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mf_newforms • Show schema
{'Nk2': 1300, 'analytic_conductor': 6.69546587013035, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 13, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [13, 3, [2], [1]], 'cm_discs': [], 'conrey_index': 3, 'dim': 18, 'field_disc': -15974859638058208985717480463174684606385574267632176823674388672985923571401270844602272316492378800, 'field_disc_factorization': [[-1, 1], [2, 4], [3, 9], [5, 2], [45044615441071142327065994604141906274800875647, 2]], 'field_poly': [152210992401321984000000, 44600611845158952960000, 12856821885420326502400, 1052079877442940928000, 146439647836867215360, 1254918535240499200, 1234658135287256064, -764853454571520, 3495304064394496, -1285276575488, 6899832636736, 694281600, 8054385232, 3327136, 6827472, 896, 3193, -3, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 137606725645, 'hecke_ring_generator_nbound': 9, 'hecke_ring_index': 50537889792, 'hecke_ring_index_factorization': [[2, 16], [3, 3], [13, 4]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 13, 3, 1, 3, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '13.10.c.a', 'level': 13, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [13], 'level_radical': 13, 'minimal_twist': '13.10.c.a', 'prim_orbit_index': 3, 'qexp_display': 'q+(-2\\beta _{2}-\\beta _{3})q^{2}+(-18\\beta _{2}-\\beta _{6}+\\cdots)q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 9, 'rm_discs': [], 'sato_tate_group': '9.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '13.10.c', 'trace_display': [15, 161, -2280, -1939], 'trace_hash': 694393864743095789, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '15.139', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1086.062', 'prec': 27}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '185194.462', 'prec': 34}], 'trace_zratio': 0, 'traces': [18, 15, 161, -1793, -2280, 2118, -1939, -14478, -33654, 46923, -5433, 8712, -212524, -9900, -347428, 400127, 248589, -38738, -311001, 927069, 1553030, 1857242, 591609, -4492800, 7008998, -3801525, -11603482, 2697168, 11014155, -6597836, -23148076, -11868417, 14131427, 21859862, 21112794, 10792871, -29215749, 14572188, -71569875, 27322222, 3328377, 39828306, 6074381, 31824624, 32857342, 36693338, -45575052, -30270064, 10293266, -49601730, -136587494, -35278230, 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mf_hecke_cc • Show schema
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mf_newspaces • Show schema
{'Nk2': 1300, 'analytic_conductor': 6.69546587013035, 'char_conductor': 13, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [13, 3, [2], [1]], 'conrey_index': 3, 'cusp_dim': 18, 'dim': 18, 'eis_dim': 4, 'eis_new_dim': 4, 'hecke_cutter_primes': [], 'hecke_orbit_code': 137606725645, 'hecke_orbit_dims': [18], 'label': '13.10.c', 'level': 13, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [13], 'level_radical': 13, 'mf_dim': 22, 'mf_new_dim': 22, 'num_forms': 1, 'prim_orbit_index': 3, 'relative_dim': 9, 'sturm_bound': 11, 'trace_bound': 0, 'trace_display': [15, 161, -2280, -1939], 'traces': [18, 15, 161, -1793, -2280, 2118, -1939, -14478, -33654, 46923, -5433, 8712, -212524, -9900, -347428, 400127, 248589, -38738, -311001, 927069, 1553030, 1857242, 591609, 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mf_twists_cc • Show schema
