhtexpUA+Fk4wSRL6lGtrNIZ1U2rZyh6s8xNRuRVVwBk7bRjFSD0uBpS1PIhetL4cAiYlJ0MBkqYcxUu80DO0YJhUeWGVptQzu2gE1TQasTsH7JLNVKzFTbp9oEjHbvIVGuQbsWCaRImekoth0YbifNFQ+cfsZ6/0XPO+2ygZPf9v8++J3PhEsWNdpJ3NZCDBzrn/ApXz9TAM/XyhVLAPSBqRQp5ad9v/OZN//aL5npufQv1N2rT/vvg/v87948cWFDHVSNKKMSGQKvw2DdWm7fM3hS88Cjkm/dXmf9mNNW9G13kRC2xLQVW6XaJcMxk9PdOQgCV2OdGlKJKx1wWUZXmmsbORzARTfrafW7NXsnFQkBFd+qPRgXtYkTSbvjMTkT8vwzNRuu7fDg1hrNGOIMDBlKZgRehRkvYGigStRYmiX+yI2vf1l18/6D8TuEUFkQVJm9/9OmOrCmeax/r6dz/UwCPF9jg8XXywnwu/fsm+SUk4LhC5516E9vu+U7wcSBRzOpgjPrFX3W0MAWvvejKcYHBjhtgwcCaqFiuGIYrNma9NRNcE6dRki9Jlg+rtmy0850DANroTMNsYuLe8rWV5sifAe+bwgD61RKAZmWdBJDnCp0Jtm136OTSOq5LoxvW/TasWBy1mOgHjLbishSQ9XXrFmcMjo6xyN7Rjhu3XIaNXn7zExyR21otVp63HPj4dHh/5HG8YQfjhzrn+UZXT/TAF9oLVk0BDABvB3gyq9fj9biuWOD2YuWjo5e+sNdeqOqK5rJXfh+h8FI0AgSRgd9Rocytu4C37cKTyA4OC2548GIWgCNCIbrlmvsm9Bobai4aWWBZ+9LYdW3KmFGNUqpRClZBnsPRVaaWBia7ZAzj59mtKERLfCVZKgOQ40O92+HRsWq6g41qlTDiDVLarzhVRvZsE5z/d31B09bv+hLq5b612SaGzac+NxjfciP6fq/DuD961Uvex7ADWm85wY46bu/Oi7Xz85M6ce2bNcjo0Nr3/FLx79v9tBjrFsRIdnGd+6ZAKPJUoUxGVIYKoEiUJrBmmF8OOCktTE3PBhz3+aAqbZgLDOEgU0WKQWVQDM8EDM6ECNExg+2Ztxyd8hJK21nzPBAhPB8sjRDZJpOnFEJMuqVCaY6S1i1ah1RIyUcHuP0E3d9dMfDre2nnHGhHB8blpeuYivwjeWLx4/1of2JWP/XAzxfXrAE4Bv5/X179xKF4dDQ+O6b77k3ZNm4nzSGVv7+r1XFCwcjjxXjGj17E2ncYny4wXhQYemoZKAGG1dP8sC+DrvriuNWdbj9AY9A2fi6wsW5/Sm++UPFicsV2/bE3LWlw7pFAXOdBgemPBqNhFqlwtjoGK955dmsWeYx0GijxrxrTSz+emQo8xujJ/He337lDUkSTw4PP336fj/N6/8H+GHWosWLASaBKwEOHtyFEDzQGNaLfSV1FCQ8+uA9iCSkGoUM1gIgSc4795wPLVn62CtOn2kmq5cMcMqGDuGwx5AnGB1UbFytGB/OCMMZ4ociZNVjw7pZEgb9EzYNf3Xfoz/6UJxEvjYVosBndLjO6adtYmjQJ/Qz2Rjz9oLZvnzpimN9iH4q1s9OwPMnYN39w1sBsbgRbBm8Z+ucmW0OcMLamK/dJqkLwWBdcfwqwWBd43lzfOOWCievUUy25nhkT0M8+9QVU8aYvRc857xj/VV+Ztb/B9IG0dK6FBwqAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTA3VDE5OjMxOjEwKzAwOjAw4/DDpgAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0wN1QxOTozMToxMCswMDowMJKtexoAAAA5dEVYdFNvZnR3YXJlAG1hdHBsb3RsaWIgdmVyc2lvbiAyLjIuNSwgaHR0cDovL21hdHBsb3RsaWIub3JnL0jPKKMAAAAASUVORK5CYII=', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 28527037
    {'hecke_orbit_code': 9007199321850914, 'n': 1, 'trace_an': 1}
  • id: 28527038
    {'hecke_orbit_code': 9007199321850914, 'n': 2, 'trace_an': 2}
  • id: 28527039
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  • id: 28527040
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  • id: 28527041
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  • id: 28527042
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  • id: 28527043
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  • id: 28527044
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  • id: 28527045
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  • id: 28527046
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  • id: 28527047
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  • id: 28527048
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  • id: 28527049
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  • id: 28527050
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  • id: 28527051
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  • id: 28527052
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  • id: 28527053
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  • id: 28527054
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  • id: 28527055
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  • id: 28527056
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  • id: 28527057
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  • id: 28527058
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  • id: 28527059
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  • id: 28527060
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  • id: 28527061
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  • id: 28527062
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  • id: 28527063
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  • id: 28527064
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  • id: 28527065
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  • id: 28527066
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  • id: 28527067
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  • id: 28527068
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  • id: 28527069
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  • id: 28527070
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  • id: 28527071
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  • id: 28527072
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  • id: 28527073
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  • id: 28527074
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  • id: 28527075
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  • id: 28527076
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  • id: 28527077
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  • id: 28527078
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  • id: 28527079
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  • id: 28527080
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  • id: 28527081
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  • id: 28527082
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  • id: 28527083
