Newspace data - 9.6.a

Formats: - HTML - YAML - JSON - 2024-05-04T11:36:49.148063

• mf_newspaces •

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

  
  {'AL_dims': [[[[3, -1]], 1, 1]], 'ALdims': [0, 1], 'Nk2': 324, 'analytic_conductor': 1.4434543783168257, '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': [9, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 3, 'dim': 1, 'eis_dim': 4, 'eis_new_dim': 1, 'hecke_cutter_primes': [], 'hecke_orbit_code': 100663305, 'hecke_orbit_dims': [1], 'label': '9.6.a', 'level': 9, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'mf_dim': 7, 'mf_new_dim': 2, 'num_forms': 1, 'plus_dim': 0, 'prim_orbit_index': 1, 'relative_dim': 1, 'sturm_bound': 6, 'trace_bound': 0, 'trace_display': [6, 0, -6, -40], 'traces': [1, 6, 0, 4, -6, 0, -40, -168, 0, -36, 564, 0, 638, -240, 0, -1136, -882, 0, -556, -24, 0, 3384, 840, 0, -3089, 3828, 0, -160, -4638, 0, 4400, -1440, 0, -5292, 240, 0, -2410, -3336, 0, 1008, 6870, 0, 9644, 2256, 0, 5040, 18672, 0, -15207, -18534, 0, 2552, -33750, 0, -3384, 6720, 0, -27828, 18084, 0, 39758, 26400, 0, 27712, -3828, 0, -23068, -3528, 0, 1440, 4248, 0, -41110, -14460, 0, -2224, -22560, 0, 21920, 6816, 0, 41220, -82452, 0, 5292, 57864, 0, -94752, 94086, 0, -25520, 3360, 0, 112032, 3336, 0, 49442, -91242, 0, -12356, 143034, 0, 53144, -107184, 0, -202500, -90828, 0, -61666, -20304, 0, 45440, -10482, 0, -5040, -18552, 0, 108504, 35280, 0, 157045, 238548, 0, 17600, 37284, 0, -171088, 212352, 0, -22968, -258468, 0, 22240, -138408, 0, 148176, -300234, 0, -350164, 960, 0, 25488, 359832, 0, 27828, -246660, 0, -9640, 105258, 0, 396392, 93408, 0, -135360, -26400, 0, -137746, 131520, 0, 8640, -33600, 0, 352676, 27480, 0, -494712, 217560, 0, 35751, 31752, 0, 38576, 163698, 0, 123560, -640704, 0, 564516, -358740, 0, -507130, -153120, 0, -141120, 14460, 0, -497448, 74688, 0, 20016, 648384, 0, -27838, 296652, 0, -60828, -611046, 0, 879032, 518952, 0, 858204, 185520, 0, -41220, 318864, 0, -724768, -313584, 0, 48500, -135000, 0, -544968, -57864, 0, -176000, -369996, 0, -13536, -562716, 0, -999472, 57600, 0, -62892, -606180, 0, 1359926, -30240, 0, 779184, 392886, 0, -112032, 72336, 0, 211680, 1325136, 0, -990094, 942270, 0, 159032, 91242, 0, -354728, -739200, 0, 223704, -147132, 0, 473760, -1026528, 0, 387328, 483582, 0, 96400, -15312, 0, -1550808, -813576, 0, 202500, 133440, 0, -92272, 461106, 0, 1675136, 1001952, 0, -1801404, -1742196, 0, 401126, -2100984, 0, -40320, 2309766, 0, -1128772, 16992, 0, 2158992, -274800, 0, -641933, 166968, 0, -164440, 938874, 0, -108504, 404880, 0, 631548, 535920, 0, -385760, 2378352, 0, 631616, -238548, 0, 692948, -90240, 0, -158400, -2943096, 0, 885146, -826476, 0, 87680, -2508798, 0, -2615832, -166272, 0, -201600, 490392, 0, -1970782, 2116056, 0, -1154160, -746880, 0, -216148, -329808, 0, 1305360, 138408, 0, 3252626, 214506, 0, 21168, 2481600, 0, 1280560, -1620192, 0, 982188, 2932068, 0, 905198, 741360, 0, -812160, -1917858, 0, -25488, 376344, 0, -2152440, 2436984, 0, -2166963, -3042780, 0, -102080, 246660, 0, -984064, -954240, 0, 86760, 1350000, 0, 1703654, -2984688, 0, -3136896, -2959044, 0, 2756540, 13344, 0, 3890304, -456576, 0, 135360, -167028, 0, 197768, 2006394, 0, -740880, 2554776, 0, -3666276, -131520, 0, -5770402, 5274192, 0, 3509104, -3006258, 0, 2807200, 572136, 0, 1113120, -1359240, 0, 1533626, -247320, 0, 212576, -723360, 0, 494712, -918720, 0, -1881504, 3873756, 0, -1333066, 291000, 0, 5670000, 2724498, 0, -1590320, -363312, 0, -347184, -6451920, 0, -4165774, -1056000, 0, -246664, -467040, 0, 792680, 568512, 0, -3376296, 1399812, 0, -564516, -5996832, 0, -1108480, -2992482, 0, 3874680, -41928, 0, -3637080, 153120, 0, 6299690, 8159556, 0, -20160, -3403182, 0, -2230336, 5268768, 0, 2357316, 6514092, 0, 922720, -672192, 0, -3038112, 5439216, 0, 1717484, 141120, 0, 7950816, -2392320, 0, -1537580, -5940564, 0, 628180, -296652, 0, -6130888, -6679344, 0, 547452, 1235892, 0, 4090716, -2128368, 0, -4998400, -169920, 0, -9854956, 149136, 0, -882792, -1167768, 0, -858204, 2842560, 0, -684352, -1049406, 0, 1644400, -4471296, 0, 2901492, -318864, 0, 10531008, 578400, 0, 643104, 9614070, 0, 6961484, -1033872, 0, -4881456, -3880800, 0, -5730743, 1215000, 0, 88960, 4383060, 0, 544968, 3875424, 0, 2766636, -8576748, 0, -712690, 10050816, 0, 1270080, 369996, 0, -3626140, -1200936, 0, -10453176, 2578728, 0, -876800, 2406756, 0, -1400656, -4848462, 0, 6152872, -272640, 0, 13858596, -8504052, 0, 62892, -6772632, 0, -713664, -362874, 0, 4110236, 1439328, 0, -1648800, -2594760, 0, -7876798, -3851598, 0, 111312, 3298080, 0, -19035000, 6906480, 0, 5633244, -603948, 0, -2446400, -651024, 0, 2737760, 5390766, 0, -211680, 421032, 0, 3215520, -4279992, 0, 1024826, -2314560, 0, 1585568, -942270, 0, 12434192, 800640, 0, -1431288, 11912736, 0, 4215062, 4157688, 0, 3790080, 4406646, 0, 4801676, -105600, 0, -17658576, -3763440, 0, 9429421, 5310876, 0, -550984, 2125620, 0, 8307272, -3682560, 0, -15052788, 1026528, 0, -9702066, -15694992, 0, -1274112, -17695650, 0, -12839356, -134400, 0, 2942352, 20846808, 0, 10199376, -11824692, 0, 1410704, -12963246, 0, 1550808, -7804320, 0, -4481280, 5668620, 0, -3114298, -1296888, 0, 13851936, -133440, 0, -3895920, 870240, 0, 830448, 22423512, 0, 105890, 19515756, 0, 143004, 16091034, 0, -1977680, -889056, 0, 14889600, -16077996, 0, 1801404, 7683360, 0, -10955584, -21532500, 0, -165964, 654792, 0, 17592408, 2100984, 0, -6059340, 5431188, 0, 494240, -17724798, 0, 1339960, 15629568, 0, -11507148, -5721360, 0, -10602346, -152928, 0, -15806448, 3696000, 0, -2158992, -1434960, 0, 14621904, -9032112, 0, -2125760, -13001778, 0, -2028520, 14326782, 0, 18757544, 4287360, 0, 1479960, -8506008, 0, -11777266, -5904384, 0, -1209600, -13010352, 0, 5889476, 57840, 0, 8100000, 10047576, 0, -631548, 10221924, 0, -1989792, 3633120, 0, 4815296, -21211392, 0, -17754264, -2378352, 0, 3129734, 16539240, 0, -560448, 11777286, 0, 2466640, 2593536, 0, -2739456, 11537592, 0, -1493758, 812160, 0, -111352, 22512474, 0, -13591600, -8306256, 0, 12038364, -3819720, 0, 2395872, -4445280, 0, 17275152, 826476, 0, 11954708, -2444184, 0, -789120, 419280, 0, 25365604, -34622412, 0, 3516128, -540798, 0, -16468704, 4448160, 0, -18037548, -23186040, 0, 201600, 16843200, 0, -24029712, 6142230, 0, -31673428, 742080, 0, -8155440, -2116056, 0, -5362064, 9201756, 0, -164880, -26617494, 0, 36281672, -8928192, 0, -4340160, -1090332, 0, -10301650, 2968272, 0, 17680256, 13412574, 0, -1305360, -1254336, 0, 23242536, 19613400, 0, 999895, -7998396, 0, 194000, -214506, 0, -6281800, 38340000, 0, 16346988, -2024400, 0, 32756486, -9541920, 0, 15259104, 25795302, 0, -19854820, -231456, 0, -38711520, 673056, 0, -982188, -24994644, 0, -704000, 12362880, 0, -14717384, 10359888, 0, -2802240, -1491360, 0, 5321150, 4756080, 0, 3844224, -27889074, 0, -28378636, -2250864, 0, 8398872, -42267768, 0, 6843520, -3387096, 0, -3997888, -10381632, 0, 2152440, -8494080, 0, -17954892, -20407200, 0, 29767500, 23248080, 0, 1760976, 3042780, 0, 31952588, -2424720, 0, 918720, 11642928, 0, -46502928, 37798140, 0, 5439704, 10338720, 0, 1398440, 846720, 0, -20419092, 2710224, 0, 7444490, -13382016, 0, 6678720, 16679166, 0, 8455092, 1571544, 0, 39084552, 2984688, 0, -24795574, 5536320, 0, -448128, -27957390, 0, 5770800, -20543424, 0, 32635296, -7649364, 0, -26228180, 10304904, 0, -5927040, 46217862, 0, -3890304, 5300544, 0, -14353920, 12009360, 0, -9269151, -9225480, 0, -3960376, 167028, 0, 20855672, -26383560, 0, -1779912, 45815220, 0, 14006560, -36785328, 0, -45165088, 1095438, 0, 53064504, 364968, 0, 7415352, -52581720, 0, 3666276, 24544296, 0, -1418912, 8100960, 0, -49038928, -6336000, 0, -1019520, -5274192, 0, 3054614, -59129736, 0, -6263712], 'weight': 6, 'weight_parity': 1}
• mf_subspaces •

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

  
  
  • id: 102389
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '9.6.a', 'level': 9, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '3.6.a', 'sub_level': 3, 'sub_mult': 2, 'weight': 6}
  • id: 102390
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '9.6.a', 'level': 9, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '9.6.a', 'sub_level': 9, 'sub_mult': 1, 'weight': 6}
• mf_newspace_portraits •

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

  
  {'char_orbit_index': 1, 'label': '9.6.a', 'level': 9, 'portrait': 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K69JEYKCVawZkJyrqmp+JbpiZQDJwMEsHk1bFodsXVdi2olQgiIE0mzW2VmKWCqFpKlAQ8+43H8nODE+ZTzzRivEvHaGzr84LcYlpfWcexsnVMzivNzKecWEk7NW44sWG64fJ5/+4FF1k2OcfLcBLNLFWYXAs4vSBaWU5ptw2JXcWruAN25J7a1xPWPLSUnnpyYvvpDUT8+kmXmRLUWvtLQ+H+8/YM3Ppvn/hxstAm17r8eP9n/ji999QW+9vgch5cy/sM/P83NF9fZe3SaU7MVZhYEc4sp88sJC03DTFNwbB7WrV7iFz+wwKt2Vjl1foqTMzXOzWvOzVlmFlNOz2WcXspYvarDt9zc5eL1iloQ4MmQ+eWAuUXF3DL0IkhSi1aWapgx0UhJLZycgYoXEwYaLTPqFWj1AmqVCAFUA8NiM2CpLalVBIstwUI7oxpYLFALFct9wUQlQktFpRLja8mJcx6p0UzVBbVAoBSkqaDbF8wtC2aXLfOtBM/rE1ZTLtoY8dabEtaO1zg3N86pGZ9z83B+IWV2MeXEHBxbsNx45Ty//IFF1k2MceLcBHNLFWYXfeaWJHNLGbOLMWcWDLtOCW68YoZf+X7LweOr2XN8FRu2XYcIxj55+MzCT1UD79S/+t++/ZWGyN95+wfL4MdPzaO92vjp5TP/m2j/5Q3rxh75jtb5jEY4xfaNIceaPZTOqIZ9GrWYyb4mST0yo7FCIGSClBlKwfH5CX75LyX/5v1zXLstYaw2Sb3SoBYGjNU8JuqStUuSk3PjfOq+KsqPuGxLn83rMtqdHpunU95yW0aUaASGrz8XsNgJqGYRZ+YVzXbImo0BC12YmYOdmyVHzlt2bPAYr8acWVKsHU/JjGS+XWG+bVg7mbDYVDSqiovWdzl2NuDSLSln5izLrQqXbMzYvDbm5HxGox7RbCfc/3wISOLE8Oqrety02bLQ8bh4fczOzRJfVOj1V/HcgYDZRcncYsb8csrZBcOxOUE77XPT5cv86/e2ma5PcPTMBHNLIfNLPvNNwULTsNhKWG4bml3oxhaTZWSZz+nZkMMnlvj4A18lUpPfceer1tif/em7n/mFH+//jkk6y8pf9UpD5oK3f5AAjxc/gzf+WHD+eP8/f/Izp7/v2NkT6h2vPs6VW+tUQ8mmdXC600aYiCAQNGp9+rEmzQTWeAihUAK0FGiV4ivLycUxfvFPPa7fucy7bpvnkg1dVk+McWauytySx0LTZ+May/yyZnY54NTpGvuOGvpRyurxiCOnDNYKfG05dMYjzQKSNRUu2ZQxcUmf2aWYhTM1btipGW8scfz8BK1OgkTR63noqZjxesyhmZDUGqq+R1wVjNf7WOtxej6i3aty1faMmaU+9z/nMVWvc8lGy5Z1EoNivKHwPAtWcNlWj1UNQbcX0O2PMz+nmVnUzC8LlloZS62Y+WbGqQVBM8nYvqXFd9y+xA2XKMYrqzhyusH8csD8smaxJVhsGpZaCcvtjOWuZamviJIMT6UcONPnM4+v4vSsYKFv2bHxAK/eefpdTz5m33msdcXFXdP48d/68/ujn3jf619p6Lzk9g8K4HsPn0NJ7X3hvi96jfHVv/v4k898772PzasD5zQP7NrMq3Yu88NvPc36NRlxrGh1Uzw/olHtkSSazAins6VGSY1SAq0FvpdS8Sxnlit85bGAx17sctPOFt/1ulku3