-
id: 1611347
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 9, 'source_dim': 18, 'source_embedding_index': 6, 'source_hecke_orbit_code': 137606725645, 'source_is_minimal': True, 'source_label': '13.10.c.a.9.6', 'source_level': 13, 'target_conrey_index': 9, 'target_dim': 18, 'target_embedding_index': 6, 'target_hecke_orbit_code': 137606725645, 'target_is_minimal': True, 'target_label': '13.10.c.a.9.6', 'target_level': 13, 'twist_class_label': '13.10.c.a.3.6', 'twist_class_level': 13, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10} -
id: 1611348
{'conductor': 13, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 9, 'source_dim': 18, 'source_embedding_index': 6, 'source_hecke_orbit_code': 137606725645, 'source_is_minimal': True, 'source_label': '13.10.c.a.9.6', 'source_level': 13, 'target_conrey_index': 3, 'target_dim': 18, 'target_embedding_index': 6, 'target_hecke_orbit_code': 137606725645, 'target_is_minimal': True, 'target_label': '13.10.c.a.3.6', 'target_level': 13, 'twist_class_label': '13.10.c.a.3.6', 'twist_class_level': 13, 'twisting_char_label': '13.3', 'twisting_conrey_index': 3, 'weight': 10} -
id: 1611349
{'conductor': 13, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 9, 'source_dim': 18, 'source_embedding_index': 6, 'source_hecke_orbit_code': 137606725645, 'source_is_minimal': True, 'source_label': '13.10.c.a.9.6', 'source_level': 13, 'target_conrey_index': 1, 'target_dim': 9, 'target_embedding_index': 6, 'target_hecke_orbit_code': 13510799049883817, 'target_is_minimal': False, 'target_label': '169.10.a.d.1.6', 'target_level': 169, 'twist_class_label': '13.10.c.a.3.6', 'twist_class_level': 13, 'twisting_char_label': '13.4', 'twisting_conrey_index': 4, 'weight': 10} -
id: 1611350
{'conductor': 13, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 9, 'source_dim': 18, 'source_embedding_index': 6, 'source_hecke_orbit_code': 137606725645, 'source_is_minimal': True, 'source_label': '13.10.c.a.9.6', 'source_level': 13, 'target_conrey_index': 1, 'target_dim': 9, 'target_embedding_index': 4, 'target_hecke_orbit_code': 9007199422513321, 'target_is_minimal': False, 'target_label': '169.10.a.c.1.4', 'target_level': 169, 'twist_class_label': '13.10.c.a.3.6', 'twist_class_level': 13, 'twisting_char_label': '13.9', 'twisting_conrey_index': 9, 'weight': 10}
-
id: 1611347
-
mf_hecke_charpolys • Show schema
-
id: 55825
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id: 55826
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id: 55827
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id: 55828
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id: 55829
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id: 55830
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id: 55831
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id: 55832
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id: 55833
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id: 55834
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id: 55835
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id: 55836
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id: 55837