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  • id: 28527084
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  • id: 28527085
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  • id: 28527086
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  • id: 28527087
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  • id: 28527088
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  • id: 28527089
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  • id: 28527090
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  • id: 28527091
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  • id: 28527092
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  • id: 28527093
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  • id: 28527094
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  • id: 28527095
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  • id: 28527096
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  • id: 28527097
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  • id: 28527098
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  • id: 28527099
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  • id: 28527100
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  • id: 28527101
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  • id: 28527102
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  • id: 28527103
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  • id: 28527104
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  • id: 28527105
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  • id: 28527106
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  • id: 28527107
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  • id: 28527108
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  • id: 28527109
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  • id: 28527110
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  • id: 28527111
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  • id: 28527112
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  • id: 28527113
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  • id: 28527114
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  • id: 28527115
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  • id: 28527116
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  • id: 28527117
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  • id: 28527118
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  • id: 28527119
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  • id: 28527120
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  • id: 28527121
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  • id: 28527122
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  • id: 28527123
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  • id: 28527124
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  • id: 28527125
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  • id: 28527126
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  • id: 28527127
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  • id: 28527128
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  • id: 28527129
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  • id: 28527130
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  • id: 28527131
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  • id: 28527132
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  • id: 28527133
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  • id: 28527134
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  • id: 28527135
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  • id: 28527136
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  • id: 28527137
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  • id: 28527138
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  • id: 28527139
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  • id: 28527140
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  • id: 28527141
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  • id: 28527142
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  • id: 28527143
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  • id: 28527144
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  • id: 28527145
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  • id: 28527146
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  • id: 28527147
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  • id: 28527148
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  • id: 28527149
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  • id: 28527150
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  • id: 28527151
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  • id: 28527152
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  • id: 28527153
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  • id: 28527154
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  • id: 28527155
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  • id: 28527156
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  • id: 28527157
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  • id: 28527158
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  • id: 28527159