RqyeW2NuaUKiy2fVkfS6mo6PT2QJHHawKTgaUvgwZuuN2yY7oOK2Hcq5cmnfEI1xuuvS/D8Js/uq3P5VsuzByXGKnpRyrGzlrklwQ072swtGaqhhxCCjWvgmX2aK7ZqnjncZ/H5Cndco7l2R5cXj/X42nMVJD7rpyqsnwQRgqcFew4JktRp+l4fOn1Du5vQ6hoWOzDbtLSSjEu2tvnx1y9z0w7DRKXKYrPBkdNVFpo+i03FUguW2xlL7ZTldsZi27LYlcz3BUmSMFGLqda6nG3OMTEFP/e2JjftsNR8yf5jLyjRXnrfa29469UXbb/+vg/az38Ic6MVav0rDaXB7R+MBo+6LfxKXT/9/KF/9+JzX/u+s2dOTO8+1A5mFjKWu4JzbclSlFGr9VAi5fys4eptbf7zB5e47uKQucUJFps1FlsOqMstzXJbsNS2tDoZzXbKcidjqQMzTViMLEL1efvtTS7flHLTDst4LaTZCUlTjzRTJKkkMwKwGGsJvJRGvcvzRyT9KOG+Z+qIJGT7Bp/br+kQmyXufWKSq7f7zLVbnD5X4/pLEw6c0CTWcuys5Ufv7nP0jCExdQ6cMty4Q3BitsvC0jhXX5LwtWd6JFGNV1/psX1TjBUtvvqsIOoLdh0OqFc8qlrgSm3AGIgzS5JZIgPNrmF8rM91l/a4cnOfu1+doajS6tSYX6qy2PJZbGuWW5Jmx9JsJzTbGcvdjOWOZaEjOdeWzLdibr30PP/5g7NcvhVOzgSATyP06fTqzC3VaLZ9Ts34nJqrccVl25Nvfctt//FcvOPfNkQnXbum/kpDCvgHAvB/+6u/wd989oXwb3//e/+PQ4dO/pvHntgjpLS0u4bFptOEy11Y7gmW+oJ2Iuimhl4/5pad8/zHH53n2ot8lltjzC/XWWpXaLZ9ljuaZlvR7AhaXUOrk9LuZrR7hmbXstgVLPUsnTjl0ov6jFVSTJpy9+09rtmeESUKLS1RYvnsw1UOnqmxbsJw4qyPpsKODYqrL7GE1Q5P7usyM1fnuksqTE4uc/9zPtdv85nvtOl1a0yssjy3X/L+O/s8s9+yejKgE7VZWh7nyku6PPAcrGk0uO7SDueXl3l89wRVr8Y1F8Mlm/so3eHIecOayZgTZxM+90hAL1FICXFiufaSiLfdFpEkmvEKXLlV0OlVaXUqLLcDljsezY6i1ZE0O9DqZrS7mbv4u05zL3QF59qC5W7MrTtm+JUfWeC6Szza3SpR7NOPAtrdgFY3YKnts9TymF9SLLYMgW/ZvuNKu3HLRf/uVVdf9LHa+OYjQP+VLuB6xQF+etevseFKVf3EX6c/d/zczL/bNNWi3ZlkdknRahuWOymtTkqra+j0LO1I0I2hHUsWY8FiJ+WmSxb57tcv8M7XpDTCOrNLDZaaFZqdgGZH0+pq2l1JqwudnqXbz+j2jHuMLN0Imj1BN7bEmcH3LToXb56CQFqskQSeZlVDsXG1ZOt6y5Z1PTLR4guPKw4cafCm63xefd0Sf/j5jHF/kjff2uWhXQlj4Rjr13X4xjMV3n57xn3PZ2xbFVBrtHnk+YBveZVHvT7DH352ktdcUeGNN7XYdbLPVx7zsGmVLWt8tq0TbFxjWDUeE/gJxmZ4OkMpVzbiawh9QZJoun2fVlfT7Ws6fUWnJ+n0oNO3dHqGTjej03MXeqvniGO2I5hpWsbqLd712lm+53URV14UsNis0e2H9Poevcin3fNodzXNjmK5o1hqWVqdlLmljHbU5qarxsytr35ntuPyG35iy9ran7RjkkbwysHsFdXgP/ML/4V/+XvV8OqLZ//lVVvP/uuL1vQJPE3oJWSZQAgJQiOFQKkUXzvwVSJLJTJUPahpzYtHp/nQ4Sp7Ts/w7bd2uOGSiLFancVmjVorpNH1aPc0nZ6i05d0+5peH/qRpZ8YotiSpIY0tWRGkRnAglQCTwtCD+pVyVhdsG7KsHFNl/GxJg/sstz3pI8vx3jjdT7XXNriwT0xWTLOdVfCci/i5PmQt95smRjrEeqAKJHMtlJkKvmW7YJd9YjnDoS87sZJbrm6zbMHJYIxrrvU50ffscBXno556PkqB04HbJrSrJ0KGKtVqFch9MHzLEq645llgtRAkgqSRBAlln4EvdjQ7xt6UUa3b+hGhk4fWn2Y6yhm25ZU9HnNVYt8221N3n9XRhI3ODdfzYNYP6+5cbFJuydpdQuJk9Jspyy2MjKr+cbTXfn04c/In/tnya815MZPLjU7s68kxl5RgK9bjVZ6+V/f88jizzW75+SPvlWw0BxndjFlrC4xaIQVCKFRUuApx1qBtgSeIYgg9DJqnmC+V+OjX93EV59s8dYblnj77ctcfVGHqfEqC8tV2r2Abs+jG2l6kaIfKaJYECWSJIU0U2QZGOuWNSnB0xB4llrFMNFI2Li6S2o7HDyT8OnHfPYeaTBZqXDDTs0d17d4eE+Tex8d4+adAaunenzxKYvJKkw2YhZakbtogLXjHZbmA5QIufWaRb7ySMip8xW+9eYuabbA159bRZKF3HjZGr7tlibb1jd5ZLfmhVMV7LGAjVOSyZqgGgoCX6CVyEFuMdbp8jRzF22cWKL8Iu7H0I2h1RcsRYKlNkjd47pLl3nXHU3uuj5hql5hcblGsxPS7ft0+h69HNzdvqTTk7R7gnbX0u661bXZNfRiy/lln3Ndw/ddcRyx9NeVF1+44deuv/UHn+12s9+uVl+ZpPnfO8CfffxTXHPFGZrt8Kc7iwfe+qsfWbz98b3al1bzvjcsMVH36PUVSSIxRmCNAiFRUqG0c0U8L8OPwPesA7k2VD1Lo69ZaE3yp1+t8/UX2tx8RZPve/Myl21qsmo8JElDelFAu+fT62uiRJGmkiRzf8tY4cAtLEGQUQtSAj9Bqj6zzYjPPSk5cd7n6KkJbBKyY6PHZVsV11/aQnizPHeoweapkCsvskxNLLPQDNkwpUAa7nk8IEBSCSxvu6XHn9+TcW4uYHq1Yr4d8eKRgA3TE9xw8RwPvdDk0T1j9COfS7dOcd3WLldtbXHo7DInZiyPvljl6MkqgZAEWlILICwxubWQGUuaQZxBnAo6kaDVFzRjSEyKUH2u3t7i++9qcfPlhs2rPTq9SWYXq7R7Pt2+l4Na0esrepGk25d0c8em08vodFPaXZNLHcFsV1Cvd3jrrU12buoGn3xE/uDnn/348vSYVP/ut/7sv140vZoPfM/b/ukC/Lf/9Atcd/NHeOLh7/zgk8/t/+XHdjXrzx2TKM/j5GKFE3ML3LyzRbvnkWaSzOa2nwApJUoptBJ4WuLrDN8zBJ4h9CCMLVU/YyKUtCKPheVJPvHgGA/v6TFe6/G+O5tsX7NMmmgu2Wi5dJuiHzm3JDMujQ+gZEbgpxw+A8dmBb3U8Ff3VlnujNPv+kxVFOsnNVvWaS7aILjy4iaZXOAPPlen0xzj5ss02ze1eeFYRqsZsmk71CoprTgk8CVYi+95LPfh9Ixk59aAy7f32X8wZvfhCjdfOckPf+s8f3JPmyf31+n0NAvNOhdtCLliY49XX9bmbbe0afYW+Mt7K3QTn1MzHruO+fhauBIAwACZgdQY0hjWrYm5/NIuJkvYvi7ie94QMVbVrJ3wiZMKp2dCOj2fXpQzdqToRYpeJOhFMn+EXj+j18/o9DM6XUMr1/GLfUmzl3Lt9iYbJiAzPlduXkDz9fF+uuPfr19zWfa+7zrx20tnPsPEhnf80wP4uSP3sPaiK9Sf/uV7fvjYiT2/LvrnAs/4rPIzsgnDqcU6v/rRcf7Tjy2zcVWXONGkmcQanA6XoJREK4mnnTb2PYPvZQSeJYwNldhSSwz1ECYqgm4safXqnGzW+ZWPTkGWIEm5cmeXSzfHRLHAmgxrXaAmpUBKiR/47D7ic/hkSMX3qGnJqppg+3rJ6knN+mnJlnWGnVuWSFjg9z5b5+SJMW7a4XHxJoPULe57JmCi6jE1DhONPrVKiEKQGUGr57PQMSw0LcvtGnfe0OSFgzFHzmimxkJuvHycH/62RX7vM/DM4RqdvmW5ozm/0GDdVIXpyYj1Yz1+4Xt6VMMWB04Zdh1VBIFFKoMUuc6yFmsgjgWXbk65dkeGsJok8cFO0I8Dzs15dCOPXqTpx0669WMH7H4k6cfC6fjI0I8M/TjX8X3jgtYIWrFkti3YuaXJh963zKp6jbNzk/R6VeJewLEzx+q3re78+gtPXZ3s+J7X/NEfffRL2Q+//y3/dAD+0MOf45nja70tyw99/9rayd966NiMJ3XI5Jhgc2JRwtCJFPvOjHHo/DI7NveodgPSXDoArgJQWrwc4L5WRL4kiCVRbIjijEriLL1a/hinhjiFKBH0U0mUBSRpyOFjdfYcsmQWTG4oKwG+Ak8JAg31AC5bDfUKjNckE3XF1LhmegK2rItYP71MZBf57U+PceToONddpNm2QbJ90xJPHYk4dX6CV++QTDQMvu4RSg9lcb66AUyfxVbI2TnNzVdWuPyiFrv2B6wak1TDOtfsyPjxdy7x258x7DlTp9kxNFuKuSXNqvE6k2MVxuspjWrKRDXmLTclBF6Cp1KUMkjpvpe1AmMkcapYXFSkqSZOFXGiiJL8MZbunkj6sSRKBFEs6McQxXZwfB3ADb3I0I2cK9OOBMuRpBNlXLauzfZ1ilanwcxCjTOzFRaags1rPU4cnwueePHIb/3S96Xm2++67E+33HtP8uY7/9fLlf/lAH/+6a+wZd2YfmzXqR/6zNeP/+aWyT3e225bzbGzmnYPssyjHyeMty1HF3wefd7n9VfFNCp90lSVJApoqfC0xdOSwBP0Y0HkK+L85MRJEVgZktQ9L7J9aWbzJdtijAsmi2SJEKAkaOnstsCDIJBUQ0ktVIzVJRMNWD2RsWVdl0Z9iU88lPDInkmW5xtcuVmxdb3m4k0RQi3z8QcarK4qJsckq8YjHtotOTOj2LkOkkxw0eqM266O2H94nIWmYLFZ5ztf2+Lp/X2OnpXUQonvjXHFdvi3H5jnob09Pnf/KubbsGV1xlJLM15XjNUD6hWfWqVCGBhCP8PTBq0sWloQ1hE5YIxbPTIjSVNBmkmSVBCngiSRxIlwZBAXj8MANY5NHqga+pGlF1u6MXQiQTsSLPWgUe1x63VdwsBjbtEVqZ1flCy3DWdnNcfPK4ze4111Sfw7TzxbUc1kwx996nNfTb/97rv+cQP8i48mouqf+bFxb8+vPvH8fm/z61K2b2xjESy1NLVQo6Tl2EJMexmOHpNEScJ4NaKf6BzgFiUNWmm0p/C1ou9LglgQJ4IoEcSJIk4hSYaWX5IZsswOwJ1lFpuztrUO2ABKCpTM0/paEPiSSiCpVgSNqmW8njE9HrN6sg1yib/5huLPvzLFqjDkqi2Czes8Nq8zbFm7zBefNSwuVbhmk2S8IZloxByf9Wh1NUpBlknqFcX6NSmP7jIstwznFwKu2F7lNdc2+frjARM1CAIfpca4cjv80Jtn8eQsn35ogn1nQta2ElaNpYzVFPWKpFpRVAJN4GsCz3n4WoKUdvAdse6iNlaQZZAaQZa6Cy7NHAkk+aqXJMYRRe7CxLkLEyXOiekl0IsFnViwFEtasWXLWMSOrRHjE5bDJwzHzwpOz6aDDPLh85JLdih6/Re9U/v9X3/XXZm3esL77fz6+8cJ8D3PfQFj7U/d9+Dhf+fJ47Wf/s42G1YZrPXYMC1p1HxWTyou2xbj1xc5cj7j+it6TI/HWBNRCdzHk9KgpEVrg6c1kWfwY0UcCOJY5iyUs1EqSFNFmuWsnTlHITN2yNol5hYCZ7Mp8LXA96HiQzU01KtusM/0eJ81U0s8tj/mj79Y4/DJMTaPeWxfK9i4xmfjGsHFGzsIb4mvPTPBRKCYGpOM1yzj9R6NusH3JEI4Cy+KNcvthFY3o9lRzC17tLt17rxuhi893uXwuTqVIEErHyHG2L5B8r1vWODmy87z4XvGeGrPBBvakjWNhEZVUAvdBRkEksBzEs59J4EUwwvZ2lyy2PyCN5DlJJBklrQghsHqZ4mLewJRAv1E0EugmwiasWQpAWsi5popz+5T3Lyjy5ef7fHYczG+sPQSS6sHrVjw+L4qx2c0WxsnauOB/fdj01eqv/r453/je77z2/7xAfwXf/k3uOLn/ys/+ao33HnNpv1jr76mzbpVfTJjaHXAUwnjsYe1kka1x3WXz/OqK1K0ssRZxlilh7ECKQxKZmjlwO1rjzhRhL7KtaQkSYt7DvAsZ6lMkBkGFqC1wmHbOitQyFyaKFdI5XuG0DdUw5RamDJWj1g92abV6/CfPq6577kp2q0a21cJNq8WbJh24N66rk+9usiff83nzLkal68TTNQVE40MYyPaPYGWDmzGOhYfq6ZIlbLU8VhuwcxihR2bK3zvncv8zdd8Ts56eDpBSQ9r6ySZ4spNi/zi+1t8/YUOH/7sKs6drrJuDCYqGbUgoxIIfM/dPS3RKg+cBYg8aW0ZXujGOKCbzJDmK5wDOiSZzeWddZIlFUSpA3gnFbRSQTuxJEmESLr4tZgn92ie2efx4G4PAYyH7rh3UkErMkQ9y/nzPmfHMybHD439+Ltbd77qdf/hN6Y//3vc9W0/9o8H4J/92B9x93depNSvmF96+NnTb35+PxyZy7CpYNvajLfeukSl6jHeUGgFSZaw0I/58mNVPnNfhTtu7PPdd/V47fUdGrUU3w/oRym+5+P7CUniQJ6k2gE8kySpIs0EaSrJskJvilxvC8wK5pYClDIoBZ4yeJ7TsLUwoVaJqVd7KNXmwRctn3qkwf3PrGJtTXHFOlg7KVm7ymf9asmG6ZjtG5d45nCfzz60milfMdWQNGqS6Yk+B09bHno2QFp3MWWZQKB43XUJD+2KmVsOaXUy5pc0G6brvPO2Ds8fabJr3yqqfopSAvAwWZUoUmxYE/Dddyyxbvw8n36kwqMvTHCmFTIZCBqhpeYbQh98naEVKCVQ+fctF2bYQrKYYoXLbcXM5qufky9xKogzB/Be6sDaTiFKUkj6rAq6vO6OJt/z5iavuSHiU/dV2HWgzWxHcbzr42mo6ISJoMdbX99i2xpDFGtuv9Kj16q/+VN/85v/ftu17/l1a3+0242Ja9/ktP43FeC9yBL6hIdOzmz5yuf+5L1bp5c/dHI6Fk8ebPA7n2wQ9RMqQY/f/GwXT6R831s6XLwx5fc+VeXQ2UmOnQtIYsmnvlHjvuciXnV5l5/5zg5Xb0+YaPRJs4Be3yeKfZJUkySaJFO5JJHO004FqXHOgbHCJYtyYNsBuC1Sup5ITzmrsVpJqAQRWkX00z4vnjD87ufHee7wBDoL2DFlWTNuWTWuWD3ps3ZKsn46Ydv6NjPLLT5ybw2bhKxbLRira8ZqlkY1ppdlGKvwpUDInMGNQmlFagztvqHVzVhua87NV7isUed9dy7za7MVjs5W0Tpx0sZqUhMSJZJ21+e2y9rcelmTXcdO8bufa7D/ZJ25xQqBlFQ8QT2whNp1H3nKIvNAvXyzOcAH2c/c5XHghjgTRJkDdt9AN7HEUYK2EavHulxzdZufffcyN16aMNYAmfm8/00Zr796hkNnFvm9T9e4eGPGB97SRSHYuEZS9T1a7QqnZyd5bBfe7mOnfu5bas//5KY117+n0+l96ZuK7m82wI8eOUS9Vr90/979j+85eNy7auuiaIxN4CmPdTVB0w9oJwEHz4xh04x/+eEMrHF13EI5mqlAZgwLUcKXn6zx+K4Gb3l1m3e8vsuVWztsXtVjrOaRJB5J6pGkmih21ldmJFmmcmBLjAGLGIYxObh9zziG0xmeTvBUzLmllENnDQ/v1jx/rMETe8ZJkwrrGpbVdctkQzA1ppga91g9KVm3KmXDdI+J8UU+/iV47MVxrtkgmGgIGjVJvWqoVyPaWYzvKXTqpIK1zsEgknT7Ga28AKrZsSy2NLOLDW6/vMO33LLIn3w+oLYgUSJxgDSaJPWJEkm377FqPOSmHW3+8Kc7PLGvxfPHPB7fVefUYsj++QqBklSUk0e+tgSeRZETeX5YCibPrJNzsXXSLs6gF+dSxSTYNKUe9Nm5vssV27q88w1d3nxLTMNXJEmFXltjrIszNk1bNq82vPbqPtZKoEqaaaLYZ6bt0e8HZEbQjPu8eHIp2PD8pwLVf/KWs3Obv/Gnf/J73e//wW+eXPmmAfzsmbOsW78u3PXcg9++57l7vQefFfKBp8ZYaEqwMBZaQs8wlkKUCeLMI7EeqXG2MORSAudPZyYg8zKWsxp/ff8YX3m2x6apHt96W4e1Eylb10bcdGkHgWZq0iWATKYwRmFsnua3xbpsc+Y2WGFodZ2XK3XKo/s0R85JvvxklUNn6ywvV/CF59h60jBWdT74eF0zNa6ZGhesmUxZt6rH+tVLPLbHSZMNY5pVdWjUNI2qYKyWImXM3hOKZlexseZ0sLUQJZI1U4JLt0Q8OGdp9iztnmPx+eWA8wvjvOu2WfYcX+Cp3dN4yoJIsBbSzLXm9WNFr69pdnwm6jVee3WHN17XZeHOOQ6fhS89FXLkbMDT+6sITzPX1/QXFFJIhBC5Jhc5yG0OcktqnVZROmOyETEmEm64rMvWtRHrJxO+7baYdZMw2VD0ogbLbe1IxSh3zBGDrLDNV9DMqNyW1CSpIklcXcprro64fKsg7sfsOdD+N6957VZxx2tu+7Vv//Z39ccnvzmjnr9pAF+3pqqPHD3yrx557uD/vml6Se7YUOPwqZiGZ7DeMICp5MFfYtxymBXLJC66N9YtlakRREaRGE3i+yz3KyycyHjheIIwCZtW97huW5+xWsYdr+qzfiohS1IwYHGpdzvC3CCVJTbwxK4Ke45W8UPJs0eqnF2oEGpNw5dsmbSMh4ZGaKlXJI2qZKyuGW9opsZgeiJlzWSfTWtaZCzx5/eNs7DQ4KpNhrG667GsVw2NaoK1CU/u8VlY9Lh40mUXrYUokqwel9xyRY8Hn8to9ySdbkqro1hqe8ws1Lhie4/3v7HJk/sqHFtooIQBkrzGxMsTNIJuJOn0PJY7AY1qnYlGn5su6XH7FX3OLfTZfaxFWMnYfVTz5K6AzEqEFAzqtAc2ogVrwBiy1LJ2Vcodr+ozUTVcvc2wcRVkmcbYClHisbCkSY1y1ZeZzFdMgbFy6NYYOfDes8wZAWmqSDIXJ1krINUcO6N5at+SvOG63R86cXydFnrtvwXSfzAAX1ruMbcU//Kjjz740wvnXvCDCY9GTbJ+WtHuQT92EXkRnad5IVCWJ12y3Loq9GCWa8HMQGrdxRD7kthI4swjM5YzzQYnnzRIlfLl51KqOsVY406Sdd3qojiDQrq7lBihaHY80lgTaEk9tFw8BTXfUvdTKgHUQkE1VNQrikZVDxI9U+Mpqyf6rF3VJjVL/PrHKjx3aIrNqyzjNZGDW1CrZNTCmFq1T1ip4OWBnshlQWYEcerR6/VZ7hsmgjwr2DM024qlqs/J82Nce1HEz3/XDP/xY5pTyxUQGcamGANJpolTSS/y6PYVnb6m0/NotgMqYZVKHiy/7uoYz4+56ZKM73xN3zViS4MQJrdJh9G3NY7VMyPxtWCsrlDSp9/XzC8XYFZ55aUkMzIHcfFcYHPHygX4Q5C7GEkMHK84kfQjSbMraXYtoSf46v3P+QsL6XuDytivfORjD6QfePfrXnmA/83nnuDTX90VvP7a/uuW554LZ2cFNvHJDFRCCbhAJ0ltnnwhB7dj9aywq1YEPNnKCN+6WufUCFILiZFkNUlqNEkK87GTOtYO8wauMhC0cOWkXp6tXFuzVCYsgTaEuTYNPUElcPdqoKhWNPWqolETTNQNE/WUVeMRqyc7bFizwB/dY/j0/atZM6ZZVTeMVd3FUKvgAF6JObdoOHQmoOILl3ShqPQT9CPNJetT1k5FtDuBq+3oZbS6iuWOpt4MaVTH+a7XznLo9Hn+9PMbc8vQYEyae9aaKC5qRyTdvqIaaiqBR8V3RWO+n+F7KYGXEfoZWmQomSGFyRNBZsQnJ5cYWSaZXxyCuABqmZVNlr+X/34R1BszBHgB7ixz9m2S5ZnT1E3P7fVdbLJhOmDVmOKp3Yc2X3fDnb/7/rv9H3nXwsNRber2Vw7gWdRC+vXqX3z83t/+xd9+5Nak1aWiq4S+axbwPQVWoFSWJw/yrGJmhyA3ObCL57Zg9RKjjwDfAd7mTF9YgNYOgyaEA7cQ5BaZdYmi3PP2pcXT5DUtEHiS0BeEgUuYVEJNrSJoVGGsljFeT5loxExPdFg/vcgLR/v8xQMbqIUBaxuGsaqgVlVUK4JaJffRKxHPHRc8sz9k24T7+yKncGOhG2luvNSyY2OfJ3aN0Y1dpV6nZ2h1JMtVj7mlCmEwznvuWOCpvXPsPrYWV1FuyExGatwxLepJepGkGgoqgaISGALPywFu8LTBUy6foJRLnElpkQXARWE1ifxYioGGdsmhl7JyAWYHcDEA+BDcRROGA7ezcV2uwiWO3KMQgmpFMdGANdMtvb7y0AeOHH+dqa/7lg+eOtPrbtpQeWUAfvDYcbTn/wvRO/AD48xj6mPUq5LAJ0+iSJcCT4VLn2cuO1ZkF9PMDpMNppAsYgBmYylJl9EaEmMZAfZIwlcwqOsu7DElQCmXtdR5p46vwfcEgacIfEHoK8JQUgsF9aqlUc0Yq6WM12Omxrusm1ri+aNdfvbDazh9bpyLpwzjVahXJLWKohZCNcyohimeF9GLLVpqAsVA8xYSJUklWeZR91P6maETSdc+13eavNlWVIKA0K+zZW3Cf/qxZX7+w4IXDq0BK8lMRpYZ0jTJU+naVf9FkkoAgS8JfYvvK3xt8bUDudZ2AHAlrUt4FVJFjB7HIo4xdpgoG+QVsgL0w0RaAWqzEuCDe14akEKcul7SNHMruZRwfkHSqDY4e74jDp89/APf9q0HjiRx8u//ZzD6/xrgv/vHn+GpZ+c3PvniYzfefukhvvU1HifOBfRikSda8mRBKtCpxEslSWbwUkuap4cz48A+ALl1gC9LlTKYi9dF1G9zZK/A9hDgEtfuJl1GT0uX+HDsnVclejIHg3QSJbTUQkO9mtGoJozVYibHeqyZWubZw10+9N+mOHJ6km0TlokqueZW1CqSWsVSDTLqlZhmN+Uzj1SwmcZXFild0VjhPSepRAnN3be3eWhPTKsf0ossvX5Gt6do9yTVjqbiBwR+g+1rU371hxf4hT+RPLt/dd5al5EYSNIszzhKokTRj9x3CgJB4AkCz+bf18lFrSxKOQZXAkRes+JWveHRtABG5NKPUZAPiCiXNAXwc/PAGHIiEzmIhZOnI1lS41b01JAZy6KBo5Hl2Izloq27ue26+RtXTd258cjuz57eftXb//4APje3wKpVkxu+/NUH/+vMudY7H00X+e43SQLfMrsY0unpfPkRg4q1NHUnNdXkmqxgcDMINh24nR4vUslD1rAlGSJGtPbQLMnDytw1ESWAKzmsz3D15BLPc1WJgS8IAzdirRIY6pWMWg7uiXqP6YmmA/cfT/LisWm2TUlW1TLGKq5wqlZRVEvsXa3EWBFzfrGBFBKtMpdJLD6vdYxmrMfaCYs2KZ1U0IutK0XtZ7S7kkqgCH0P3wvReowrt6T86g/N8KE/hmf2T5NZRZIZ0qJuJLGu8i9QhL7Ej9338z2ZX9RFIVYO8rwgS0oHbFGSdkWQbgerpBg+t0MwFzGFHUhIx+4udipYnEFtkIvD7OAzD2peEkM3sswsQyvt87rVTeZnpt7p1ch2Xnn3Ty4vL50ZH5/4+wH42XOnWWou7kzjhXdN+G2e3bueW688w5WbOySpG2XgRYpIO5DrXHd5aX4VZ8IxeObqMjJrMblcGbD4CMhHAU6JvQe8XbhehSUoRG6ciGG1oJKu5W3QMOFKY8PAUgkMlSCjGmbUKimNasRYzYH7mUN9/o8/mmD38Wk2TSima4axiqBWlVRDRbUiqYXu36iGKYGOeeIgnFvwqfkFgJw1Z+1Qx3b7mnWTgisv7vD4njrdyGWDHcgNnZ6rufE9P9fQ41yxJePX/tkMP/+Hlmf2rya1OZNnrnqyWPpjX+L7Mq9NkYMVS+tcpklQBchzFi8Ks4pVcHhBDh+Lc1BkiIsKRVuOpyyDVbwwE1zsZYYgHwDcFXP1Y0ura5lrwc6LU159+RRP7epztZ5518Tk4d/udLtn/l4Y/LEnnkbJcMPzu/f+6rFDj3LzFYLVUxUqcpIkzQj9lDQTLqgrOnBSB/RUF8VQDAqisoFuc5LFFlIl19y2APZKgJe4W+TILthH5j6vksIBXDEoh/WUayb2PTelKvBdgVUlyKiErhalXomo13pMjbV49lCfn/39KfadXM36cc3qqmGsArWKq+IbsrehGmZUggTfi3jxiGZursJFaxjWguSf2OSs14s0F28SXLm9y/0vGLqxpJc3FPT6hk7PVQf6nsbTPlpVkdJwxaYl/q8fneFnftfyzIHVJEazKjMO4AnEgStvDQLjAJ6vVq4AS+T3vE5FDqWcKMC+AuAvB/QhCY1KyGxQxFXUuORly6kr6kpXgDtOoJ9Y+ok7P2mvzsPP+Rw6ldBJHmBy3P7q2vVXvGvvi0+cufzKm//XAfyzX3wa7+yNnPQ/ur5qj9xw7dbzBH6F9atTahVNmoFWDixu6VMohWNxlbN4CeTlJWwYlRcHLmdx41S2teUDbEsnYAhscCdKFidNikG1oFagNXjK4muL51lC3/V0VoKMMEipDgqtukyOtXn2UMS/+IMp9p1yduB01SWAamFeohoq57oEJm84SAn9BKkiOrGHVBpPWZQiZ3EGLooLviRJ6lHzEyClHQeuRSwuWsMkga/yQNHD0walqkhp2bHB8p9/bIaf+R3D0wfWkGRe3mBsiTNL5FnCtKTBPYOXj7LTSrqxdlIi1fA4FSAvjmcZ47b8WHatSgaAzbOh1hTxlR0QV5qVHLS8QjHJ7GDFiRJX/+IrWG4KHt8T0+4Ljs30WI733fCqa6P1733Pd59ZOvcsE+uu/18D8LvfcoNYmJ+7eu+93/j4PV8/4X/rbUtce1GTDatDepFrTkiVHIJbFkHNaDmrp4dRdQHwImjJTCmgGYC9SP2WmKR0Aoq67oE8yctgVbEMK1zRUQFwz7iGZT+j4rtVpxImVMOIsXqPsXqLp/anfPC3V7P/1DSr6x7TFcNYaKnnzF0NFdVQUQmtuweGSpBSCWOOnzd85N46QQheyakoAGJzyy3LXOHU997V5C8e6DI7H9JLXGKsHxl6fkbQl8PyV+0N7D0hLDs3wm/+xBw/9VsZj+5dTS8Nmc4EceZmxkSJJfQtgS5KaB1Dam1ygAukGq50BTk4OVWQRmGtDDsnRqWiLcVIQ3lZANtkrouqkCnOSVlRilt0E6UuqdeKBUcXBGEYcd0lLa7ctN+/ZNMVHz87u/COxvTkrtL19s0F+Pz8PhX1u38m4l3bus06/+eHNd/75rP82LfNUQ2r9KKAONG5thtaUUpJdCIHkiUtWUeDiLvkhVs71HiFt12uCBxyNyOBkSyCJlECt7R5vbfJ293MoFk5zMEdBjGVMGa83qWfdPjSU/Arf7WW/adWsaquHbgrQ3BXQkUYqjwx5ALT0E8J/JTAjzGkdKMKY75AS+uYcRACD79fZlx9Rr2m0MJtQdhLhAN4bAkiQ9839DyF70l8rdBKo5SfXzSW7esEv/bPl/m//jrjob2rONOu088UY56l7hvizLo5MqnF14VFaks6XAwZXIqSxCuO64XLV22eLbYXiJUKJ6wwD9LcLRsAvMzeqaCflMpxM0E7tvhehx+6c5b3vdHjuX2r+MIDL257s7/tz2bm5l/F/0Aa/78b4NbuJY6TN3/6U59be/zkWSbqFRQBv/Op1UxWT/LDb1/G86r0+iE6ztDSy9nToBNFLBVaW7zU5l6oHExiGiYHytG5zW2pEmuXbyVgi8LvFnYgT9yFNbTFvNwH9nXeiZ8DMvRjqmHEqvEOc80ev/YXVf7sa6uJ7Rir64rpimG8YmkMUviuV7MauBknlcC6VSBwF4qnI+571iMznmNLmVuExcwSyq1jkiRTSOFx5/Vtfv/zq2gnHmM5i4exm0ZVMLinVM7gDJIz1ggu2yz58M83+cv7evyHj67h3OIEnYZmIlM0UkPFswSJzf1wF4O4vk0xCDQdi5f0+GBVHBQ8jOIh/+8gFzHC5uUsdA5u4yxCl5zK57UkYqTOvJUKunGGn3X4gW89y098e8rcwiTNrke/eYzHHv7C2stu/K43f/HRE/e89dVbvrkAf/iR/RhjP3jybHv9i0cVZ+cNiYVWP+QjXxnjNTee58YdLZTMUDLMO7sNSmpi6Vhdp5JESXQqSZUZpHAzW9bfouR3i2F2ciW+VwJcDuu8i5Om8zY31w1k8HSWj5lI8Qfg7lEJu9z3rOHjDzb46/tWY0SD1XXBqjCXJSFUQ5GDWhIGijBn79A3g5Ug8BK03+fep8cxmUegCsAMPyvDmqY8w6dQUnPXDV3+8NMx3dR3LJ7YQUd7LzJOO2uBUi6uKRic3MKbGJN8/10tKvocn3ywy33PrWImrdD1FWOpG4wUaEugwNc2j0vsgMWLC0dJUUr+FI0S4kIx56ASccDkA4NgdEUuhhClKblvP2yi6KZumGorhTiOsZ0u110+z/fd1SH060iRcunWDrXQMt9bXD/mvfhBIeU931QG37P/CL6nf/BXf/evXzWpO0xOtHlgf4V2WsH6kj2nxvhXf5Dw89+7wI2XtKlXM2SU5QDPU8OJzQf3SFLlunCcDy5WBJgFwIv2MsEFyNt1jA8sQYuQFiVKCYyV4FauJsP3Mnw/JvBi6pUeftjjL7+q+ZU/m+b40iSeF7KmAlOBoREal50M3Ji0SujAXcnZO/RtHqC6FaESxCy2DN3UR2mFL83ApRjR4AyzfWmqiBKfQPcYH+vSjGr0E+nGNPgWP3a1687aVPmYNokUbjMt8voRYwTjdcl3vaHN626c51f/NOKjX5lmManTCzxqiaDuuSaIQIkByL0RT5w8u1mSK8J96oFSWZHtpCQjR1rhCnfFOPYu7OGikaKfQi+VNBNBNzOkcUTda3HrTcv87+9tsmODphcJxhpdKpUmu47XWF7KGDdPv2rtth/6wXNnD//JuvUX/88D/OCxBX70B1/Dj33wV25tqN70pZs01+zs8PjBhN0nQ/Akmapw3/NTHD3m8d3fssSH3telXnEDaJQwbhiNtCipSKR2LJ7JAYMbI3MWHwaX5f7Jktv9EmlS7tBRA/Z2F5VWxjU1KIOnU3w/wdcJlTAi8HvsO5HxyYcqfORLqzizNEGt4jEZWiZ8Sz00VAOo5QVYYSBdKj+QhL7zzsPABaqB59i7Xuvz1YcUh49WqeQJFVVa8ouF3g4kipMpcaK5fDu87to2n3hginZFU0/d8MwotvS1QXtmaPNJWbpwSuDDJdHWjXX4xR/osH19wiceGmP38XH6ukIn09S0oKYsgS7mwDCo0VHSootYRgylUNkbX8nlNj9BZetwJYOnJh8KmuXBZOaYu5kKemmGjfuEqsX/8d45vvuuHusbHnESYIykHkbsOx3xR19Yw1UbKjyzK5let/TErT/xUx/6E5vOIvTq/zmAx/1ZfusPvvzPOuc++X2rbz9MGCQcOhsT24YbwqMgU5pE1jmy5PE7n/RBzvGz392mWjVImSFik9eF5AFo6sCtMzVSoeaufjmSsRy9jaaUy+B2ADcDgGtVNCqnaJ3hezGVIMb3IzpJxO9+LOTD96xiZmGcRFUYqymmAkvDd8FZGdyOsVVejCVy9nbgDvOqvTBIyLKEPcd9uknApJ8v/wVISsAY1HgM5pQoGkpzxdaYj+uIdqzp+YJKkmvnxODFJi+UcvU9QrkpXCI/hU7bu2OZZpJG1eOn3t3hvW+e4Y/vafGHn17FYrdOTwe0PUVVCyoKAmXx8zkquihnKAXrcoRQ8haJFf7hQKJQriESwza4vAYlMYJ+Bt1U0MogShJU3KPht/i575nnx98R46uQbj8kTjyMlS4TLFIu2tTihROavZ9Y4J13zX7frmfufXJufuHD/1MM/tDjBwjGdlSff+z3rtp98EX/9GzMcldz/1MbMISsrxsk7kt0paStQpYjxe99WnLwpOZH725xy5XdHIzOLksyg5KupjjNzKAU05QZvNysMLi5+ShDcOcAl3YohWQe1KoMpTK3P49OCcOYQEc0eylP7hL80RfG+dqzEyx0G4RhwLQPY76h7ltqvqUSOFkyYO5AuXqVwJUjhL4l9IYg972Uahgzs5TyhQcniXBbBqoSAzJsLhqC27py1CRTWOtx9x0t/vCLXeaWq/RSQZQ4q89PwIuzQYJGK+WcDyGH//bIhSPJMk21olg72eOn3tXn2u1n+MMvjPH8oQYLnRp9FeD5ilAJKkrgK+uqLMsW60ACjjL5y+lxcwEWL7N3ZATdDDoZJEmKSju87tpFfuTtS7zxOouyNZrtkDj2iTONySRdaZmq+/zGj3X5ytOGmSUI1LP+l+7zrnrH3T9UjTsHu37t5bcc/zsBHvXmmD3Z/ZYzM8FPfuNRxUJ7DZmBTeMWhXGVcXkPXzW1hImgKX2W4nE+9lXN/ILk9//PBbatdle+lBaZ5PvnZAZdKpp30sQV9hQlmyNrL6PgHjC3yAGuCr2f5eydEgQxvhez3Em571nJp79R44tPjjPXrKMqIY2aYtyDhu+CsKpvqfgM6sILcDtpopw08S1BDuzAL9yYhMCLeOGIZL4XEGiJL53/rsRQgxfydaSjPXM6PEk1kxXBDRd3+NzjE3RTj34qCBOLHzv/XmsXbKrIsbe7gIadxEPLLq/ZtoIk1VRDj3e8psfrrl/ky0+2+dQ3ajyya4zZdoVYBXQDhSclvhQEed28l8sVVarIFNiXzXQOGHwwe8Vp78w4bzsygq4R9DNLlsbQ67N9bZNf+P4F3nAdLC3WaXYq9OOAKPYGsykHrYdiguu3WbJMcm4eGoH8yeNHnr8/iXqf+n/F4Em8iPYmpo/s+/Lbx+Qhbr60SqtnaXcyOn1LP3EZqCRzhn2YChehJyCEptWo8vSRcT76xT4/+54OYeCOjBAGmToWz5Ra0f1ezC55KUcIbEl3m5I0Kdwax9q+dnIh8BLmmilffVpzz0N1Pv3YGIutGsIPCeoedS0Y9xywK56lUoDbF4SBcPXhviT03ECd0GfA3g7gxrkxOsX3EkI/4ouPB5xdqjBVF3h5pZ6UF2a9oUQZ6vBV45q33dLhMw8nDuCJIPIgSF2mz4uNs/ZKZQjumJRATrl+2zVhF/9+LYx47xt7vPWWRT73WIcvPFTloefrzDarpMqn52u0Umgp8KREi5VAd80JklHdv5LFizLazAoSC7FxXfmJsdgshqTHWLXD+751ieu2wvJSnXavSrcX0ot8+pFHlLjezbjo/okl7Z6i1REsNVPmnz7Ma1675e3f/c43PTi32Jybnhz7HwP44uIsQSXZ1k9a37dp9QE2rNrAwZMh5+c188sp7W5KL8or2FK3lHrKoqQAJJn1WO7U+K2/nqLiGX7iPT187YCqhCFVGpNlgwZhJ03k4ECNgjsHNjYvCjID5pbSuTW+TgkqMWmScXrOsueE5iNfGuexPXXOzdbIghBddxs4NTTUdEbVc3O1w7yjxzF0AW5XkefALQYAD/x8+L7vumR8z9WuvHjMsu94iJAefh6wybzJQYqiB7KoCV8Bwjzhk2aay7f2ufKiNvvPVOh6kmqaOXAriLUbdTGYWiUlkiIpI8kNj2F9SBHfZII006SpRy/2qAQR77sz4q7rl3lsT5uPfqnG3hMVjs9WSDsBaUUTaYUQrklZCndR6VIDiaRkfZYvWnKAW0hsMYrCunZCk0AaEYo+P/6uJX7i3T08aiy3Qrq9kHYvpNv36PVdU3WcCKJY0Y0krY5gftkws5Bw8IyllZzi9Xd2vm9+eeF3FpeX5v6HGPyvPvE1VPf3iLvTanbmLN/YG3PHlae56fJxdh1aRZp5SAG+dkMZi1oCnfuzmbV0U0Hf91huhnzjhZAfeU+buhcD+QGyBqNK8sSKC1uComDvQpoYRK65ndZOESplZhHue1iz73iF+x6rcq4VcmK2CjpA1T2qWlFXlpq2VHQOam0JPQh84aoKS+AOfFcHEniSwAN/hL0zAs/ktmNKpRJx5DwcP1tBSe3kSRGsiRU6nFGdWtRPuz5HzUXrLTvXdXjx6CTdqmPxQIOXWryEQfKsyEC6+pHCpZG5DZk3IOTkkeWd7Vk+OyZJPYLYZ1Uj5ttfE3Hz5U3Ot5vc+2jA/uMBX32mxsxCgJUeqVSuU0Q6wAuKlTjPzpYBPiJXbF4gZ8FkYFMwMZiIiox43TU96hXF8pJPlPh0+wHtrk+769PtS/qxIkokUSzoRYJm23DyfMLzx2PqY11ed/Ui9z3yMF95/Iw6PbPA6cNfY+PFb/rvA7iS8OjB711z5vSBD3/lgSNi74mNPPZCTK2u2T5tqXqCMNQoZfDzYY1R4lLhSro0bBCBEpIkkDy1P+CR53zeckuMZ92sQWkU1si8CzuXJTnABz435D2Dw/YqKQ1WZRhrmJuDg6cVf3t/lWcPBZw4WaEdBXSzALSPrGkCJakqqGlDqHJQl6sJPQegIAd3kJeZBjnIB8xd1K94Wc7cDtyBnyBJaHYlsfVdKlwaN/xSjHrgZYZ1iRExcFJcVlMjrKJei4GIXuLR14JKWhQl5ckZZZyTMqi9kaVSADkEWflvZHIAcC91w5LixMP3HNDXTSVcuSmiHXc5fqrJ84c8/ubrNfafCliY88msJlEKI6T7GzJv5OZCoryorbBgs9I9RSYpr7mtxw07E9I4wFrnIvUij+W2T6vr0e07YBcTb+PEBas7t2S86dVNJhuGTdMN9p+YFZdecf2Ht26+6c5Opznz383g737nG8XxI89t7y0mF09Xa9ywTdGNAuhDvwuVMaj4rvM6yxM2SWqoBBZfp263siVLEieQpbTnBOfmNcLvo22CshnWOnBjh/NLyn63FHYA7n4CSx0LHpw8I3ngKZ9WX/GlxyocOhHSyTxS64HyQfuoQOErSUVZqsoS5r5vUPi/XvGY14Rr1/QQ+K481bG3IPAh8IcypgB5UctSuCdn5jM+dV+D2WaFiTEXpKkLuA8rWc4MHA8H8ijyWDWp+I439Ln/uS6nm1W6vqSaCvwEYmXRKegElDTDzKMs2LT4K7IUcIrSlAJXweh7eXe8Tt288MRD57FEXSdcf0nCdRfHvOeuPgdOSL78WEArUtz/VMjp0z5oyUJH0U9ykBdf0q4AeZG2tQY3z8Mg4ox10ymNVQYdZYR+gqcN3b5mftmn2XFD94spDEVjuhSCalghkJpuB56fV8wtJYgwudj6wfYbr3/j7AXU7YUB3u81K7V6+NGp6gvV114vOTPv0e4628dl1BzLFzrSLbOSLIPJMUVjrMfkumXOLXY4dNBgZYaxsBxJRMJgtAM2K0F6KEniSLDrkKLbF2hP8uJRj499LQQhWWh7nDzlk1qN8TRWeeB5CKlQUhFI4ZhaWUJp8oSGq8HwiyGbg17MfKKsVwZ3IUtEzvAW3y/Y2xDonL11iuc59+ShXYr7X6whfEWgitHFjCZKVmhVW7hGBQjzxFcUedxxZZ/brmnzN/eP000D+ikE2vUx6rTw1/PEljR59Z9cofPzrUxGPPfhapF6Ei9T+JlCZxovTUlTD61S+irN5V/CNdtSrt0RkZFx6q0dFlsCKwUf+1rI7qMeWrstTnYf9IijwrYst+mXi4nMoAygFQtMN2XPwZgzswlzC4KlpiBOLJkxg1qWog9ASleJutB0Y0M6XcOZeXj80N7qL1736o+2O51rge5/F8C//vQJuu0z/tLZU9yy02dqYoL5JZ9eJF21X5G9Kq9GOWOFgWXb+phrdszSjZt87TnFfF9w4qziF399HFP0QZURPXyBVILljuTzj4YsthVCSRd8ZgqEAqVxRR4apEIJiZISX0IoLRVl8KUDtVcGdl4u6+fNxp4nCLRwj3nXi59X7bk2NidNfN+NlQj8nLVz39vL5UmcJuw54dPqhAR1SZDXwAwanoW4QPav5DgUcxSNJDVONqyakFy5tUfg9VxtSioI0jzrmNhSN44ZIVAhBqFffhHJUo9rUQ6RDWrRUy3JPInOMlKlUGmeGFMZUmVo6RPLFKkMSqZsWZNx0YYMITJuvKSNte5zLHcEn3/UY7kr3fzDcjq/XNNsIROW5QXFr/zGOAs9xb3PNFjqTnD9FrhodZ/Ad3GFO05DnJV3du7Hlvmm5cSi4forzhKKA75Kly8E5ZcC3MaLLLW6P/ATv3TP5KnTPpY2r70yoV6ZoNn26cduimsx96/4Hkq4ktRaJaFRS2n3KkyPR3zgrW16yvLD/2qSv/5kDeOVIq5yBmRAc/kZCwR40s0sFMqBWkgQCilcLbMnBL60LhuXJyl8ZfGkdZ07BbDzLp6iHtp1uRRta0NwF9LE95yMcVImlyT5o6ezfAMsN6zzxLzha09VQfn4KrcHVwSYL7EboJTaFvlcQJkP1dGkmcddN0X81Ze67J2t0fY8KqkrlPLyIqnib4ii3jxn8pWauAB6weKuRMC4LpvcwdGZIs3zB2mmBokyNbBf3WOcOMeqGGktpesHrfmG97/ZIFTqkC3y+yDrmT8KS+YJ/uKTNX71d8foiQBqDcZqFVo9y/nFjGrgzs3guOUBq8mb2KPEstyTnGkZ7rh2ge99U0R79snJmdo//4ETp5d/Z8vG8b8b4F95+EmyNH3fpvpC40h3kv/2RcXFG+fYucFwZnaMbt+NDcvyKUYWBnUgvpdRCRMqQYyUliSTeInkhV2Sp17wMQ3pIvJi0hTlQEWW3hcO1PnrwmpTQuDl3qxLSBj3Oq+K0zmwh0VEDMGdd7MULO5pgecVPYsKX8uhJs9Z28/lSVBobu2Ktbxcr0qZsPe45Mi5CkJp/DxBMqgTkWJUg4tyaekwnW2yYV1KmjkW37o24rJtXfbPRPRSj54WhBl4mZMpRb27zLV4uboSZE57orRayOHMGV347+6uM0OmJEorvDRD6RzkpQSaLIG9cLKKoF8KSz82g/xEkatw7pcZ3KU0CGW4+ZqYK69NeGpvBZQktYJODIsdl731tRlkgYuLNDP5doix4OQC7NiyzA9+S4wwq7n/sXbjFvn4+zytf+fvZPDj59pYa/3Pf/5v5asuW2B5uc5XX6jxyYea/Py720yNaTwdEMV6MKrLSRNXA+LrjCBw9dW+TpAywyo33ensnO/khdQgdAnQKwHvECGFcBOpcu/VEzkziyGYdZ51Kw/18fIMopZF3XPRhynyxodhV73vyRzkQ3AP73bI3KUmCU87eeJ7CYlNePS5CgtLFXRD4eeTs8op7kHmb+VKWQa5LbkpRtKPPCYnJK++tse9T0W00wq9TFFNhyuTzmw+sXaY0R2yeA5ySt3wpjwM0+TVfg7onhFkSg6Bnpm8rc0OssMqL30uEmtyAPBieNBwUtbgs+AuQPeeQdoMRcqGVSk71ic8s9tN6Yoyw1IskUiSzMnKwoUil3KpceW1811Jqnu8844l1oxPcO8TNe59Puaqq2blnW95t2/tUizExIUB3u5GAL++cU12k9dL6fYt3a7g5ClJkibUq313QHQ2srekA7jTb4GXEAYRgd/HDyIeed7jP/5Fg1bhchQAzzU0DIMjJfLKNgFaODC79+zgZ0oMa72VKKrgilEI+e8onIRRDBqN3aPIO8tXAly8FNgleeJ5bodlJ09SfJ3g65jzi4ZnDlWwys+zf+USgpI9uCKVuXIMw3B8sRjM/rOZ5oYdCVNTXVrzVbpphaoSeLkWV6IY3OPGwkkMQkj3OPhLctCWPeK9F8k1bRy4M4EuunyUGJQ0K2XQ0uS9tWUmtwPmLgNdlN4TmMHeSoOEXO6aVbXlX76vxckZn4dfVGRCs0yIsYJ6BqEeZoLLAO9nbofmiVrCxZtixuoptYqbQHB8jpuE6P868JMvy+B7Dh4A7Nqzp/fLpRmP5aTLJRd1eMdrm0yNWfpxShhEaK1yeTIEuFZu3ravYyqVCD/s8cguwb/4zQleOFQDPwBZBniupUUOaFmAOp9ClYNbyRXP5fD5oPJtIFEYdIu750PW1soFlMVGssXd6XHnUgS5FRgUk6ByBvd0DnIvw/NStE6QMuaBZz0eeaGOCDV+DvCB/z2wCYtBxSucYltKyBRDK0tJmW7P59VX9Xn99V3+4t6YOAvoZpIwbyzWElRa+OB5aWtqWJlUouymYAd1Ii7wdEGokyyGTAn3PHNgl0qS5QVsMisAPmxHlNK4OnxpBrbuYDXJJYkZAFyhZIaVEovg2u0x//mnFvjZ3xQ8/IIzL5o2oG8klRR86dr9ing1M4KegQjL+abHJx+sUPPb1BrL3HhJhbNn98jW4iVrX1aitNqLhJWxyx99+L9tPZn0mJ5U/J+3LbFqos14VZFlHgKLrxO0GrbECfJNopRzFcIgphMnfP0pyS99eIJn9tchCHL2dgCXuZb2pZsTWIC8ALIsMfUA7EVBvii2FBwGWsW92Eyq6FLR+RQrXeomH84HGYJ7wNx62HE/mOdXYm5Pp3jKMXgvS/mDz08RiwAtlfsectgyV+5Op+SklPsYbalzaVg2LPOkjEZajx/5tjaf+XqfpSykm4VUMvAygc5Ape5vJoVUyWt9VvYkFL44VmB1zuI6Dzq1zec9Dof1pPnID6VMDnCBUtL9DWVKALelkolhIm7wvjBkuWZXymCkxEg5GG/9qp0R/+mDC/zShw3feDGl3a3Q9wIiT7uxf8Vxy2OX1EIGIEL+9sEN3Pt0ynRD86rtAun1+ex9xzd977s+sKPTXThYq06NAlw6f2dr3Dmx+rHdfSpijNXja/F1iBJtAj9CqQxPZU7Z5bUhUhqCwO2U0O1nfO1ZxZcfrfKZh+ocna1B6IMKHbClwpPOIPGlY2s9AubhIBrH0sNKtkEhviyzeQnYxWs9ZO9iitVg6dXDnZJdn+MouD3P5j65GTQne7lEcbtBOPb2gpi9RyVnF0JQHkoKp79HtLcY9cDL2cyCxSkyjcPacDexNS8nTj3WTSbs3NTlycNVEu3TTQWhEi7YlA7kMu/7lGmpZkdYxGBrAQalEINBPaV5JplxgM8yyLSrUsyMQWWCTFmUEagsl0RGDhhbDhhdlgCeV3cWXVYmZ3LjSjMyKQeDPK2V3HBJzG/+ywU+81CXLz9a56HdNbrtgFR5pH7e82fLdccSpSR1HbAq8Ni5Cm6/0oBc4OTp3m2ZMT8I/odewuB7dj+P1hVzfqZrRObTaCi3J2Lfo15xpaJapmidul3PdIb2M4yx7D8uOTkr+dTXa3z1qSrHzlewBA7c0kdIjZaCioRA2kGFmh6RHHYQnA1AXuosGTD7oFa5GOiTXwAFyHNga0nO2sOJVkMG5+8A97BBeSV7a+WCyzhN+MgXa5ybqyCCQp6UB1qWspglUBcpgJFu9JFAkwGDG6OIU836acH739bixT+o00kD+iqgl7naFF1c6CkM+yhF3pRgKCbRlvW4GWj/Ye+r88dd61o2eJSD18qIYWIpyy+mMrAHMmX4utDqmXCMnymDMhIlXQWpNhKbD9DfPB3xk9/e55239/nKU20+/fUqJ2Z99h0LsJmGQA7qYVABAk2ooO4bAk/S6vpMjDUIdczMzAxJEr9Uohw4cBQp5RsOn6hcsn4i45JNkqmxPmGQ5K5BTLXaR4qEfmzYf1zxqQcD+rHiiedDTpz3OTkfkpJHa8oD6aGVJJCWUNoc3LkcGejVoRQpA1mW5EoBbAf6IVsXqeqVwC7kiVKjAPeURHs5uDUDSeJAXdLdA8dkCHIv38+nEsQcPA1ff6xKIjxUIU9KF+YA3FKMWP221JhZdCzZkotiSrUpaSZJU40xHm+8NWLzp7vsO1kh0p5L/EjhHKSUkYtK5jU8bmUvgTz3w8v24aB229hBBaA2AmNM/pj3uGZF36ZFKpuX61qyAbgtWQ52NZAoIv+5Y3xlnB43ypRGMGcD/9/TKZunE37obRFvviXixIzg8ed8okTziQcrHDztE/V9jMjIwgpd7bmNaNuGA8cNm9fWqY8t8MhD92FMNgrwex7ej/+3l5K+6beDKy+K8S+OmWj0mGh0mWh0qNdbZKbHE3ss+0/5/Mk9deaWNKfOBhjhthkx5HtgS+3S5kIQKEEgnGftF4GgsCPMPQBwUXNcKlJ6CbBH3i+APdypWA00eAHufIKTlrmDkk+3ysHtle7OCiyzt8kTOkNwezpB6ZgXjmpmmgEoz23wNMhevrTB4WU7YWx5LB2DZXuoxRWpcXvLr2lEXLe9x74TESbz6arAeeJFHFKyC13aftjaByuYPC9LLk8vKGasawNGFQ0TFm0EMpcmxuRgzkYn0xZTDAaNJ7L4LHLg02dCDjx1aQxKSrRRKJOVdo3wXE2MytgwkbJxMuWWHTFW9HjPmzrMLUn+2z1V9p0K2X24Qa/b4LT1iIxguZdx+Ixl7XREO14OfuHnP4hNnkV41zuAZ3Ef+z0H3/vgQ/d/cPnccb77TV0aNYtWMfPthL+8T/LEvgZP764y2/ToGs9lGFWeZfTzUkohc7vMpc39XI54JWAPAsQy40lbel5m8dJYseJ9NQS6UsPJsUOAD9lbKYmnpNsLUxcbvpbA7ZUePYtW+V7vevhYlORq5ZqWO/2Mj3xpnIUoQAQ6z6iaUoPxcNzCSBXhirLSXCk7Z6MUbBo7DDRNXto6VtW8/y1dPvdYn04akiiPnnQsPqxLKQeapd5JMQpyi8QWjwWTm2H9uDIWowQqZ3YlC9A71jbKzRuU+cQAJZ2MkflnyAZAdzrenT/H8Mo4uWKUy6TqTKKUa3xRmUEpTZplxOmwgUVKw9Y1GdvXZVyzs81sq8PTu5s8tq/Klx8bp5P4zEWSRKa89fKzvO2N6z74oZ/c/VTU6/7lgMFtbxasX8vabe+ZFxs8sX+cpX5ClGbEGSwtKeJIYbTEKgleUdzjPGwlHKi9PHj0xTARowbLty01tDK8+leweAHqEaAP5nWMsrcsQF0esJnbWwNpUp5LqIsRbrlTMmDwwgosJIkbM+HpDJ0ndjyd4gUxf35PwFN7qi62UJpghTUopIPS6OCcFfUodjSjOazfHpUpzk1x7Paqy3u89w1tPvyFCkb79KRPWLJKB61lwhUGFYOBhiuHyXW4oajcHEgkNfTJdc7sDuj5sTalAUEm992VHBoBA5lSzFaRZCIHt7JkuWefKddHWgSemTT5iqDc3kFK5au4Ge4lVHJnhDCsrhjuvs3wphsjfvRtcySZJE59mu0G3U6dU6eMl4jFWpb2hxJl5+YMzzOomw1jUnDf0z7LUeD2f88Kl89ptIHrIoYJGXcvJ2RKFt9LXI/haDW5krXz2XjlWSIDIOfjF6RyAeYA6EqseJQl/f3SwZsDWaJWgFuVPG+doT3H2l7O3mEYM79o+NpjdeY7IQQeWgh8YYfsXfjRpVrtl5l8ljsbw/7FYbC3wjI0ijjRTNQkb7y1y2cf6XO+FRArTTcTg32HiuM3bAwp++/FiXPM7QaAmkGNSvE5dPE55LCMQCucVWjFYJcMmQPdSEuWn4cRPS7EMBA1ZrBCK5P/Xu7EFF66MhYp1HBYlDBIqfOSgGF2dNAwku/m5muFRGMzn36/ymceEYxNebw2EPT7zv/XJ06cYXrV2i33f+Oeu3ftPsW55RQpPTaMu2EtvUTQiwX9fDCiyXcQLVLQxf43Q8kxDEJGnI+Svi6zuFjBzqMypRgnVgJ48VzlvYnFCODBxNQLgFsVw99LwPZeyt7FkKDhyImcwVWKr2OOzQj2HwvB+i+pPblQer5cZ1XgvKgNeYmLUt7zprx7WV6AZdBcvi1m29o+5xcr2MyxuJ+VAC4tIismU9nhKC0EVgxBPshwWjPQ5GVnRSnQFox0F5+SeeeRchJGSXcRZPlELCdLxAoWd7o8G7xf1K4PtbrKg1Cn810yaeDKCDMsJCvvOpFvpBsnmij26Edut2tjLRvXR0h9mqn6jrtvu+uuLy8unD2hKyFI2d0ZeOru3ftilrsNxmvuS8SJpdM3NHvgxZY4c7qsEJaCYeRetvfkwM+2I0xd1tnDrUVKwCgDvSRDpByytlR54dUgyJQMhtyrUrJn5L4C3IPnw4GcA0miiqAyzYGe4XkxkPLQczX2n69AoJFS5smdoqpvRYNDCdkvR+K29GQgUUobPhVtZlmmiPsel6yJuf36Lo/vr0LmkSpNL5MjLs5oo4XNGyHy4NOWmNyWmrytHQaeUgx9cplfgFI4gBqbP8/BaSgBdRTEpighkBYzALsagHvI+HmHl5SjjeTlGhug2CTLGEGSKnqRT7Pj0+5qosStCFdu9Dh1vkWva+9utnq/2evbE7oSuBO8bhpuuFQzuxyQpW4AfS+yzC0mxGlGkjk2yPuCR8cVj9xHfetRZhYXeF+scE7EqA6/0GuZjy9TZaAPXZWiJkWXZ/CpUdekkCXlR122BVWG1glauezss8clf/WVOlHsQ9XJk6BwhMQogw/96AuPWCjkyUCmGBitMCzvZjZsSh6raN57Z4/7H+/yzBEfq3z6wsfPpYrKCj9cDIFBvrubKJoBh7MEB3+fQrII1yebfw4nK/JeW5kzei7FTH4+nEwZkpHT22LA5FIML4Di/GXlmp08STVY4XM/XZR+7rjCDhg8yVzP5nzTY2Ze0YsExijSDE6cy1i91XUD9WPQS82UOEuZmYc0U2xaM6of9xyDg2fdFa3lqPU1PKF2lInFS4E98rosPwa2WlmGlH8+CuyCrYesLXJnZghul93MwV3aeKkAt9ZDQLvxbqYkSfJaaJ0PDvJjojTjy49U2H2iAp4HQuXa1+bB3bDBoWjEfUknj3gZcFsGmzzZMrgHDcMy33BKEUUeV2xJePOru+w9WaWXxmRS0zMKPyuztx3q8awcB+RyBQsql0rlRwvKGqzKg08pB+/LXJaY/Ny8FOjD85sNiMox9Ev1eXlYqhmUZoiieEyQ17kwOLYD6zN/3ajGPL1PsveoHs5rES7OGq+Dkqk7n/fe+3mE0MT9BdZMWabG+4R+SqOaUA17zEcZJ7+xinX1fCppydqTK1irDGIhh7v7vhzYhSi7JSIPKsXoz0rAlqIAdMlFGXjhJfYuPPd8N7GyPNHauPrxgUTJBjMMB5IkDyyLPsXDZ+ELD9ZIEg+qLjUfDOaFlIC1ogalmEc43Bl+qEtGtXhZLsDofpNy4IvHiaYeKr7tjj6feqDP/jM+KI9YSnoFixuLMiAz8r9qBxLFTdUeMvnIBWfBKjv8HNIF9DaXLQPdnUuyAuhZYRWuyFMUsZcxDM5rAfRBBaQUw+cDTBV+vhy+HhnPZ/G9lFXjbY4vdXnkwAQNX9IILRUPGlV47rnnWZg7TRSn6IXmcaJEsXV1h6u3LlEJYoIg5uRsxhefsXz5qfFcJrhOca/UTTIAtiyALF4C9sFgeiFGZUnx87IEGTyWWbx4LQbgL1i7iOoHAM9lyZDBHbi1XAHuMrAL5lalu87QKsFTCalN+cw3Kjy6pwIVD4TGk8KV8pYcn5Hg8kIMfkERLkaTPaU9Ji8kU4xRRD2PW6/scvfrOhz765DIeJhM0RceXpbHKrkPLgWIrBh5Z53tVQL54G+r0oqSM7aVIK3BylyXyyGxmNwbl2YoXVQuV6Qpzl3B1itYPV/1xADYKxndllYhm28kVkwONqAMRrtA8203LyNUxIPPN3jhbEhNu+Ti+ORZJhrn6fYtev3qLlpJ5hZbfPrRFtWK+3Iff6DBwRNVpAlZO5bPD8k1rZtPXczeEyMecBF4CrkC8CuZe0RziwHrl8HtRiOMMvZIPcoIexfAds/dbHBbAnoJ3GooTQrXZJDYyWtOtErxdMKR84I/+3IdtA/CQ+T9n96g7sS+5Lu/pMnhQiAvelnzUrnh+OEyi7upu0XSJ1OKzGhMrPm+N3f57P01Dpx32eMkU/SEHJQby9zhQuBkSvFHC5Bbi1UlTc5wwwErwShnDVolkHngq/JHaYfuijRDZh/GWJaXyNLSYyZEXmYrBnJqOCRpyOTD2ZO5S5df8AhYble49iLLNds7vOPWLp/4RgUhJL4v8GSDI+frgEE/+LxPNZDsPlzl6b2KIPCR+YCXdTWo+ca1bw2W/1FAlwEsBgd21Asuz5oe7uY11NjDi2EFc48AvsiCMgJyWcwALDSxHjblegOJMgpubwDsoo59dKahy1wmWC/h0w9UOXSiAtoBScvc+y7kyYrYYxBgrrAKyygf7HHD6DQol/ApBZo5yAfZTeOGAyWpxyWb+7z9tR3+61+HJCrBCo/ISLpG5MFmLlOEddOvsKMgz5+PSCWJ0+YWZInNC0a2Ug6eD9yUFbLESIYsPgCrO8dDKWoHAWlRdTlg7hHdnVufRUIp370vzdxO0f3YoxLU2LIq5V98R4qSBq1jTswZzi5Id44XZutEtVBM+G1uubgJOCuw6Gheyb5lwBbL8ZB9S++9DMDFCLBFCfQrAL4C2MP0fCkLWmLvYad5sXUJOYCHDF4OKLUq9m4vZEnB3HlwGSTsPSH50y/VSayXt9upfDDlMIFVDsjLHe5Dq+llXJQS0O0KqWLNysymHJEqaaap+JLvf2uXLz5S5cWTrkMqM4p+JvEYsviwH7Ssuy1Fu4xlyObFZzD5cR5IFWWRVmCNcTZtSYYYKQZ2oSw0epHfKJ9vSQ7oIZ6GMqXAjx1I3cK4GEitQcxniaRCKT1wWBxWRb5FuqVarbN6vCZMGqH/5Dd+aPuevXv+y1e/+gBLzZAocTt8xflmnYO9KgsrMkfwaDq6xFolIK8E9XAJEsOfl8Fc/r0SUw9T9CXWHjB6DvQRcBebT+Wz/PKZft4KkKucvUf0t0rxVAI25VNfr3H8dOhy/EKj8sylJ0qZy4FeHH5nhyfxcth2smGFTVcAvrwvvF0BblNyVJLY46KNfb799R32/nmIyWIQmkT49IRriJCFPCncFFaAvMhxDkat5bUxI58HVM7iVjqgS+lkyhDo7veK1yY/X8WjMKMGw4ClJQhzgbitOH5iKFuGAwNyuxCRb1fo5qVEicjLu90WjLfedv1/ueyKy9+u/+yTj1ZVdm7HtnVLmLU15pYVzY6m07X0oow4MflWI27vlZWbC4uRDzRkjALE5WV7CF4xuFJlGejlgG0FsGUJ2IMkkioNwBmMU1gB8gLcqphnmM801GVpkg6kiVIJnp9wYkbyia/X6BvP6e9CnpTLEFY6RMPrf6TRoXgvTwKPgHpI50MnZdhSNkz6GCMwmcQoJ1Myqal4ine/ocuff7nGsfMaZIwVikho17BtSiAvxk/niZ8yyIfluznI1XA1kaXHAdhtEWDaEtALLS1Kq3SZyRl5T4ryCl9m7hUVmAW+Bp+42G7SbQ8fJ4JeZGl3Da1uymLT0u0v8aqbdu2oMFPV1+9QZP2EuD2HVn2mxuucmw+ZX1I0u5pe34yAfMDmZTaitJ+LEC/5sMV01bLWLpbzcqJnWHtSTvwUAW0pBTyQKrbE3AzBLYtB+O7RU0VT9DANX2ZtNXjtgG5Uyu9/vsHBk2Fe166ReQCnhS0VNo1qb0rPh8x9YRulvC1ieX+bYX1Kad+iwk2xssTobhrtjs0RP/Jtbf7VhwOyfDhSJqQLOLNRII0Ox7M5tgvGLhohCmdF5MC2I8A2pjgHo1JFGhc4SjM0BmSux7PiXJoywEdX+9EssB1iiRF05yMkRD4jBbp9Q7ubstBMOb9oaMYZcZrw7OEKsZpAxzGcPqf54gNVao2E73ztIpvWTJKZCgYFKOdpJybf93C0268M8LJUGQJ8FOhlCTKSLLoAc5eBPcrgQ7CP3BV5J/gowFUuS4aPQ5ArmQeWMkXLlKCa8NxhzdefqNLPPNeNLDVyRXA5sLBKnTSyxNiUgX4Br1CI0YpCBlp8BcitxFozdFXKWjzVVMKUN9zS4+p7+zx3yINaAkKTCo+ecPXcEvJAM88IDpYUWwp27WBKQuGqFMyt8hhB5jVI9mUYXAyCS+fIOLAPg8zB+TeMAHplicNgT6MVbpRr8ctnpORbLXa6GcutlDPzlkjEfNebWyjjU5tUVDyBnqhbFkJF6DXYddDy2mvOcenGgNmlgE5PEnuOSQSuKMaULYCyVLkAoIdXphgsUeUvNJoYWgFwsQLYIg92xBDYIyBXo+ytBlNYS5lKNfS+VbHNiS6kSYbnJ8wuGj76hQZ7jxbs7SFy9h7MPSnVfAwC65I8KZ+Yl/PB7Yonwy3ML5zwKebQDHR4pkiVJkk1l2+LeP+3tjj9UY/ZjgSpsUbSF67Be3BBipV/W4xuIoXFIlCDi8yOSJTC97