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id: 55838
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id: 55839
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id: 55840
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id: 55841
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id: 55842
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id: 55843
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id: 55844
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id: 55845
{'charpoly_factorization': [[[120282366531478721743858360540238324944471625274318986074003335213796000, -40081146693947106988912654415891294902986525253058954255577185200, 1650459485735893550917072483369034204950007771652525416880, 38265002651639864653336220068947768111626880157592, -1200924690062417631911669549331577893574246, 7842071213711769062164623468597917, 6196931642293018231361948, -166043570299349118, 105940610, 1], 2]], 'hecke_orbit_code': 137606725645, 'p': 73} -
id: 55846
{'charpoly_factorization': [[[-3510028247388718426530713881429911090186944863316460752580348020719616000000, -204318983378398124946777131390911546423195659919765873449216409600000, -2019563273277368360355366047116314097394704133626647582720000, -1289795816914080574663595039405391285055701564928000, 43161767078307052581470914903967818067686400, 80010871641828493694978286502419200, -264148636717385363344996672, -580544358883605072, 408759548, 1], 2]], 'hecke_orbit_code': 137606725645, 'p': 79} -
id: 55847
{'charpoly_factorization': [[[-955405484023873772158450651449868584977033558888283598312559622286737408000, -53958749096424440109651140819217115096210360197364345682673873715200, 464890233197743335977658597859858524617328922105956762746880, 5332452313187190054262811800089326383666848915476480, -27146383771990820931011368979759216053751808, -93833100384608119986729804746942720, 500465168857782860512036224, -183735925913660368, -1112845728, 1], 2]], 'hecke_orbit_code': 137606725645, 'p': 83} -
id: 55848
{'charpoly_factorization': [[[54485352933292657838725905131600550059853972734592402354786100604134025197293759509637736168417221015100102925623122059464390405633285921925943959134464, 8335211149860623932542975256626946924860966087323386234866053553078057367264892636908012060693287146742731160643711758907929058187407867647817728, 1227065732826787947901511562035927747520953875847709612325834265320869700943239796043025970471694341163256983731860877252843887142900423424, 8233424564403557354168835103302574015033781406976159106945858928672336354370322273480765358705017136948295480784486633472853631616, 112588245319250290941495165161405682831330678934325252992765683831059435253562841160528357836534307743729455286766966680016, 469087349135060559051765429874926290758988664150545977692149139504759933965286208785515772173688305041414628892048, 6266614821901256288624325724602465651242176997100851952139091901259807666440433939010048050395926188216288, 26610633632431049964270694398979140982093339513079604144141435868399556432841254634971415002398596, 127447593231589342369239447889797411187689407758297432442600979254187740045158398414900413, 233652660869993899120353248666262710366189517539632020123244655486133862199974407, 586169836327998318606918074274557609989803601926068591400614245168549943, 634535418719698274720474252004485440473089704378810218057525270, 1618488427989188449825398812934573438758509909485722129, 1367999489850183288109094978345559984530973105, 2489680184523956115021517685197031285, 1397954201094007844393816574, 2406317432640904091, 1154379039, 1], 1]], 'hecke_orbit_code': 137606725645, 'p': 89} -