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  • id: 28527160
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  • id: 28527161
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  • id: 28527162
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  • id: 28527163
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  • id: 28527164
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  • id: 28527165
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  • id: 28527166
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  • id: 28527167
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  • id: 28527168
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  • id: 28527169
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  • id: 28527170
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  • id: 28527171
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  • id: 28527172
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  • id: 28527173
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  • id: 28527174
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  • id: 28527175
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  • id: 28527176
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  • id: 28527177
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  • id: 28527178
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  • id: 28527179
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  • id: 28527180
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  • id: 28527181
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  • id: 28527182
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  • id: 28527183
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  • id: 28527184
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  • id: 28527185
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  • id: 28527186
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  • id: 28527187
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  • id: 28527188
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  • id: 28527189
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  • id: 28527190
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  • id: 28527191
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  • id: 28527192
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  • id: 28527193
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  • id: 28527194
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  • id: 28527195
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  • id: 28527196
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  • id: 28527197
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  • id: 28527198
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  • id: 28527199
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  • id: 28527200
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  • id: 28527201
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  • id: 28527202
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  • id: 28527203
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  • id: 28527204
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  • id: 28527205
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  • id: 28527206
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  • id: 28527207
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  • id: 28527208
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  • id: 28527209
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  • id: 28527210
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  • id: 28527211
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  • id: 28527212
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  • id: 28527213
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  • id: 28527214
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  • id: 28527215
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  • id: 28527216
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  • id: 28527217
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  • id: 28527218
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  • id: 28527219
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  • id: 28527220
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  • id: 28527221
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  • id: 28527222
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  • id: 28527223
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  • id: 28527224
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  • id: 28527225
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  • id: 28527226
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  • id: 28527227
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  • id: 28527228
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  • id: 28527229
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  • id: 28527230
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  • id: 28527231
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  • id: 28527232
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  • id: 28527233
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  • id: 28527234
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  • id: 28527235