aFJMnfFyL3vwdyo2T7FcHjCrCvZO2VIBelYzf43Ha4sVWSWpLETdvqRZa5luHii/pctzXk6T0BoiJYbEv09GST83NtNq6OyUyIlu4QFNvBFy6HygWmNKX1ghVB1YoAs9BQF/oio0xtRwEv3UErN0SU5UmR0XqpDi/Yu3huUCXXZFSKrHxM8L2E+572+cjn63RiD0JNMSpuONTHDi++C50cSm7SSwzCUYSv3GxrIBeKxmAzBHw56aNy69DkNSrVSsIHvq3L43tC/vY+z+k3JEZI+sLt1DBSjy6GMLeDcVtlHT5cTVQB9NwpsdbmSaAh6EXpPEqbB4emYOzy7sm5XTm4AFYCXfw/ArwM8kHdnwAhDDYTHDxR5fRcxLpan6QVoeeXx0niHlGkiUiJkgbnF+q0u4ooEWRZDmyZX/ErXYIR5+ACQP47wD10H8pMbvME0rCjfthdb18C8hEGLxp/tcldlNJ2giVJUrC3yrt1lHS24IlF+NhXayy0AqgUE7gUWoIvLIqV2tte8HsOl7USvEv4KssSiq6eIl2+gskHAzpfYhs6FldSk0Qe0w3Du+/q8MhzIaeW8gZdI0mFTw+RbztSkim5N16A3GLRlGXTcIaKyqWJsS75I40daupiVTaFzraleAuEGRZ/FfJUiMI9KbXXXSjALOnwwuUsCEDgLjjfU9QrljVjCk/6SB0Reh6BDJmqK/TTBwJOn5HMdXpcc1FIqzXFzKxHt+9mNJvByRhaPCNg5qUAHnVTVgLfjkqSAuiy9PMVzD2UK3mAV5YnJWDLQp6sALdSw0SOGgSVKVrmGlynCJHyjWdCvv5cxY2Okk57Cyldh1JpdVHl77ji+5WZXFC4Fy+jUyjVgTDU3c4itIPng0cjB2WtjslV3rirSZOUN10X8Zobevzt11z6HlzQGQudS4i8fDYrYD3U4cVzNRL82pzB3bkfsLnAaW8BwpYuessAzMIUJCUGRVSj2rskV3LfVOagGdHhK7BWkKuUbmiq1m70dSU09BPF7iMR66a7XHtpwupp0NddknDRdEQVwwuHJQuLKRM1S6MiB/9AsR+MuoCGXnli5QVf28GFMKxPWcl+dlSuFFZguUahxN6y5KAUIwpGWFyZEb290i1RpV5LpROOzws+e3+Vpaafs7erGiw2YhqOiyvvsPxS3b1Si7+8Gf5SJ2XlSIly+r7c7aMGO9PlTG40SawZH0t55+u6PP58yNGFIYtbIYhQ+S4+uUNRAnfxIYwVuMb7HNiy0N95k4MVAzaXNj8OpcBSvMQlKYO9bAkWErbcJL2SzVdKmGHuROUlucXcm8CzjNUs4/WUhVbGQy9KYq3ZvkWh55csp8/4nDhT59KtlheyDodPh2yc1EzUJZVQEQhV6m4fte9eHuD5AaDEcpQ9z7ITUZIrcihNRrcKHL4eFsnbIXOXgF2weDH2t2DqgSwpvadVQpwZfusvx/jk/TUIc/YWGiEcezsGt0Pve2VcMQC1eFkwvxyHl/3woUcu8vklYpDVHFqHrldTSafH5aA7XZP0Pd71+j6nZpv8m9/XdDOnxRFuYmEf6c5hsd6X/LfB5xjIozzAlCUPXDrZIgsNLsAIp8+HWekC0GLk/LrfZQD28oo+nOVCzuIrMpr5Y1FJanHM73tQCy2TYxkb1zQ5cq7N3uN1Ll4dsH2tYHrcIK/b2eLiTW0W2hkKn+++s0OqDEsdS5y4TCYMwT1s3i1mbg871UdHMRQ/G9Zi+97KuuxhttErylqLnw0YuJyRHLX5vLK+1qV0vCz53Lqo7c5BLovnLqmj/IR9xzSff6hKNph8WwzXpzQrkZeuOCWZUrYIX6Ilc4iLFcAuI3xoTokVDD6cW1jOcg7qVMxonQpGcvcdPXZu6yPiBGzidjezGZm19I2gl7l9K5N8g9binma49wwkRgz2lk+zYrdiSDNLmlq3bU3+s7R4v7gbt/VI8btJmrsemXWPaf5vpMPXSf77SWpKPzPu/8nM4N9yuz4UGtyNup5sJBi6/MXXfDAh42MZB8+mPHc4RZ+e9Tk37zNdV1y6KebQGej0BBP1of4Z1FrrXJ6qYY/l8CocNepfqsFL743sg25XLF9Dne4mltpSMXy5udeU9HiZsUsjfwt5IjNUObEj04E8affhDz9X49hZ300DEl4OcjHa1FCqHCzKFIoLf2WTw4VYeuULMcT2sMOm5IEXAR4jsqW8e1r5rjDGOJAnmovWxfzzu9v8/AmfVipzFneXWoJygVtW7vARAyU+UhMjnda20iV7pCv5yLV3+TyJ/PUwsLzg6m7yYyVNSYowqDcZ5FQKh4VSrbhw3UYWkLgO/XJKphZaLt7YZ/+pCcZrHhu2SKpjEp1kPtPjkjuubyODiHufCVFGUQ/J52bLfFsP18wy3F3AjrDZIDNJCcxlwBdgpxxUjv4bxXtyRK6UC95H9fhgilLewzcE+HBXgsEQ97JrUiR2wpQ//usaH/9qjVQPmbuYfOuNTLsta8PSeLaS/hgGQX+HLBFlnIsSda/IJK7MaMrhZrkXclUKuZIZjUoy3v3mHgdOtvmNv9JQSVwFVQ701Cj60oFclMANDsBFgFmUxA5liXX1JWIoURxwS8djpLCuwIQdBuRYhB26OaNxzLALaYir4b+njMHmNrWUEGu3G1u7q1gzGXLXDUv8waklHnjB541jku2TCt3rWxY7CY/t7fPEgTpLyxU2TQrG65JaVVMJh1tYaz0EuFwJ8BFXZQXAKZU+Fku4tCs0+YrHoia4zJwDPT7svi6ALYUdgLnYjUCrYr5GcU8Hr70gYf9JxV/fW2Wh7eX7/hT6W45UDV7IFrywc5Lr8BLIEeXdzy4svl/a3TPqRY88NwzAboyb1lqA2+STolKjma7FfNebutzzcIUDpySEaV7o7TRsjCy8v1EvXOa2pXDWoi1Y25bLKuwowMvmgS0bCsN8iMz1N6KwEofH60K4KY5heXXPZF6Xk++/6dSFxNOa07N1Nk9bfva72tz/fJ+xsYwwAD2zHLD3aI1vPDVBGPhcvEYy1VCM1TX1qqJagYrv9LXrlinJCy70gUogLjE0pd8tgFsG+PD5aFfHkC1fCuzRrbzLw9ZNLkuGE5J0icG1TjBYvvRohUNHA1cKK7yBc1KMdx7WfA+lSbnWZHAiBwxU0uClx78ruCzGGmPLVXzlbvdyEdaoZWiMcdZhMbHVKqQxGKNJ04wdFyW85dYuhz+hybKypSOxaAfyQpZI54rrwv+Wro7cFoFkXlGocqCLPOk1OHdlT7z4/qZ8zl+axCnYfVDWUFoRh+AfxZOSrsgqTa3bYtCoPOEV0I000+M13nR1l3AiI6hF6KkNl3XH5uzBzesOXjlRs4zVNNWKkyiV0BD6w+CwkCUv1Zp2xYcr/54tdfnYFVeqHQH8hUBdno0hS89VCdzFTgIDy3BkAyUHapkzuJMmGZ9+MOA3/qLBYs9z27Dl0gQhB1umqBWgfkn9TAkzg9lVZc3yd2QyVwacduTJ8GnRDDHwx60cAb4pBZzWuOxlZhRpopkMM376e1scO6v57DcUVFL3ofNlvgC5lc53t4ARAoNFI1B51rJogxuRKPlKMuKIlbLfL7WM7SiwS8zNCuAPj48dlXwlkCuZEcWGKDb0I0WnJ1nuaGYXFOtX+1x907qD6y+6pKuf+frHjijP/5mbrhj7is261CqCMN94KfCH9dRyUMA83Clg+BGGH6r8RSiDOAc9wq6QNSt68IoLodRNPZQtZgT0w9FeQ/Ye2TBpAOoSuHXKmRnJx+6tcnwmDyyly1giFGKEvYcjnQc68iXyqwTsEouPZC55+VvZTRmVKgxmeheZzmIwjzFOSoxkNmUecMo84JQO5BetSfjOO7s8ud/n7GIJeYPMqSbBeeUGV/Ptdu9ws00yW/jOuUQpSbVRmSJGWHkE4PDSkXYDPJRXOzEC8PJxGy2BGtYkedrgdTICTxL6Et+DpU6DMwvHf6bbO3hEX3dZDKTWpH2SuIcQolRiWsylsKVqtmHCoRjeWP4kBQiGH3w4vEXIIduXRwHIEUa3LwV9CfADxh50XxdBphnsPiBl5sZ/DXzvPLDUKbG0fOQLNT5xby0f+DHM+A3Yu9QxP+rbj7L3hezAISOt2GHtQhJlBVuP1qfwErtwkPQps7bMy5hHQJ4ngIQiTQ3vvrPH7mMev/lRTT/Nr97i00pX85IIOVwtpCVDDC7yMtClBImgHJeMJP8Yfvdykk+a0WM1KC0eYehhQRjl42OHtSeZIcdeEcu5z+XlrlmWWSaWYsbHIptlGXr7pnm0kswudkjjZTatLjSzuxkr6UXKjchKNVGiSVJFmslBVG8vAPDiKqX0JUcB/VIGH72XWb34HVMKOkv7wQxmUmcDgBcsLqXb1FTJFIThG88GfPTLNaJUu6QOQ3niBokWOzVcoM6Elwc0K95/ydK2EuAraH2oTpwmhtJKWWj0vG9zGHyKAfAHbC7cLhFGSIxQZKkhrGS8/1s6PLPL577nRb473lCqIC2gyYygnwdyvs1lmhwFurRD2TYcMlTEUCtckxzs5eNYYKRw2y4Ut6wkAWPcXvVxBv1E0M8EnQSiyLk9g2YOaVg1FdP1As503Pbh+utPW+oVy8O7JKfmFXdc30cLg8ksaeYCzNdcnbBpjWapVXf7qEQeQqghwIsofAQEQ5ALUSwrRbZqJWOXtXf5YsjvJe09BL0ZMrgwIwGmlFn+Xi5PRIrWGed7gt/4izp7jgQQyoEsQTigS/KsJcOab7VSloxcyCtA/ZKKvZcBeQncg92uy8xdWHfldD3DCbBl/V3ocmPtYC9Mp9MlxiqMNSSR4qqLUn76fS12HfA53y0hzpQ+X777Qixck0Im3EDOVFg8KUp9nvlxKTG5yANRp8FFCcT5zy50zEYclJUAdxd5wdpxBt1EMN+XtDoxW9e2uO3WLqFn831GnaX56qsSogz2nAypeCm6l16OSj0yM8fTe87w5F5IjSU2liwFrTK2rO/xo3cvcPfNLdJMkaTKjdkVMmeb4iCtcFC4EIjLQegFWHvwM/NSZqcsV0xJl5c2JR0AfFSexBn86Wdq3P9c6LJVeaWgCywde2vhMpfloUbFiZIjF2ZxIl6uAu6ljL0S3xfE+8r67FK8cyFHRZY8cmsEVkiMMEPrUJSYPDa84dqY73tHm//6sTGiAXsz1EfGglD/d3vvHS7JVZ/5f86p3OnmNDlqkjTKKGcBIgojMMY2sN5dYG2v12bNeh8HHNcYYy+2MfYuJtoEG7BMTkooIIRyTiONpMnpzsxNnSqc8/vjVFVX9713ZgQCgfd3nqeejrdvd9Vb3/rG90ULSSwESmQ6pYJYm3YFKcAqtAR3enN6hs4pXgHFPFzMuyoWbotBTHZSx4lgLpS0wiZvvOQg73hVi1XjAiks4thoGill0w59njs0QcmbwJIh9qVXvJaBvipz3M7dD+7GcxxakSnLGn/H4fChgA/8S4COJ7noZCMDl4GryzVhAcvMAgDPwCoWATqd95D5wagc+B33ReU+uEituDkxMvL0GGnFSFdz/6Mef/OpKq3I7hD3d20dFlyr5wDIIqDz2cbuiL8YWC6C8XkuSfFBlx9O0Rcv5MWBeXnxnmyKzG/NiJvQhnk1STS+E/Ibb5nlO/d73POIQHup+6OMcTJfXJMJ9CppelhiDZEwvneeOs1bh0XHAFD0yUXXVH8nphKFk6AXN91uTLYPM3/bsRRXn1/nN6+xCNxRjkxZOY96HEvjPkdtNm0+jSUrLyYMZ7GH+xzKZZstK2zO2+xweEZSb5raf+oKmpNclNh3YBkHJkI8pxjc9bgXvSCWRZD3vtZt5aEYlJracP7j0WkGptfqdzQahSj43QU99Wd22/zFP1WYrNu5xe7eCta7EDz1BlFFC17M3S5mqsVxkD6vhK87IM8ObPc4WzfF2/znUndFWSZ3LWRq1Y1ggVIWwyXFb711lv/5t5Jn9hWseFfLV2rWlWnU0ggSIUgQxDlgu4Ft5b63yA3EPNDTcV2K+7L4fFetJP0MS4Bva2oBLO8b4JndqYBwRhuR9s3MNS127nOgv8z4Kp9WFGH7ToznJFTLbfqrCe3YxbVjoMMN6DiSvrLFWD/M1iWi3MZzk7xlNU/fLQRyUQCpVPOtfJcbY45yEdC9Fj0PTERm1Qsgl8Z6m+8TY7kJUw3JH/5Dja/cXCJ2OtmSooy4SANLG93VLdid1lo4wFwoyFzMNZmH6q4mqx6sF3PiReB3WXZyHpU8bViw4qpgxYXSKGFqBa+7pEW9Lfj1P+9nuoEJPPKlQFupJRd0JNbTopDodDvmV6zMKheAWmTXsoonQ2r9Rc9zxeA0IwiyBJB2j7opwA9OOjywzaVWlml9ppP1DCM4PBsxVY8JY2iGYNu2wnK8bUfn1Ff3TVdeU59rMdTv4jky7T0ReK6gEmjKftwFsKznuqiLmFvT3HKr/Iyky3IXrbnKT4oM4NABNwV3JfXMCidIR+Yis+JSmFE1JQRfui3ghjt94ox/IgM2GdBF6kt2W538Miq6QbwQarsNtZhnuUXhTtFOdoO6e7InPcU7GZW0N6Q3i6ILWRRZsOR0WfTUH9cSkUgcK+Zl57S5+qIWn/6WhYoT8nEeIQ24UeT6lIVmrc4lqzP5ohGpgpzo3geIHMi5NaZQOCL16/MTQeZXTiv1+cFQK2f7oNFKOHQkotG0cF2ZK1l7rmCgGnLhWRUGB9RXW3FpW5TMYpeqq/jQJ7+20/erX43l0Gs0Oxnss6gEwggzSY3jKEqeohzE+G7Sxcrq2EnH95WdzEZmzaGTr+5yVQr3KT6XApmC1e6ybbl1L7o+6ZUhdU2k1MRovnhjifd+tMr+2bQNsmi9ZccqN4pulwAARcdJREFUGfW3zmW2kyIsBM0F0JutE2B2+d7Hc74Xs+wF1C9kwbNv0N2nkp4ECOaX9KWZtsl4v7VE6pQGLpJMVBN+9+2zNCLBl24pESfQNWGcgTu/pQfgxV9R3BHp90x3jsa4SNl78uxJuq+s1KWxCilaWxiWXCftixEI7Fgbvm+p0Tqm2VY4dmfooVKyqQYxJ68bYvV6vhpFX9y5dPU1RqNnYsDFdR3WTviEVYc1S2LKQWJKt6m6lusoAi8m8GJ8N8Jz4lTeI8kbnOb7xHQAWHRVssf5c6pgtYuBq+7swPTSnL2v+wTo/A8pFdKBPZM2n/laiaefdaCUgXn+rUitiqQQ3RdBnd8WgsseIM8H9jFYrXIEF816r58i6AwhFCuZxexKx1WhJy8uu8BugK2Vya4IbSqdxJqTVkX84qsb3POgy3OTwuiWiCybYuRNusF7rDO2+J6ixe++b6y9zB/HQuSuTebb28Jov7oKEt0ZLja7yvSNt0Kd9oqZfVH2E1ptzfiSCn5/lTA0YrA2wMZ1S7GdoB6IXVE894izdHga11FMzdWYrQcIAV7qq3tuhOemyr92nPd8ZJmM3HL35KwzIHcsfFaRVB0rDuScZingsnsL8YfkNqR4QllwcNbig58t8+17PPDFouDOqmm9Aw1dkT+F5xay2EVLVsgA9MB/UYzP24rVTDqAzgo9FApACwWc9KQR8/tkfSwKJSRCKXRT84qz22z/hTne9/Eqh+pWWvRJWwizH1tM73Tsy/xqVZcvl+2wHrDL+cdDiw7oEyGJEbQlRkVDCXylicw5SZSYnLgXGXxMtTTTzRDbgvFpl80nD0VusKIeU1BZC4KANWvWfPZ33vcXZ+3Y47/LUS2GK4Itq13WLNF4Tkzgh3hOhOdGXUSVWR66o4RVtNbGN7ZtEwCCQmlNnBaFmm3YsdciVjLdNwtEaVqjFFQCxdLxBMcxwrIAOhe0NQGRENCWko99scTff75MqDK/O9up2Q7vTApnfmHmBxb9715sLpgWLDzoevtiNfqFkN51X3TAVCwIZVa9eDZkJ0BmAEg5Art8cHJLLpRCihToQqKUxrEU//VnGxw4Kvngpyq0tCTNG3YS9in9spteyZeMx5QDnU57LdBpk1rlWAl27rVptQx5VJQIkigbo0t9ka5AVnQAryShkETCopkIGlIQxIKyrSnHmrILvgObV8HJ6xTloMXQACwZe/ZD737LL372zz6xvQPwNWvW8Dd//0ksKdsHd81y5KikYrlEkcKSdfqrTSqlJuWghedEWFaUlsOLmY/CnheFTWueOyhpxYIwEtz3sMeu/RaOC3snbT53k08jNHqbC6Ab0kvS8pGYqy9sM1RVnLklZOvGiNF+BbG5TKFBO4IHHnX44k0+YSRNdiALknovl+kIblfKioLh6cl3LwTuxVyW570WKdsv1JPScVs6VeTMR89vC3+buxmZ9S8En2iFVhrHU7z+ihY33+1y92MuOqNXVkAMowOKUzZFnLk5ZLia8NoL2iwfSYji7FwshtiQzVQ2Q8G/3OSzd9LC9QQ79lk88JBHGEtakWTHQTu9UmTHp9clEmnRySKWFnVhc9S2qPqSfk8zUVN4wsJjgMEgpuLUkHJF+1fe8wnWrlvbATjAZedvwfe877Tm9r8hGm+uWzmRsHZpncG+GUrBDLFuceP9gtmG6TBEUICA7r5c5a6YIIkFX/6O4TqMlOSJHQ5TR+2OT+D0/sDsKBdr2Anbdrv8xad8RKJZvSLk4rPbXHNli0u3hlQC09Z5/5MO//Ovatz7uGs+t+tS2bsDzauZ9V4wmOx5rnAEuwo73dareCOODfyekn0xFXjMvykAnkLRJwe5LoK/EIxmwM5U1jCjZjrUnL0p5H3vmuW/v7/GA9tskIJKoLjk1Ihrrmxy8Vlt1iyPEAmo0LTmupbsuEZFkKdxVMnV/Lc3tBBSg6U4OiV5YodNpGByyuIrN/sksSxYj56dlWPKfL60LKYaLrc/VuFw6BNPO7RjzUwzYfmIZPXK6tPLNpz+nbDdzj8iB/jGTZtx3JI8/ZnrpM8kpaDJrsmIO5+KueMxn1Zc4nuP+kzPSaRQGNolZfwEnZj7846cCSraLZky80vDf1brcRfoBl4XwLUCEtNxY8donfDMPo9nvmxz/fc8XnV+m7df0+C0jTEf/XLA9x9wUDnB+/zoPrXZuUvTNZVClpnpBjc9n7CY6yG6wD0f9Iuu4s/uAnIx2CxY7vRd3efCfAtOBvLUgndZfpHdpr8rhgtOD/mPVzf5jb+scPqmiLdf0+TV57VYOpyYK+lcWkTSNkpZuevTC/C8liE0Iuy4rxU74dxNJq2rdMxVZ7Y7Xtm8kzg9eVQqb6hMO8XUnOSOR+u0EsHtj1R4Zm+Jx/a6PL3PQVZs+WunnyLn6o35AFfGodpRGRw7dOv3n1zz3F647eEa9abDoSkXaRl2f9eBUEGYmC+JikDFoOMUjFm6owAwLwsuMv+r4IcJi/x637OTjJlKTyCRpOIwEbiGkWjPIZuPXit5dq/FqZsivnmrRygL/7toexdApqCTPSl+3S7QpQeq+No8C99zIhwPxPPWgi5KsZtQd7+WW+/M7aDLcmcnRzHdmIG86//k7oux6K4SvOqSFs02nL455opz2shYoSOMXqeyUYltbtNJmqQI8Py4d7dpGMViZWZAo07vkGN1Egx5YEunGptoi1jbJIlDHNvEsY0lJJecYnqkXrIuYbY1zW0P2hyuD7Nu/ZJDwA6lOsY2B7gfVLn1e/c8Dpt2PL796XOefu4gZWz6KrC8pokTRTs27Yr1SDAXSWZjj1bioJMYdJSCvHi0ikFdL7AlOaELdPo/0oNoepMh0ZZhtNVxByUq3SmWxnFg/aqYN7+0xWBV8d5/rDDX7OzoAiTTu6IL8x0rrucBdp7fnT13gv72Ym/Tx3k8//1ZFiV7c6c60LHaeRUht9LFvHq3OyQ6vyU7TAJm6oIPX1vi+jtdyuUmF50KnsjEsayUstkhSZycAFTlU0aF353vz2JzXJKDPZfoTszj4pczVwXz2VHiEEUOYeTSCh1abZd2aNOOTLt2xmC2daUmkaNsOX3djh3P3Pf4qrVnzgc4wNZNawAOrFm7SjVmj8qKb4K/KFa0QkW9qZlrKbyWwBFGSntGSBo4aCVB2x0rXkwTZVQFaVm8mNDvdKiRl3mzbIACQi1oK0GYOOluUOmJJEBpXv+yFr//jjnGBhRrlid87XafOx4wgwCLQ0h0Lhrzn+