id: 55849
{'charpoly_factorization': [[[256753370136948004585769679538570158321685521621050678132718471722180470635051257029794675471524024596683532956720452358395399375775615238443646834974976, -1505885379761336008362542958538304084185706725040787120678986471158057474967650454866148030351053053847258078707428903993606009626817554267415552, 66181459579246230676392059314926709601028949291964903993903742706297316526955606028645511501407955315187224056448256196130994511542570752, -178059901253409955288953196328657134945458205548886961104798581214797137518559007670738511916588601140802002717128623887725286272, 11687950458562173491917254010378351530455988530931387135078109841705632166817024766518681712427485635632470900814313210576, -27170779421503145887598858625533579945340347152156271170984041564447331268054147435518350461523550771579359757296, 777200428552295853256548171536422985280033308865990364740880497646066237945644058738471941528810742727136, 2496442852619266651611860255349416908805027527006110415868074410229283336346958425814503957060852, 21203385783821452083559180410479313929200439342156234988223347974702941775577976780736685, 75234943511706540697107704149810363888962438275778037724944373759075616110274407, 429877070688114549671884441788276384715760938200028886142332314703075543, 1486113707770559832358150440304644943585743272828354057572594854, 4467388253515575267221855253576112190905103792171425441, 8595241071473338434977856263099618691079660049, 12674800891368645964596749050028645397, 12141684540543018037939314414, 8606381977950785035, 3616470111, 1], 1]], 'hecke_orbit_code': 137606725645, 'p': 97}
-
id: 55825
-
mf_newform_portraits • Show schema
{'char_orbit_index': 3, 'hecke_orbit': 1, 'label': '13.10.c.a', 'level': 13, 'portrait': 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k0datUIIS1xLGh2Kyw1fSaqAk96zC36HDsvODWfcmYlJah0ueuGDm+/CQI5zpHTDc4sKC7kzH1myXJ02fKaK5b4pz+6xpaJcU5fmGRhpcLSmsfiqmS9nbKwkjHXjLjrph51b4Zz61vN7Tft+vjOrfWfa3eT1u2v+/7vNCT+mx5/7QF+em4d4NdPnzr52sPP/Rc51Wjftm/Tsn78pe0I1efgzoSl1QZzSz5L64LV9YzVZsJKDvLjK4LZ6XV+9cdWuPFAlbMLk8wt1phb1iysWOaXU84tZSy2U8Yn+7z2qg43Xwq+rBCogIXVkAvLmvlVQTeCNDWEvqEWZkyMpRjg9HxKqwO7NnnUKhHWChA+nZ5h5+aIlXUN1kmR9Q5EKVgsq82YbbMe7Z5CKIswEY3QY+eWPutdwek5TWY0Uw1JPRQEHqSpoBtJ5lclF1YsC2spQdAHL+WWyzvcdoVgplFhZa3B2YWAuWVYWE5ZWE05vwrHVyyvuXyZf/Zja2wZb3BmfpKF1QpLaz7L64KVNcNqK+HCSspCy3JgBwgjuf+lHm++uZbu2zb20I994H1m284dD0mZ/Mr8Uo0ts399s6N/bQH+sU9+Dk9r//P3PyFvv3rLZ0+cmH/LyyfnWYub/MMfXmbv7BitbkiaSVabIUtrActNzWoTVpsO5KutjIUmnFiWzMys82s/tcB1ewJW1ic5v1hnfiXIgy7DwkrG/FpGJ06JTMolO7pcuhdW1ySX7Yi44xpDkioElj9/JGSxGbJ9MuLUBUWnU+fq/RmLrZTTc3Bgh+ToHNxy0GBsRDcJCXRMI9Q8/FKFaiUhUClxZskyzU2X9Th+LuDAroSTc7C8VuPq/Rmtfp/jC4odkxGrrZgvPFTFCkWWZbz+2i77dljm1z2u29dn31aPNKnS7VW4sBwyvyxYWstYXEtZWDWcWRUsdGKuPbDCv/jbHbZMjHFuYZyF1QrL6x7L65LVZsZaK2G1mbHcMqx0JEkmWOlb9m5b5h++L6bf304nmmbH3iuia65747/ZtmXmnzxwz2d43Rvf/Z2GzCs+/loC/FOf/