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  • id: 28527236
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  • id: 28527237
    {'hecke_orbit_code': 9007199321850914, 'n': 625, 'trace_an': -899}
  • id: 28527238
    {'hecke_orbit_code': 9007199321850914, 'n': 631, 'trace_an': -22308}
  • id: 28527239
    {'hecke_orbit_code': 9007199321850914, 'n': 641, 'trace_an': 7572}
  • id: 28527240
    {'hecke_orbit_code': 9007199321850914, 'n': 643, 'trace_an': -16254}
  • id: 28527241
    {'hecke_orbit_code': 9007199321850914, 'n': 647, 'trace_an': 2895}
  • id: 28527242
    {'hecke_orbit_code': 9007199321850914, 'n': 653, 'trace_an': 22107}
  • id: 28527243
    {'hecke_orbit_code': 9007199321850914, 'n': 659, 'trace_an': -9906}
  • id: 28527244
    {'hecke_orbit_code': 9007199321850914, 'n': 661, 'trace_an': 19992}
  • id: 28527245
    {'hecke_orbit_code': 9007199321850914, 'n': 673, 'trace_an': 1771}
  • id: 28527246
    {'hecke_orbit_code': 9007199321850914, 'n': 677, 'trace_an': 23112}
  • id: 28527247
    {'hecke_orbit_code': 9007199321850914, 'n': 683, 'trace_an': -9219}
  • id: 28527248
    {'hecke_orbit_code': 9007199321850914, 'n': 691, 'trace_an': 8836}
  • id: 28527249
    {'hecke_orbit_code': 9007199321850914, 'n': 701, 'trace_an': -25146}
  • id: 28527250
    {'hecke_orbit_code': 9007199321850914, 'n': 709, 'trace_an': -13446}
  • id: 28527251
    {'hecke_orbit_code': 9007199321850914, 'n': 719, 'trace_an': 20736}
  • id: 28527252
    {'hecke_orbit_code': 9007199321850914, 'n': 727, 'trace_an': -3438}
  • id: 28527253
    {'hecke_orbit_code': 9007199321850914, 'n': 729, 'trace_an': -11843}
  • id: 28527254
    {'hecke_orbit_code': 9007199321850914, 'n': 733, 'trace_an': -26934}
  • id: 28527255
    {'hecke_orbit_code': 9007199321850914, 'n': 739, 'trace_an': 9461}
  • id: 28527256
    {'hecke_orbit_code': 9007199321850914, 'n': 743, 'trace_an': 24006}
  • id: 28527257
    {'hecke_orbit_code': 9007199321850914, 'n': 751, 'trace_an': 1284}
  • id: 28527258
    {'hecke_orbit_code': 9007199321850914, 'n': 757, 'trace_an': 11850}
  • id: 28527259
    {'hecke_orbit_code': 9007199321850914, 'n': 761, 'trace_an': 24765}
  • id: 28527260
    {'hecke_orbit_code': 9007199321850914, 'n': 769, 'trace_an': 3906}
  • id: 28527261
    {'hecke_orbit_code': 9007199321850914, 'n': 773, 'trace_an': 26820}
  • id: 28527262
    {'hecke_orbit_code': 9007199321850914, 'n': 787, 'trace_an': -25284}
  • id: 28527263
    {'hecke_orbit_code': 9007199321850914, 'n': 797, 'trace_an': 8124}
  • id: 28527264
    {'hecke_orbit_code': 9007199321850914, 'n': 809, 'trace_an': 37530}
  • id: 28527265
    {'hecke_orbit_code': 9007199321850914, 'n': 811, 'trace_an': 8395}
  • id: 28527266
    {'hecke_orbit_code': 9007199321850914, 'n': 821, 'trace_an': 40194}
  • id: 28527267
    {'hecke_orbit_code': 9007199321850914, 'n': 823, 'trace_an': 19303}
  • id: 28527268
    {'hecke_orbit_code': 9007199321850914, 'n': 827, 'trace_an': 6876}
  • id: 28527269
    {'hecke_orbit_code': 9007199321850914, 'n': 829, 'trace_an': -28618}
  • id: 28527270
    {'hecke_orbit_code': 9007199321850914, 'n': 839, 'trace_an': 11802}
  • id: 28527271
    {'hecke_orbit_code': 9007199321850914, 'n': 841, 'trace_an': -23300}
  • id: 28527272
    {'hecke_orbit_code': 9007199321850914, 'n': 853, 'trace_an': -20374}
  • id: 28527273
    {'hecke_orbit_code': 9007199321850914, 'n': 857, 'trace_an': 25527}
  • id: 28527274
    {'hecke_orbit_code': 9007199321850914, 'n': 859, 'trace_an': 41735}
  • id: 28527275
    {'hecke_orbit_code': 9007199321850914, 'n': 863, 'trace_an': 3513}
  • id: 28527276
    {'hecke_orbit_code': 9007199321850914, 'n': 877, 'trace_an': 3526}
  • id: 28527277
    {'hecke_orbit_code': 9007199321850914, 'n': 881, 'trace_an': -7818}
  • id: 28527278
    {'hecke_orbit_code': 9007199321850914, 'n': 883, 'trace_an': 4804}
  • id: 28527279
    {'hecke_orbit_code': 9007199321850914, 'n': 887, 'trace_an': -38613}
  • id: 28527280
    {'hecke_orbit_code': 9007199321850914, 'n': 907, 'trace_an': -47160}
  • id: 28527281
    {'hecke_orbit_code': 9007199321850914, 'n': 911, 'trace_an': -20544}
  • id: 28527282
    {'hecke_orbit_code': 9007199321850914, 'n': 919, 'trace_an': 42606}
  • id: 28527283
    {'hecke_orbit_code': 9007199321850914, 'n': 929, 'trace_an': 23559}
  • id: 28527284
    {'hecke_orbit_code': 9007199321850914, 'n': 937, 'trace_an': 44382}
  • id: 28527285
    {'hecke_orbit_code': 9007199321850914, 'n': 941, 'trace_an': 25098}
  • id: 28527286
    {'hecke_orbit_code': 9007199321850914, 'n': 947, 'trace_an': 30507}
  • id: 28527287
    {'hecke_orbit_code': 9007199321850914, 'n': 953, 'trace_an': -45492}
  • id: 28527288
    {'hecke_orbit_code': 9007199321850914, 'n': 961, 'trace_an': -27942}
  • id: 28527289
    {'hecke_orbit_code': 9007199321850914, 'n': 967, 'trace_an': 42181}
  • id: 28527290
    {'hecke_orbit_code': 9007199321850914, 'n': 971, 'trace_an': -55128}
  • id: 28527291
    {'hecke_orbit_code': 9007199321850914, 'n': 977, 'trace_an': -24294}
  • id: 28527292
    {'hecke_orbit_code': 9007199321850914, 'n': 983, 'trace_an': 34320}
  • id: 28527293
    {'hecke_orbit_code': 9007199321850914, 'n': 991, 'trace_an': -31232}
  • id: 28527294
    {'hecke_orbit_code': 9007199321850914, 'n': 997, 'trace_an': 17606}