4qLh3DzV78yYUyMIsgWS/0QPe81pUmL1A8ZFmVY64sXC58tig+SJ+wBQ9us/nwF0pM1wV/vN9ioKz4+Zc1IM28qMQAPI4d4sROO/g6MuBmB/a2PWe9+lbat5/WSVSnWa6ToACd6RElNmHs0A4dmi2PRstjtuEyV3eYa1o02pIoNsax5Eds3LxMVfrWHOj99V0ALwUuWut3j9bEOeuX+y8ZrJnn55owNas4Oh1jz5rQOUnzkrHSRFIQYqXURVmCuuNXZ62UtjCJDUd26Biynuti9162600vsKatBHMImtgoZQMSEs3a8ZhrLm8yNpig2lDzE/70l2f4jQ/08dDTHjrjAe5CZCfAXCyT1+u1LxQDdZ7vEPqIEzXtC4C7K/snOla3SNJp0oS6O8gsuCi9f5NnWHouqp2zTedJpgeesPnd/1tltmXKugcnJf92U8BLTg1ZO5qgIzPUHCc2YeQQxU4KcJFmsbKrgtnfnd4klXPbSCspDKsUi4OdZjudSpjHiXFJwsih2XaZrbscmfU4Mm1zeBqmZzVzzQStYXTQZnSpcw/CeXcvg0EXwF2/wh23fyc8+aQlaqJ8P61wisGqpNmu8OyeAEs6xImiFSncEOwwm1s0eU+dM3OmhzsDdZqxc0Qq0Co7NGi5WkLKmZIRwKAzFwXcxPQpJEhaiYQIVo+H/ME7prnmgiaqKfIjfPHpbf70V2d46x8McGTGMdU5ikDvts6FEPeY8JwXQIpjP/+8V8F6zwNlF3A7QWbxxMjfU7wGLWLd8xSo0AgLJmcsfvfva3z3Ac9ICwoJPlx7W5mgBH/0jmlWDGmabUEc27RDl3bkpH65zF2eDODG7etMXEmpjAiskp25WaXTQfBukHeTjRoJxSi2aIUWs3WLQ0cFuw+GPLs/oRm3GaqG7J8d5Jzzl6oHH7g7vOKKyxYHOMBJG08jDOc+vWvXrVtuve9wdXAg4iWbQzau6qPeqjI1a2GlfeAajI5jZj0KR1tigO1Jbfj9CsDOAV7Qu+lmHe18H6UNfZglFW0liWJYMdbivf9lijde1iaKbXRKri60whKKc04Oufr8Np/4SgpwDcUK6ULgXTgduLiV70FM193nhfHesv0C36/zlmycrROI5pd26Aa1Pva3yNuTHfjK93zuethDZ7J1mP54FHz2OosoEbz3HbOMVgVTkUuzbXziOLY6c7nZb++l9BA9jAdSoTL+Gi3QOhtQKfYlpSeK7Mxoxomk2RYcnk54cneE5bW4aGvMaC1hVg3PnnbayZ+ulMvzfuc8gA8NDfDAgw9+YtmKS35rw94j1Ud3uHzxlhkuP6NBrVwCTLm0HQnqsWQuEUSq4CSmQaMrIZDaWG9pLLeT3lo5wLOtQK4ju90VrTWJNkoi9VAzMNHgD992hNdfrAjDIJ1c0QhhpnggZrik+PmrGtxwl8euw2lTAxSu48cHbNE16YCi89oJfMQPvRb8qguk1LQW+bzCsf9xd2OA5Sh2HrD49LdKHG5YnUmnlD4Dy1Q7r/2Oi8Di934xxrMcZuoB7dAMG3TCrexKrOjQXXfz1ViWNFNWqZW2rY45EDIpVMATRCqElTgWnuPg2Ao0zDYUo0MNLjlDkbSrPPKczdvefO7RsH3kE7WJJccHOMC6tas4dNAN71Al1i9p8P2nAu59SrNyQDE9p5icFeybE8w0FKGO0TllqA1YqZ4NObhdqXEsIwNuy4IEdw/QO7KBBSHR9IAlCqplxS++eparznaZnQvS7k6VM8ZaMgbAUhGnnBRy6UvafOqbbsdhFcdA9wJ1quITXa7IC+yeFK8teoHnOkBO7xZL9fnL4sTO3cw3TvkBb7zL47FtrslwyZQAKb+1EMIEkf92RwWt53jblRXC0HQfFgcTOiy/siNOYIn01rgmtlJmjtdKUpVlkX5zwxqLyFjKDNh9T1L2IyxLESWSozM2niNYu0JR9S3ueUazYsJnYnxZODwyseDvXRDg5XKtefeB597iDmy5cWrvbaUNy1xsy+eJnQnPHY7YW4+YGKvzqxfNcOejFjffG9CMPZTlg2Xkjgz9QgrwArhti44fbhWtOCmhC/mghZHlFjiWGboYHbSYqI1xYLKB64S4ToxjmaYvbUVgmwMYR5qxgYhXXtzk298LODhjg3sih/9EQCq63iaO86cnWsk85nsWTAgtlB8XJ/CZZuxO2poD05Jv3RJw8IgDQWa9HZAuwrJxpCSwNGULSrbLoQODfP8hj9EBC9c1StJ2ygospS7Ix6QAT6RhF1MaWwqUJbDzymqSxlwWSmogHaCRMY7TJk5ibrrX4/uPSa6+8Cijgy2iOOHITJV9hwOeChVCtjn39JMbZWf6LeXSuuYJA/wb19+q/aD6zOhAdfuRvf4p9ZbGs2Jm2iH/8TXTrBxLGKiEbF7TZu4VbW68d5r3fHyQZw9IkDYSiS00tjCW27XMrZ1qWWZA7+jNi5Rg3tw3r5k+X8eWeK6kHNgM9cF0PcCbEtTKFoEfohwzN5gd82wIwlExq8ZilozEHJw2jV6dbXEUzMejXhjzx4xIj//W4+Kwx0ovatlPYBnXqjAgkqbx9hxyTD+IlHRoo42qs2tJqpamYmuqrqYvUPQFksNTCoRFJZB4KeuZa+v82HbEv1I2NCWwEtUN7tRvF5h5Wyt9TgiF50bsPhTzno/1c8O9/dQbJb5xjyG4XzfW4rKtCUcbNSyrje85aNG/vd5Innno/hsX3CVywSclbHv09oNRq/H2SnWFbjUTBvtCzt5g4+hxknACFY+ze98YQg3whss111wyi2eFgM6tt5PqxTtWgUPcMmRSZhO4jsC1wXPMfc8ReI4k8CSBZ1HyLcqBTaUk8FxQiaDVtmmFJkcaRiadFCemOGCKDxZxaHHuxpjzTguLObUUHQv74mIBYPamBhcD7A/VbNUDWK2Pd/aIzt/0VieZ/9O6MuHCBIIIze0PuNz5hJc2pXVkW2whKUtN2daUHE3gaHzXuCHtSFFvKOYamnpT0GgJGi0TALZCQTuUtENJGFm0I0k7koSxRRib58LYsDLEsUWUSOLEDA1nMimJivnXW0p87qYxGmqI8aESflyirCro9gh3PtbHkVlFyYnZsn6ZbjWbb7/r7u8fND0289eCFvwVV17Cgb3PUan0JQ89fAeTB7fRbPncv1sTtTWnrPZZt9xl2ZiJtj0n4s2Xz/LZGyL2zomUmVWnIE/BbemcON/OLLaV+eICWwps2wQeZgxJ4jgSz7HwPQNuxzKRlFKCOJaGLsCysBNFYllYSqFUkvNnoxPKngJLFdrrFgdCVwqxkA55PtayF4rPB9gn8t5ixuJ4/zXv88gvcJ16p0oE9XbWE5RNOhmf25WGbNeRqRuSGnmNIbpvh4nRskfmdHIZ45Rj65SQX2MriZVqqyaJQNnKjN2pbB9nkutJSkYEk9PwmRtr2EHASEmwrKZYOixZvdThlHUtwrjBU7sCDk0JTjnjDE4/9Zxkdm6G1atXLrg35GK7KahO4Jb7GR5ZyvholXqoOXODZjYM2b475sBhi+lZl2bLpR25DFUNQb7h9jOBpVF9oHArcG1hAO+I9LEsWPLMilu4roXnWHgpuDMCUJG6nhl9XEfH3UqJb1ISSm0S6y87p83ascQk1Oc3WZ9oUqU7kOwNLp83rI+B4EUAXfT9u4Y/WOA3FGpt8zoWMG7EMwck13/fJR88SBkGpBB40jRjZqN8WVVSKwPwMFYp8aWmFZlRsnYoOltquduhJMwterYZKx5GFlGUWvPEIlEWWgmiSHBoxsWxLWqupq8EIwM265dryqVZ7n3SxbIStDuEkvY/Dg33P7dkYmDRXboowKXtYEuedL3a+0fGN7N9j8CzHLAVM42ERhvCyPBRaC0QUoC0saQksExaz7PAszVeDmjjmni2uW98bKOW5aSb61jm1pa4rsBzTIOXY6cT/Gk+LOu36PD0kTJtSRQG5FoL1iyNGagURBULKYguYBRdkWNg9Fhuyo9mFS4jx6reHO9MLWR+pNQcnRM8uyetCheGQLLiW5bhyrTiSVsnEpXKi0TKCLGGmjDShBHpJgjD9DYStOMOuNuhRTu0CMPUfYktwsgmiuyUvMc2dMgpHZttaRxHEHiSWjlGqZB26LJ6vM1pWzYwOjL6lbvuvXPS82uL/uxFAV4JJM89u212xYpVf/zsQfeD40MDrB6fpq+k8FyRB4nSUrhOzD1PujTaHiVbULI1vqPxHANu41eD56aWOt9katEz6y1z1yQ7ITpBqonSMxUIIO+B6N06AzGGS7ojP744OOYVaMSCd4+FnRN674mu4/nk84s6x/sW3akYaRmXsPtvClRsdPZz9tdKGa0eo8+Tae4oolgTxpowTkEei8JtCvRsCwWtMAV72za3kU07cggjh8C1OWdD01AHKoFSOnWLLKbqNtv3tPH8EU5Zk3xwYtUp3x4eGj3mfrSP9eLqNRt45LGnGm945Usf2bm9ET72xHY3bpZYNmTTV9GUg4hKEBKrFv98U5mZRonRsml0DxyMMkQKZicd7898bilFLgVnUoICy5LYtkyteyZ4pbFsk1KUVodWTczLJxS66fKJlWMc4x9kLYCbHraEhe8/n3UcA63nXXb0iX4EXc1VxR+QNsXlXCV0uzZ581vaG5RkIlNxxpigyGxl8RgobabjE0tgK0O/ZltGSCrjtYS0H8lSeG2PgT6Xn7uswc0Pt5htlam3NDNzCfsmHZaPl1m1rM6h1hnhqnWveqQ+t72xdvW6Y+7OYwIcYNnYIP1Dmz7y+3/9wbMfe2jN28f7G6xbZjEx1Gaor8n40Axfv0tw+8MDlBybPk8ZgLuawBX4rrHOWQBp8tyZhnma+7akSQ/a5kTIlNzcPCglJ+DPCgr59FlXRoEFrNlih1zPf19PvvlE7OILuXr7So53Qurn8Wx3v01vqCoW/aSiXmcGzCSBOFPaiBVmpDkFeXoMlDZdEkoK05iXFveMIpsgTnQqRwKkpX3bSgi8EhedEvKKM47wtTsCqr4k8BJcWyBEmV94WR/rTrL/8fGbln5k5YVTx92nxwV4/9AQjz3+FJZlf/9G98DPuPqp4dVLWkwMNxkbnOLxXQ0+/u0BZsIKEyVN1dOUPU3JFwSewHckjpOBu6BdLjK559SS2zIHc1fO3DaDsXaqolbkXelix3p+8Ok6rgulB7v+sucfnHCpfjGAzo91j/EpC2d+FjyF0zcImOeuz483jl2qyly8LsqKNFsSK2OZ40QhpcwbrLJKcf63GpKskU4IZNypVjt2BvLOVUlKc6wH+iLe+vI5tu2b5OmdwzTbkqlGzHQTRsZWTZ523su/75/3LCMj/cc9DvK47wA2b1rP0zuf+fjy9ZvvbuOzauIA061Jbnm0ye99sp9bHxxhyLMYLCmqgaYSCCqBpBJYlAOTxy4FqaCVZ+E6FrYtsS2ZWm9ZsNTplmtophXPzIJnjTxFDsNCk86JL7Gg373Q2NmiJ9AJFHRO9LsU17Eihgy8mvlv6j3VezKjPWuh/1Icj9P536uuVGCmgdnxx7MtSQwBfZJraRqLHcbQjgyLQqMlmGsK5hrZZjHbsJltOMw2XGbqHrP1Mhed4vCnv3SIy07dS6k2zbZDMatWeJyydc3du3Y9/PHR8dUntGePa8Hzn+6vQejwQ6uXeafd8aSa+MdvDfLcIclzh3wGyg7DpYRaoKmm4C4FFoFn4bkmkJSWAZTSZseodM9nfSedqiYF8dd0y7UvOyDv0gvKChk9zfPdsBAsdgb0jAQc0zPoLvwU2kRPdEee0M4u3J1nerPWYAP1hSr5x71wLHR2pJY6m6Qy2SndUVVIW5eVMq5FogyAi/LrHaKnbEfplNXK/J1SOk9mWdLIVLYjiBKZCw6LNI3pOgnnbkpYNtzguQOCj30tpK6W7du4ZdmHfO+EYXviAH/1haupTz923dTMzxx43997E0urk5y9YYYvfC8hqWv6SppayZTQjTqbRcmTeK7RErekORhhJGiFEMXmErY4uAu+t13Qpbc6VHBFUap51HA5HXDPD0kvz4u91Lst2D24YCnz2C8fdx0vAD6eW1NsvlooFtGLXYfSD07Tp0atLZNL0XlwqdKMRqKMHEmSalkmSUa6JJAi6+zM1NGMqKvWRhWtHSaEkUFyRurquZIoMkU7pUwGzJKaailictbnS7fVWDbQxzuvDqY/fZvztlPfePsN2776qye8W0/8VAC82qakNX3kba+86LQvT+37+qq7toeETY/xiqavLOirWFTLNtWSRTmQlHxN4Ck810h1A8w2TNlWFfi4ROqn2YXqpp31Mlg6lebuWHJpFSZCZA+jbeEimxIjGDjnfqfoAv5iVHvH61ta6GKg533QiS99gq/phV5YMKFf9N3nO1xF2okiRUfesZMHlqlmT8FFkakVl0oTJwWlNanzyqWWWYZEpClGxWw9od4ylICOFLiuwPfMQEOUWOmEvo2UmsD3Gehz8LyQ6+6Gt6+74NAfv3P8rumZhj77qye+X0/IB8/Wc0/er9/zm0MPjQ8eeMPB1mD4b7cEDHguY32agarFQNVhsGYzWBMM1hRDfTEj/SFjg22WjzXYuGqK0cEpZuYiGq0OB3kGcJMG7ASXllX0w431zjIpVq8obMFy583zQJgYi9Sbv5uXR1ik56QLGi9wGuVEQY0uGOC8/t4ZgkB0ux/dvnihLpAxXZEKN9kdYBsKkNTapu5InFryzD0xrknme0McZ6DXXZtS6WhdmjkpB9BXhf2zMY/v0eye1ByaTjgyk3B0JubodMTUTMSRacXhGcHhaYeDRwLqjX5ee07IlRf3hdv21H/upJPPnW6rwee1j5+XBV+38Qy+et2dzFDdV6qO33fG6tvPnZudYbjfZajPob9qUStrqqWESimhHMSUg4j+SovAr7Ntb5ubH+1jx06PiQEbKS0cuzOInHegWZ37dqH90s5kuWVPoFmY/+seetVcd4fH9v2WmWru8Zmzs3vRhqpF3I6utvITdWFOZB0rx11ok9W9p8YClrwD9sKJkN4msWDthOKl57Z5fEdQsODKZD50h/QyA7YSmkSYDIrRyTRqDXGScn0LI1iVSG30NVMP0bGgEmgmhiMsb5pv3w9P7apRc0xSouIpWr6mHaUV0dg2gxS4OLZHEKzjZee/5L7xJWv3/fyr7mB06WnPa5c+L4ADvOZl53DbHQ/tPfuMzb8dhu3v3HrLzYwNOgwPSAaqCZVSTCWIU3C36a80CYJZPnez5q+uHSYQVdaNaKJEoZUFkGseZoB2LGNdHNvwjxutzg64c8EpqzClvQDxJxqe2mUzW5eG/6BAAjTP1+YYoD5eQrw38/LDFpQWWboI5ELnwYINvdnzPeDXmNaGWllz0vLYnK05iZPJncRaEOvUWgtIhDbKDgJkIoiFRiRpcJ762yZZYCrNiaXz0TopTbHOczSvOVfz+ksn+d/XNviXm0aYabsMlzS1tqLZTmi2FY12QpiOwzm2w3mbzmF0yebfbrUbe0eXnve899nzBjjA6pUTDA8Pb5s8sOfa9tT4NZ48zNgQ1MohZT8m8CJ8P2Sw1sD3Zvj4t2ze97lxiGssG1L4bqeAJtPg0rIL6UFbpbe9QM96jQuqaimpTF5RS5lsEYZezrbpAnaXFe9NCxbun6gRFsd5/KNdqZXPg8ruaZ/8PQXqNrItLYF3c8AZkCdaEKWuiqUMd3eSNl3FAkTSubqILKiUGplmVaw0VZgHqBqaoWR6rsLycsTvvOkIlgj52DfGqLdKDJQtqi1NyYWSp5lrhEzPaoLSOBFj19YG1m1rtw7/QHvoBwL4siUj3HzjN/ZasvbrZ54yaLl68nXDtf1Uyy3sdJZOyJDDs20+dp3Hh740QRJVWNmv6QtIFWlNWd6xyS22m22OxrWVAXZKtG+2TJo7s+YG2FZGJtND14ylzShUEdyiaMG7+6QXhJDodmx+lADuzVsvGlwu8t7MPe+E2BQ2UXif+fVJQtqE1gE3WqG0zAFua0GsshqD6IpeihKRgo6SgyU1kaVwYkUUS8JI0GxbTM+5OHaVJcOK//GGacrOXj5/2yB7pmo4WFgobJlQ8QQbllVZowa/NDfHr3/lq9/ce/VrX/kD7dMfCOAAl17xSlozD+6xncvuveOOw6/73C07UdKmHYacv3mW/mrCn3xkgO8+PYJnl1ha1QyUFOXAVDg918qbsFwHPMdQ83qOwrUVrmPUIzrWuwP0TIu+iyWpp7ppO4ond9o89LSzYN6vi25NLGDfFyxF9vZx/KB7b3Hg9j7XxYMOxyjc0JX66bbkouCydHjET1sXsX5FxFN7bKMZQuqqpG5KpFKGYw0iYy5Qxe/ZkT3s9OgWMiqWwg4FzbbEa0nmHBvH9rEtxfAAvPvNU1z2kj388Ucb9FUF52yKabVc6i1J0L+Oy1961b2NMNxz9Wsv+oH37w8McACvOg6MfuDg3Klr9hxK/sOTz06KR3aGfOvOBKkE9z4zTKVcYrysGSgrqiWRVzcD3yLwBb6nCTyN7yp8V+G5yYLgtnJwFygIrNQPFwWwZ2xJtuaJXRZPPmNTtNyFQ97dObeAJ3usEv58t3x+tHlCWZfn3XPS+6hX5EXQmfLp5gjPCThTl2XDmphNy2Oe2oFhHtCdLdEWbWX0cYx1Tk/uvDdFF0RpdToI2AlnDaNVmu+2BI4lsS07zYz5SKkZkYpLTz7KyLsOgoalg/089GQfylqil63d8MnaytUfCOdmfhiI/nAAF2KMf/3qHY0oGfnlt73pZRv/zz999bxzt+7ioq0x33nI5oE9DoM+DJSUKQKVZFoEsin7gpKvKXmawEsIvATPVXhOgusk2HZH/ycXuspAnSkbi466W7fOj8mmIA1dXCdn0nG6FyfM1D1uyULvYWHr/UIFlwtcOOa7K/OK9vNe72bFEt0+eJYLV3RlUXIEa9MgFSmREpSmfSmIgm+dVjq1IEmFCpTu5HgyzVLTXCfTWztP8/pujOc2+fadLjc92Me5GwO2rgji0eXnfGbjqqFfbod3tPtWnv9D7cofCuAAb3jNeRydbrajKLzlqosfP525w/76JYNMzs0xXIY+X9NXEvSVpSkClW2qJUm1pCkHirKfEPgq/bEJnpNg2wlOZq0zC50RyRTIZKTUBevdU8XU0GxL4qIURwr27rbQLFjqDjqL6/iB5Ik8s/ha1E3RJ/g3uSXNHHBRAHlBbp2Cf64EttT4Xlqa7KKr7gSboUg/T5k5+EQbaW9bCywFtgI70cSWILbI8+DZSaB1kp5oqbIdEikcLEtTDnxs2+Phpx22PzvCkC9Zv2LDrtnZw79y+wNB+4rLL/9h4fnDAxxgoC9A673vefnLzk2u/7b4H8/tv9V9dn9MybYYKmv6ypK+ik1fxaZaNuCulBLKviLwYwIvMQB3YqPelgaWOYlMQRqlo0/fSQ0iCxY81e48OiO44x6XIzMpEUuPJknWLpG3TSyyTjjHXXTNxbHeuPDSx32iw2qVvyXLnhQr8tkpW6xUAt3DIZAkgqFazHlntbn+3hJTLfL9aLIERkYwTmcltTQ5b8NCZsAtMbwnthA4KT1IGBtiqLwBKy0OqdzCm/lPKRx818f3ApaPRew9EPOzrzg3XHnShZ/FHg7PPaX/hYDmCwNwgH37rLg2sPl/nXXa3vi6m733fOFGKUfKktE+wWCfTX/Vpq8iqJYV1SChHCSU/FS1zTPCVhnPSRZEFrUzjQXWiDzO65EnLOYLpGa2LXhul0XcElDprs1n/ncR5Bmo8ufEMSAqjvnwB1sn0ouyyNO60HjVeb6b8L5wrQIM75/nw+plCVVfMdXI6DQ6OXFMNpEIU7EUReOQ77uUA0cY7STf0gSxJogFYayJYjP1E6cdhsbCW2htYVkugV/lZy6cRNiOCvrX/tk5p61939SRyfiF2KXwAgJ8yZIxnn3u4dbI+Oovjq14w+/0+dfLkVKd0SGfoT6b/ir0ldMKpx9TCky+PPDCFOAhvhvh2HFekTRnfDpn2SOslLeUiE5w2KtSYtk9PkdKDmpomrsFp2TRyBePYs86lrvyfLjDF1qdFJ7OHxdfO+bfFnqmukb3CvnxoruiEaAESUzeyZfX8YvtLIK8upk/qQuujDKZlbzZypL4jqTiQNVRlCNox5hB5chULKNIEcWGKVgKn01rl/Hyc6t/9Of/ds9f3vXIra3/9Zu/+4JgEl5AgAOMjZ9M4PHoBS8Z/zVbW3/xve9e7w5VY2+gpqiVY2rlmFIQ5Vqbgd+m5LcoB00iFbH7gCaKjbgVwOolirIviWKbJBtITaUzjoGQdHUsdrf4lMilpnvTg12uyokGjD+INV/sRFggZnw+IJ//ccURvm7Nnk6m5UQ/NQN2YhQ9VISMY0pByJrlhntGSEkzdti33+dwI2Dac6h5klqkKbUVgQNlX9FsaxotxVxDIq2a7h8a+JOrLhbvXzqsWlte8sKBG15ggJd8gdY6Hh0qf2LjplM+p+YefHfc3vtbvttwhmoRAzVDuSaExncjXLfJ0Waba29weXJXia/eXmFm1uik28S89uJZ3njZHJee0cSKPMLIwVxeZSdw0uQy0kU9mu4Dl2ZRRBpgCuM/muC0kyKcX+s89jqR9+WKyIU/KKqmLbT0og+O/WXyADJP5XV0662eiua8pGhuCIoyiz3fQysjIRO3cZIWl585yxsub/CaiyJkIhESjsxKvn67x5O7Hb51Rx/75qocbXuUHYktFCUbhsuagWbICr8fu7T6Y6+4fPqPPv/1knrTz7/zBUSjWS8owLMDCoQ3fO1vw9e96b2/9/vv/fXTTlsx86q+6hGe2h9SK8VsWZ0wPRfx9bssPvbtMR7cXkMkhmFJWKZyFiWKj3+zys0PTfP+Xz7IVS8JsVP+E5DdmYH0IAol0VL0XOAzS94RfzVyKTqvvPWKu574j13wbgcvPRohCxrtYwD9ea1cJ0d3/O48LOlQbJirnyykC+kOwIsAn/eNFagYV4e86vxp/uy/zLFy3KHe6COKjaxJxdG87eUxSrd506UH+MR1M1x/3xBHZn1OXt2gv6TZvrvM0hH4T29eP3PSll98YDKO1Jt+vnziv/V5rBcc4Nm68tW/xueu/Qagb6i68UVf+d7R2pdvX8klp8asW/4cn/mOw/s/sxRNhZEKVF3DWai0JkwEM6HNUbvM9r2S3/2/CUPlQ5y/RdGOMrIfq5OdzaezVaoX0+NIF2QKJakWOpkvXgyYThxpYoEHPSqFz2sViXzy20KD1CItVfl7i5mTXE+zyBuTKx8vpIpGZz+lBECZ3EwmC2uGEQREmvO21nnvO+dYOeZxZKpKvRnQaruGq12DZSkCL+Lk1XU+8Msz/OU/T/LRr0/wmjMDLt4ace1357DdTTO+O/EHu7ff9HennnXVjwKCwI8Q4ABvuuaVfO97X/ib6bkNyaHZ0p+94rQ95YvPUDy92+aG+6p4ToUV/Zr+wEzhSyGIFbRCRbklcKRkX+yz+2CJx3Y4XHiKJkkygpiMz8401wuhSaSFpRJIRU7nHzyR6gN1iG2k0HlGZcHWV47tJRQ7AH7YXpWF6JGL/2fe454ne3PfBtQyTdFJtJR5kK66/PD0rJQpuKU0zMCpIVBAG4i0RCeSzSsjlgwL5holZuplZuYCZhserbZFogxzgu/FzNR9JoZtLj59lusfaHPdXcPUZzWvvXi0Hjqrfu/Zg3Mfev2r3/ijgh/wIwY4wOGj/bre7v8/r7okiGpO9ME7H3rI+fzt/Ty1q4+V/ZrlQ5q+skXgGYsRxZp6K8GbM3WzmZYgim0EhqQxjF2iyOkCuGUZTW8hNErKlBMl88M7l19DK5da8MImRYeerAswuoOBhSxrcRWbAE7I5SlY2s6QQreoVHfFsvD5XS1T8z421ZcUKGHSgUJItFDp2Jmcf5XL5ByFhZAWroSyNGk/mY6ceUowJyxaloPWkji2abV9ZuYCJqdKHJlxmWtIwtjEOCVfMVBzAcFJSxR/8kszfPYGxdH4tKjNpndfuHXio8/snv4RNRZ31o8c4K951UupH/hiXBod/dhtt6xIdk/pv+t3dztLB2DEh+WjLsP9NuWS2c/NluDITIwlI8JI4c3AhlUR527WzNYDWm0TbCZJms+2FE4ugKSwLDP61Dlw6cGTVsp6m+kEma43IYv9KPNX53K/CLi7U+xdwF5I7z7/3MKd3nmFBclvC9QMxQFfemkz0nPaxCSCRAiEFiRaptY85W/M9lH+bQ2Fsi0FJakp2eBZhgIb0s7CGA77Lrc+VuGh7RErR21m6x4Hj7rsP2xxdCah2TbfrxxIRvpdbCugGZY4fFjw8y9bG80kS371S3et++STe5+Lf+uXf3SuSbZ+5AAHKI/9DH/xD9+I/vzL53z8n3+jIpePib+5/rZd3tLBEptWWywbbVHyQ9M33HLZfdBDa4fpeogUmuXDIcuGHaZmK8w0fKLIpApl2qeilKkLSKFw7NhIGhaPtpCGNVUY1QlH6lzGMBPB6o2p8ryxKFjVBdyG3hRjeq2Y977i6k395SdQHnCK/PLRO72TFdyL/1cWZfjSXhEBRjgXSDB5/0RIpDTMuznIM0ueqjn4Eso2hn7PVjiWMQBKa0qJQCJ59kCNnZOzrBiB2abDwSOSZ/dE7JmMaEbmSlFyBUuHHZRyGB0JOBqvaPdZm3/95143+PHXXvBYUp54/Y8Dej8egAP8j3e8kqce+3ayfvMnP/yBj7zVufBM588mqnsqq5YcoZXUueE+i0efcXjpGdOsnKjRaFbZcUAyUGtx1dkh9UY/h45WqLcc4sSQzTiW6T7UmtxVSZQspAo7gZMUqSCW7HCX27ID7jwrLDo8nZkIryoGbsf4jd2FJpFv0APyrqJMwecuPs/CV4zigG9RQkSm53R2YgrRUUo2p7lGSMsMI6RXOa2kcXdSLUEpBYGl8S1NyVH4jiFPtVOQx0rjOxArn2/cVWHzMkUYCfZOJuw81GTFsjmuPLPJo89aXHdPhf1PO0zVfV524bq5qy5Y/tsnbf29D3/6C3/FW372xwNu+DECHGD95pfzv//hy7zrF9of2rNnjSUZ/qMHH7ml7yNf6qfiBPS58MVbQl5+7gwTow7yMYstqxqcstJnx74hDh71aUcGKo6l8VxFKYlN5C41th2nBPgyBVuqXCAtPCnwLW1AnpN5psBI0ZRNkxeHCYQQyLw1tINP8yJpbr2T785A2FVE6r060H2yFAGdsfxlEt7d3ndHPTgbuLZkh+0LOgGkVulAQgZ4RH5CWElWMEvZDRQgJI4UeFLj24Zb0nR6mp59IxgF/ZGZs3xsex+P75rG0Yp9RxSb1s7ysrMc9hwYZ+Uw/JdX1fnGfR7r15073bIrf/APX7M/9F+dP+ItP/vyHyfkfrwAB/jNd1zNb74DtK7/TRwn2DuX/skFW26sutY0lTJMHrFpRQ5zzQhtw8VbYXp6hCd2lKg3TXbAcQQlX1HxVcqtYsbaXNfKSTeVEiSkkirSwpMpuG0DcDflXclAmSSpZHVqsYshqhS9LgSFVoHOJlPRW1EMNHszHanBnJfWywozSpskUNEPz0+2jksicz0clZIgGWudKSYkSXrlkKCsNAGa/V1iOLlVYmGJxCg+IIymaUp57buasi+oBIKSb0icHNt8zuig4sldklseiLhsa4NyycO2HL79/RqT06bNeenoaPvNV63+zPmXvPZ+adkfGu5z+d8vbJHyhNaPHeDZEqKM0vpDF11wUbx01PrLL339m/6zz87QX9aEccC+0ML3oN7o559vdJmaifHslDmrbNFftYgrFiIdavXdOJfCQGseetLm7m0BeA6eFJQsjZdtjqFkzi69GggFhKEgjM3ArcAoVGCZmcOMuKiD706FMq9WZgCUHbDLzFXp3QGp4SRzg1Khuk6babdr1NlvdCkjOGnnpRCaJJUEiRNDNK+UubIltkSrzFXSSGlj2zatlsOZ6yNO2dBm973K1AikESvwXVOZrpVtahWb/qqkr6ypls3E1WknKR7bWaYVNZkYUkjpI3XISctDhF1Tk/WB933+Bv2+r9/24dZHPvCuFwtmLx7AAZptkpIXfGR44uxtoX7w/L6a+4eOPAi4WFablcM+03MJvt9i3cAstz7sQhywaiQhSRyEsPEcSckzRPwqDaqE1OydtNh7MEDWLAIJvt1RnPBtnZLqg50S1DTamsk5wWRTogW46UkhBCmZTcE3L/yGXN9TiAJrrhEEKAK/aM2LoNUFcIu0Y08pjZKdaZnszCpab2mZmVXXiXHtOO2bF4g5ydGZgHrLHFrbUrhKpQ1qZn41tpRJ84Uuy0abLBmJQRspLyPUazjdS57p4R/ut5gYjlk5MUfCDLc97FJxPWoVyZ6DAe04wsIijCNGBwfVRRe/MuofXv+vUVhvbdm04cWE2IsL8LJvyvq/9Ud/d/0Xv/3MbR/982vE4QPbf//Jp+8TR446WHZCsym4ZGuMUiXOPWWKa2+LePa5Ko4V43uSakkSxpIkDaakVLTaiu37A3BcfEtStlPLbaeKEykZv5+KXjmOYAgYGG6y7WCTR54rYds+yhWpPJ6ZWtEFZOZ+dwrojr6n4WHMOBez3pfeDE3ma6vsTpK+KMz8QUaVprRAZbmUrN9dGnYBx47x3Iiy38J1mzy6w+LZ3T6tpgvawnVMnJKoJO1+1QX3JsG2HcK2y5rxmIoXkqiSaWWQGseSeJ6kUpIM9yesGJvlid3TfPE2n5JdRit4yRZFOwzpCxyOzmnOPuM8vXnDmj8eX7rmC/2jS5+JWi8musx6UQGerff/wa/y9HOTrX3Nof916YalzhM7229bPv7U8MPbG976ZQ5P7gqZPNzHy84d5NLTDnP/Ez7TdcFg20xtJwpIiz6uE7N9H3zuO31YjkfZhsBWeAWFN88x4C75xr+slGyWjMD5W2dIxCH+8OMeNzw0wowo40qBZ6WjWAVwGy6XjJHLgNpIIGYU0QbYRgJkfiI8a0HNXKS8LQRIyIh0zAnQaSzLaO6M7+3YMb7Xplya45ZH4Pc/Og5hlfM2wviwSGdg89ZuQ1qasYVFitBKaIU+b7xkjn+7ucnDe2omf57+NseS+B70VyOq1RluetBGhX1ccKrFodk6+ydtVi9N2Dk5wKuvWB8NLLno/aedsv5P4Ujc6cN5cdfzom77Ua51q4Y5f82+eGBk8A9tp3rSxOor/+Xk9Uvjw7NNDhwJsJ2Y+7cFDAQWY4MtmiE5v7S5fGscOyFREZ/8Zoldh2tUA4uaY+RUusSwHPBdo/1SLtn01yz6K9Bs+6wcqfLed85y/slHaEUxzcS0D6hC5b+L00UYhbhMrSJTrshEbK2imwJp6k6n84yaOGVpjVPe7Si/n4lsiRTknf8thWH5cp2EktfizscUv/PhMXbs66fkwEw9YmomYa5hJP5yEahU/CmMLFqhcVFm6gETgw5vecU0ZTuiHZv/CSlpjwWBl3DgaEh9zuH0dYJIhQxVJb5fJ9Irwv/8C6+4+yXnv+kD7/34tvdse+ZALMTQiw2nfP1EWPBsWd4SgGjbY9+JyiX/nfuWnJ3cdV/1bVV7r/XgtiNMzXmMD8LKsYQ9ewpW1DK+pu9FPLU74bp7Bil7PsOepuIqI4KVM9aaKW/XMdQVgScpeeA4Rr1gpu6xZY3FJVvr3Pt4i1ZSMVoxunt2M5sYt3LLLdONXL1CFH3u1C3R6cliUpF59whKCtMJaXWuEHFKiuToTgusJst7K2w7RoiQ7z7k8vDTVVaOG/cijDSttum7zvSQjPaRwkmMS4dw8p4Vx0546VnT/OONs+ze5xOnJJt5alTDzgMWh45Y9G3QzDTbHJwa5NJzTkr6hjZ8+pk93q9s33Vv+1//+tX861+/2CjqXj9RAM/WSZsv4/Gnj7QrI6X/fumlW7a3Jz9/xqEZeU3cbPHYTnh4e8DKQQNQQxxkrJmUbT59o8/+w30sGYChksK1dFe6z5IYqZRU9MoAwFy2QRAnFs2Gx4Vb6nxqsM3BmXIeXEIG7gKwU3kWx5G5xqeVdpxCB9yJApLssRnd0l1ujyCRRg0YnY3Vmc9LinIf6QxmJvlx4Kjm1kdLuIGDm/7PJDETNGGkaEcWYSSIXGG0KtN0ZDu0aLWNJVdKMDES8pYrp/iTfxqgFZv5yyjSNEOYadhsXWuzakmbvYcCxldM4DN67RVXvuK+sdGxv4NmW4iRFxs2C66fSIADbFo3CDC9/bF/em9trLrswgvOEjo++vpv33ojg4FitN+mVpEEnqF489wIabW4/fERBioO41WVandKDk0bLcdMZ9PQxcmOJlAqT6jR+cE/Z3PMcH/I3mmdS4V3LDe5cJZtyVzrMxPOsrJ26jTVF6fATumvUSnADb2ZTl0sE5QqJdF2VlkEO9W0MeDMqCBMwceSikNTcPtjAbaTcZiYz8+U0OIYosS4O6RDwp6d0GzbHDrqY9uKMLbwnIRzTzoMNGlGZRKlaYUJM3MW+w87OHaFU0+yWL78MpYvH/63mx858BtfuP6R3b/2i2tfbKgcc/3EAjxbaze/FRU3dy9da73r0OTOv123z/mzqv/k2QcP7JNjg5FoRxZJIqiVQ755t0O9XmZpn2ZsQDA26LJ+ueKJfbPccK+LY0kTbOXgFCkg0wFmMgsrSWKBztJraYrOkhkLburq2DK9CshcrNaxMk2ajuXOAq4kMZ+VpPJ7cZxRDZNmLwSJpfNmscyfd2wzBZ+kQO10AmbiTSkdRpptMYT1RlLESIsYmjatwXUUtcocdzzhsH1HwPplDlEscO2E/lqLq86e5dZ7S0gp8FzF/sNtAs/VfvkkddWl6+72+07+7SUTK57ZenKye6A/eLHhcdz1Ew9wAGkHADsfeGj7zk3rN72h32tNrF279vMPPf7A6p07plg2Ijg4FfGV71XwsRnrg9F+h6UjNlvW1pmO5miEfSSB6bcwwJapMJbOAQlANvlSaAssDiVbmR9vG4B7jsk0+K7Gcw3ArZTsX2mIYxNkKiXSiqjOL/9hpIiVzlvXs8/OQC+EhWUJ3FgYTZwU3LoL5BTaBciroyrNr8eJJoqFuQoosKQiCBrsPerxyLMxJddGCAfPDaiWK1x93lEeeaZNGJfYuCpieGyAsfGznjt8JP7ZkdEt+6TFnr6a+2JD4oTXTwXAs3Xa1rXcd9/9e1766jfu2b3n0Ouqg6s/UfGuH1s6Prl039GEHXtqLOkXjA7YDPbbjAwohvsaOE6MLWVHQjz1vTMN9mJGq2uukSx3bMBp2mxTn9uWuK6x3IFnGLp8T+Gmci1gABlGph87SQTtKFUKTowUdis0IqqGksGkG11bpxpGmStlSuSeI7pdlZ4+gLz5tRDYGjEolaoMC5NNSRWF2wkcnkuYnNL4nsR1XCpBleUjdYZqLYQ1RqlS23PllVccqPUv+aUgGH/oyccfYuPmU19sGDyv9VMFcIAzzjid3QcbDAyNPLxq6fYzt65/zSut5OnfENvFyWdtYMKO24wNSvrKgoFaTCtqcf/TDr5tUSuJVFrFiGM5aUAIpP5yZ+I8H4OjE5xmrk0Gbt8VBL6m7OuU5yXBc5M0YDWl81ZoIaVNlAhky5w4YaRptBWNltF6T9Iij21pPEcQeVmPjcCSxr8PXWEssUrbXVWHmi1vG8iuNPnvMVeLVqiwWxLPtZiZcxgZCDhz/Sy33x9xdM6lVk6MakPssnrFKrasq+zbsuH8R848beVfv+O9+htf/tsxAXM/deCGn0KAAywbLUGn2v2N6aOPfmPDyWv+08v3PnJBq11/w67dO6r15hy2DDlSj3h2T5WhkmC4TzJQc+irWHiOcSU0mQxHOgVT7MlG5NbbytwTW+AWXJOyb1i6auWIShAZbnQvxvc09abFbN1FSo8wEsxZlgne2orZhmKqIZhuWsy2BIGrKbmaiqspxwqtzTCGZYHjOHiR6LgaSXGA2CDbSotDeS9MeuJGsTJBbSLR2sKxXYb6yqydaNBfbdMOHRw7ZnjIZ2L52tnK4OC//spbt9wOfGzLRlNmFx96wVgXf+zrpxLgvatvYAvAx7bvPvJPR6amvjc5992T+zz+W7nyoLjtYRCJzcpRyfiQy5IRQX81ph2aIkgUGysZJSoFeWGkKy1v27Loe5MGlYKSp6kECX2ViP5qi8G+JgPVWVphm3uetDl9vWJ0oMTug/20QsmRGUkcK+pNzf5pyY4jGsdrcOqGNnc/4dOe9hguS8YqpjhvSZW6J4owsohimVpxgUoycOtCK2zK5pqmQG1bohLNXDMmigSzDYVSDq5dYsV4ma2r59i5f5wrL92gx0baHzz59Isecb2hfxRiNHqxj+kLtf5dADxba5cNRrffs/2j55172UBYP3jDSUuHrgnL+j+0wsd13Dwglo5EnLSqgdIJYbvE07t9js5IyiXwHGkATqYRaUxgbr2lNjTAaebE98zcYaUU01dpMzE8y9G5Gf7hmxa7D9d44KmAretCNi5t88qzjzI+aLF/0iGMNfumQDlN3vm6o6xfmnDq2oj7n5bsOSL51PXD7Joqm+kky3Cm+25CGEqiCOJYEnelDMFw/ZGX9z1HUC0bKcfp2YRDB2MaScKeqZhmK8KxA0ZGT9G/8MaN4tFnvU+ecnLt2mWrx25X7fCoEKMv9mF8Qde/K4ADXHDWWoCjWquvgbjbrx35+8P7j8ogWP2R0f6Z9Xc89IC/Y1fC2ok2ew8lTM261EoW1ZKVTgWZCfQ4pUCQFCQOU8vouRiXwldUgojhvjqzzWne+7kyN907xFBgU/EETz8NDz2WsP/ING+5Yo5qqcRcExIr5JdePsvlW30arYCoJThnfZu+6gzLh/bzx58ZY99sBd9R+J4i8DLaM2PBk8T44RoTwFqWhY3JtysNnisZG5TUKkYnSVghqyZs5hKXWnVra/PagacazfDtG066UJ11dt9OpTnwk9I78kKvf3cAz5bhBecAcODmW7+PLZMryrW1ay+65MJPXRrtdr5+8x39iTzcd6Qd0gg1a5drPLfFTCMkin2G+nyySXwpTF+JKfGnwaWXEHgxfZUIRJ2/+VLAzfeNsGHEZvmQYLDPIvCg3rTZ9swAX3RnOWNtSKQEr7+kwcYlfdx6X5W5piTwYbgvYdlYiStOPch0c5K//BeXqaZDJTA+eytMaEciL9pkPrhGUrIkYxWN5ynqocmejA+FBP40iBob149ND45fMXX6qWPRnv2Nt6h2st335aH+/v4X+zD9yNe/W4AX16UXn8uj2+uHEiUmR/v1qYP6yfBtb3rrO/ftevg/3nzfjrjf909dPrDLU9Ysn/6m5NQ1Zc47ZYZYu2nuWZnuOjv1vX1jvX3X9L/Uo4g9hwdYUrXZsEyydqnD6qUhiBitJauXChptnz2HWywZ08zO9XPdnZLdByOUThDYrBp3qDerlLyEpQOH8Lw29dClFZqekqCtCEOIIgNwk/OWqNhmsBRyznqPk9Y1ue6eGl5pkGWrlrVr5aMP1hon2+eeffLHP/75Rz588UVL3U19SRPQQjw/vcmf1vX/BMABtqwtg8m8NPbuO0jZsv/OdZy/+/X/9AtuksR/2ZzZPjpz9MGlF5ydXLh8OOaObTDR57BseJbdu0Qqa2cTeJJqOWZ0oIXWEEWSO57weG6Xx4YxwZolNptW19k3NcPdT3oMlT2EJRis2MzMKQbKFrMNGO6rMzZoU6s1uX8bPLGrghQBA7UK61cc5fyT29z7UIVECQ5Na1w3oVpW1FuCsB3TDuvc/ojF2OAy3nhFwMzc2BNjo0vllZeumjztpLW7Ttuy+qDrOO++4867Q9er8J/ffBZS9r1gtMQ/Lev/GYAX15KJrkAqBP5bu91icOzkTas2uf/BVs+qnf8CV52beFdd3HrH335elUcCn6g9Ras9xUitgRaT3Pv4CKes9dg76RK2JKP9ktVLI6ZbM3zj9jKDNY+GrfAcSbUUUvU0j+4J0CphfNDFczWeLPGq85p87qY6z+y1WTJis2m1w3ifZqwGW1fH3P5EnZ0Hyoz0KWq1UQbHlmNXDvPok8N1J0j+4bStfnKgfdaNP3f1ViuOk53Aw57nv9i7+Sdi/T8J8IVWCojHgf8JoJP7QEp3Zja69/ILZ0o1x4pm6q3XDVS5etPKFjsOzvLc5DOsXNqgXBYsHS+xdKzE8vEDfPZG2LhMMj4yQ71pUXIVA+WImbmERkMyU1dYOAR+TKOZMDFQYsvqab51J0SqTCsapOwnrFpS5aqLXS66ciMHJ6tsWi4Y7Bdfdpzyl0pB3bmyuqzRjEpfsGUcXv2SDbzjxd6JP4Hr/wf4IktYZ4Cx7p8BODA5A1rf4rvi7yslpeIgpq/vC0jrAH4Ag/0+/f0lseWMi/7qzEOHNpZdL5mcbbF5o+m3rpYUM3VN2w2YqWvKJYlrw5olTQ4fLVOpJJY3vPwJp77tXchQl/yEvlrAyNAAl59zOdN1n2qA9D39lNY8K+2+F3sX/VSsf5+5oRdpaf0gUZSs/e5tTwdh5PHYrojzNxvVON8RzDY1z+33mGsoPNfwjZy3pcFjz1RIhKA2vLEppLX9/NNPerF/yr+b9f8BMCnYOPk6YUsAAAAldEVYdGRhdGU6Y3JlYXRlADIwMjAtMTEtMTFUMjE6Mjg6MjgtMDU6MDBw2TkWAAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIwLTExLTExVDIxOjI4OjI4LTA1OjAwAYSBqgAAADl0RVh0U29mdHdhcmUATWF0cGxvdGxpYiB2ZXJzaW9uMy4zLjEsIGh0dHBzOi8vbWF0cGxvdGxpYi5vcmcv3d388wAAAABJRU5ErkJggg==', 'weight': 6}
• mf_hecke_newspace_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 12484000
    {'hecke_orbit_code': 100663305, 'n': 1, 'trace_an': 1}
  • id: 12484001
    {'hecke_orbit_code': 100663305, 'n': 2, 'trace_an': 6}
  • id: 12484002
    {'hecke_orbit_code': 100663305, 'n': 3, 'trace_an': 0}
  • id: 12484003
    {'hecke_orbit_code': 100663305, 'n': 4, 'trace_an': 4}
  • id: 12484004
    {'hecke_orbit_code': 100663305, 'n': 5, 'trace_an': -6}
  • id: 12484005
    {'hecke_orbit_code': 100663305, 'n': 6, 'trace_an': 0}
  • id: 12484006
    {'hecke_orbit_code': 100663305, 'n': 7, 'trace_an': -40}
  • id: 12484007
    {'hecke_orbit_code': 100663305, 'n': 8, 'trace_an': -168}
  • id: 12484008
    {'hecke_orbit_code': 100663305, 'n': 9, 'trace_an': 0}
  • id: 12484009
    {'hecke_orbit_code': 100663305, 'n': 10, 'trace_an': -36}
  • id: 12484010
    {'hecke_orbit_code': 100663305, 'n': 11, 'trace_an': 564}
  • id: 12484011
    {'hecke_orbit_code': 100663305, 'n': 12, 'trace_an': 0}
  • id: 12484012
    {'hecke_orbit_code': 100663305, 'n': 13, 'trace_an': 638}
  • id: 12484013
    {'hecke_orbit_code': 100663305, 'n': 14, 'trace_an': -240}
  • id: 12484014
    {'hecke_orbit_code': 100663305, 'n': 15, 'trace_an': 0}
  • id: 12484015
    {'hecke_orbit_code': 100663305, 'n': 16, 'trace_an': -1136}
  • id: 12484016
    {'hecke_orbit_code': 100663305, 'n': 17, 'trace_an': -882}
  • id: 12484017
    {'hecke_orbit_code': 100663305, 'n': 18, 'trace_an': 0}
  • id: 12484018
    {'hecke_orbit_code': 100663305, 'n': 19, 'trace_an': -556}
  • id: 12484019
    {'hecke_orbit_code': 100663305, 'n': 20, 'trace_an': -24}
  • id: 12484020
    {'hecke_orbit_code': 100663305, 'n': 21, 'trace_an': 0}
  • id: 12484021
    {'hecke_orbit_code': 100663305, 'n': 22, 'trace_an': 3384}
  • id: 12484022
    {'hecke_orbit_code': 100663305, 'n': 23, 'trace_an': 840}
  • id: 12484023
    {'hecke_orbit_code': 100663305, 'n': 24, 'trace_an': 0}
  • id: 12484024
    {'hecke_orbit_code': 100663305, 'n': 25, 'trace_an': -3089}
  • id: 12484025
    {'hecke_orbit_code': 100663305, 'n': 26, 'trace_an': 3828}
  • id: 12484026
    {'hecke_orbit_code': 100663305, 'n': 27, 'trace_an': 0}
  • id: 12484027
    {'hecke_orbit_code': 100663305, 'n': 28, 'trace_an': -160}
  • id: 12484028
    {'hecke_orbit_code': 100663305, 'n': 29, 'trace_an': -4638}
  • id: 12484029
    {'hecke_orbit_code': 100663305, 'n': 30, 'trace_an': 0}
  • id: 12484030
    {'hecke_orbit_code': 100663305, 'n': 31, 'trace_an': 4400}
  • id: 12484031
    {'hecke_orbit_code': 100663305, 'n': 32, 'trace_an': -1440}
  • id: 12484032
    {'hecke_orbit_code': 100663305, 'n': 33, 'trace_an': 0}
  • id: 12484033
    {'hecke_orbit_code': 100663305, 'n': 34, 'trace_an': -5292}
  • id: 12484034
    {'hecke_orbit_code': 100663305, 'n': 35, 'trace_an': 240}
  • id: 12484035
    {'hecke_orbit_code': 100663305, 'n': 36, 'trace_an': 0}
  • id: 12484036
    {'hecke_orbit_code': 100663305, 'n': 37, 'trace_an': -2410}
  • id: 12484037
    {'hecke_orbit_code': 100663305, 'n': 38, 'trace_an': -3336}
  • id: 12484038
    {'hecke_orbit_code': 100663305, 'n': 39, 'trace_an': 0}
  • id: 12484039
    {'hecke_orbit_code': 100663305, 'n': 40, 'trace_an': 1008}
  • id: 12484040
    {'hecke_orbit_code': 100663305, 'n': 41, 'trace_an': 6870}
  • id: 12484041
    {'hecke_orbit_code': 100663305, 'n': 42, 'trace_an': 0}
  • id: 12484042
    {'hecke_orbit_code': 100663305, 'n': 43, 'trace_an': 9644}
  • id: 12484043
    {'hecke_orbit_code': 100663305, 'n': 44, 'trace_an': 2256}
  • id: 12484044
    {'hecke_orbit_code': 100663305, 'n': 45, 'trace_an': 0}
  • id: 12484045
    {'hecke_orbit_code': 100663305, 'n': 46, 'trace_an': 5040}
  • id: 12484046
    {'hecke_orbit_code': 100663305, 'n': 47, 'trace_an': 18672}
  • id: 12484047
    {'hecke_orbit_code': 100663305, 'n': 48, 'trace_an': 0}
  • id: 12484048
    {'hecke_orbit_code': 100663305, 'n': 49, 'trace_an': -15207}
  • id: 12484049
    {'hecke_orbit_code': 100663305, 'n': 50, 'trace_an': -18534}
  • id: 12484050
    {'hecke_orbit_code': 100663305, 'n': 51, 'trace_an': 0}
  • id: 12484051
    {'hecke_orbit_code': 100663305, 'n': 52, 'trace_an': 2552}
  • id: 12484052
    {'hecke_orbit_code': 100663305, 'n': 53, 'trace_an': -33750}
  • id: 12484053
    {'hecke_orbit_code': 100663305, 'n': 54, 'trace_an': 0}
  • id: 12484054
    {'hecke_orbit_code': 100663305, 'n': 55, 'trace_an': -3384}
  • id: 12484055
    {'hecke_orbit_code': 100663305, 'n': 56, 'trace_an': 6720}
  • id: 12484056
    {'hecke_orbit_code': 100663305, 'n': 57, 'trace_an': 0}
  • id: 12484057
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  • id: 12484164
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  • id: 12484167
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  • id: 12484170
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  • id: 12484171
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  • id: 12484172
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  • id: 12484173
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  • id: 12484175
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  • id: 12484176
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  • id: 12484178
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  • id: 12484179
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  • id: 12484188
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  • id: 12484200
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  • id: 12484203
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  • id: 12484496
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  • id: 12484532
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  • id: 12484592
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  • id: 12484593
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  • id: 12484602
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  • id: 12484605
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  • id: 12484608
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  • id: 12484623
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  • id: 12484629
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  • id: 12484632
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  • id: 12484904
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  • id: 12484913
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  • id: 12484920
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  • id: 12484921
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  • id: 12484922
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  • id: 12484923
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  • id: 12484926
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  • id: 12484928
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  • id: 12484935
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  • id: 12484938
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  • id: 12484939
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  • id: 12484940
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  • id: 12484941
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  • id: 12484944
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  • id: 12484945
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  • id: 12484946
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  • id: 12484947
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  • id: 12484950
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  • id: 12484951
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  • id: 12484952
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  • id: 12484953
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  • id: 12484954
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  • id: 12484955
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  • id: 12484956
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  • id: 12484968
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  • id: 12484974
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  • id: 12484977
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  • id: 12484978
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  • id: 12484979
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  • id: 12484980
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  • id: 12484981
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  • id: 12484982
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  • id: 12484983
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  • id: 12484986
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  • id: 12484987
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  • id: 12484988
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  • id: 12484989
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  • id: 12484990
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  • id: 12484991
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  • id: 12484992
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  • id: 12484993
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  • id: 12484994
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  • id: 12484995
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  • id: 12484996
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  • id: 12484997
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  • id: 12484998
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  • id: 12484999
    {'hecke_orbit_code': 100663305, 'n': 1000, 'trace_an': -6263712}