RQHD0yqJ59a/D+eeOn4Lxzc8nKjpqvB4y9qHngxJWis8y9/YoFr94Usr9dZa1VYbYasNn1Wmpq1Nqw1M9ZaKavtlOUmnF0T6EqfW69Y5QfviNkzW2O902BxtcLSqs9yU7DaNKw0DWttQ6tnaEWWbj9lqpGwc5MBBIFnObfoIWTArlnFnq2WrbNdFtYinj1a5/pLLNXKGi8cm6Rei4ljj6kJQ68Pl+3s89F7xjm4IyWKLNNjkiTrUQ8DXjzVp+LVuPZAynMnYhZWfLZNBezZAjs3xyiVcG4ZfM8ihGXXppSJuqTdC+h0PVpdj9WWYnUdVprGgbSZMd+ElX7Gzm0dfvD1y9x6qSb0GlxYbrC8FrK8rlltCdaahvV2wmo7Y71tWWnDYley1LZcd3CJf/ZjbRrBJu5/aoKHXkioT2b88Ft2Zdrb9Wt+vfHPk14nu+tNH/hOQ+eix18rgLdWH0XqSkVnJ3Z+84EL73/8ueV/+cjTZ+mYiB99c8TZ8w2+/LDihXk4sHORf/1zi1yzt8LS2jgr6zXW2iGrTY/VlmatBettw3o7Zb2dstqyLDQFcx0LosO7b2/ythsNe7eExHGVtWbIesen2VasdQTtrqAfWeLUkmWgpCXwoBJYxhuW2ckE7fU5fiHm+WMBJq3xlptitLfOk4fG2L0FvvxYyu1XBiw2e4RakWYJkxOQJh7aS1lZqfLa61p8+eE6e7bAE0cjPKq8+UZDKno8fzzj5LkQLX02TWgmaoJKIPB9gRKQGogTSz+Gdtey3jG0u4b1rmGlY+llGbu2d3nbzU3efVsMps7K+hiLqxVWivPUhPV2RrOTst7OWOsY1jqCC23FUivjNQcX+I2fXWH/ljGOnZnlCw/5nFxq8yNviuk0x+hm2+ia2f/Nm7zkE7det/NMq93v3XHjtd9pKA0ef20A/vBjh6lUt/mrK8/+RLf9/O9Ea8+LM2c9+eIJePFMTCvLsEZiIslqJDjXzLhh/wL/6mdWuG5/yPJ6DvJWwHrbZ62tWW8L1tuWVidjvZ3S7BjWOpbFtuBC0zAx3uV7XtPmlktTdm1SNCoerXZI4ElAEacSYwTGQrcPCMNEvc/R8xZjY+5+okbUrbB/m8+tV3VJzDr3PzXOtZd4HJ3v0FxrcPNVXb7xZMCmScuh05b/+V0tDp0K2DQp+fpTilsvU6x2W5w4O8m1B2Luf75HGlW55XKffTv69NIOX3tSQSY4fk7TqGq0gG5PYqwgM5YkBaRB+4Zmx1KrJ+zYEnHbZV2+5/qUqVrIwuoYK+sV1lru3Ky1BM0ONNspzU5Ks5PR7FpWO5L5jmC5nXLTwSV+7WeWuGpPhYXVCTrdgChNSDNDHI3xwvEGzx3LWO2n5vvfcrW946Yrf2Hv/is/1F2fi2sTl36nIQX8NQG4MYk0WfsdLz//if33Pxl+8JNfesjbv7vL66+qceJMjUOnYuaWMtoRGAPdRLDUk1xoptxy2SK/8TNLXL/PZ701xtJ6nWY7ZL3ts97RNNuKZhfaHUurm9LqZHR6hmbXstQRLHUgySKuvqTH5smMTtfy1psjdm82pJlES0ucwH3PhpxZDNkykfLC8RBMlUu3K647aAjCLk8e7bK0XOOK3TUa42s8/JzHDZeErHTXWVtrsHmz5bFDih95Y4fHD2m2z3osd5qsrU5y3WVdHn4hY7IyzhX7Oyw2mzz20jgVXeM1By0HdvZBdnj2pGB2MmFhKeH+Zz36iUJKyIxl95aY77k5pt1RbJ0wXHcJxHGV1WaV1WbAesej1VU0O5JWB1rdjFYno93NaHUN611Y7QnONwXNfsStB5b45z+9xg2XBCysjtPsVuhHmsxIOl2fswsBh07Csfk2N1/dZP+mGlNbXpc8clT/o5/+wDuOTYxVvxAGnvlOY+s7nslstzq0W70fO3vqyd96+IlTk+fP9tkzU+HQMfCALRMwXlcYY6n1DN3I4vVBCoOWmsdf3sSv/IHm3beu8oE3rrJna8z8SoPAr1AJfKqBR62iaVck9Z7HWE3T7Wd0ehmbIkMvsrT7AatLIefOWuLUcH4+JQgsIPCVRUtBt6cQeKRdzTW7Bfu2WnZu6xJlbb7yuOLwsQnedH3AdZet8ZGvWHxRZfe2Ls89rNg2rphudAlVhTjxWGxDLdRs3yR45nDMdQcq3HHtMh/+Yg/fq3PXTRYv6PLNx2K+/GiNl05W2Lu1yu4tGTMTMXumE67cnaGUQSsLWKpBwMx4QJx4tLs+Lxz16PQ13Z6i05d0etDpWzpd99nbvYxOz9LqWdZ7sNRVzK8Zao0mv/jWJd55a8TVe2tcWK7T7Fbo9Pz839O0OprVlsKQcftVGVfvq3LkVIOnDj3uierkbz32+LbVu+644R/E/d6H/bDyPy7A250eQoif/uLXHvoN1f/UpEhTNk02qHiawK8S9wWtriT0oV61SAFaGbS0aGXxpMWTkueOzvD0yzVenlvkXbd1uO3yPuP1BqvNKrVWSKPn0+lq2vnF7vU13UjTjyz92BAnliSxpJk74tTHGpBK4GlB6AvG64KJOmyeNmzf1GV6oslXn4QHnvaQZow3Xe9xzaVtHnwpIe43uPUaQbPXY3Glxi0HDNPjXSo6oJ8qlloJygiuOaCp1iOeOhLyuuvGuPnqNk8dUWDHuP5yn596+yrfeCbm64/XOHQmZOeMYvNkhYl6lbE6VALwtEVJMBYOnRRkmSBJBXEKUYL7jFFGLzL0I0O3b+hGhk4PWhEsdSSLbYhMjzuvXeUdtzX54bsMadpgYblGqxvS7vl0ejoHuKTdlfRjaFQEnhrj+aOSMwuGZsuwfvYCFxY+O3n57uT/t2vf63Xc7/+BH4b/4wF8eWWNJDU/deHU/b/x2CP3za522vzMOzsoYzh+boxqqOn03cWKYomxCilAKeFArnKQK0NFC5a7FT52z3a++XSL269c50fvXOfKPR2mxqusrFdp9wK6PS8HtnJHLIgSSZIK0tQt9a52ywWVWkPoQ7VimKwnbJvtktLh6PmEj98fcuJsjfGgwg2Xa265qsVjLze5+5EGN10SsnNLl4/eI1AioFFPWO9EGAtKwEyjS6vtY9IK77h9kY99ucq+hZC33dQlTla4//kpkizkxstnedsNLS7Z0eSbT3V57myVZ0/6bJ+UTDYE1UDge+4mlAKEsBgLxliSNL9ZE0uUuBu5H0MvhnZfsBYJVtsgdJ9rD67zo9+zzu2XZ0w1QtZbNdbbOWv33ErQ6Wm6fUm3L+j2Bf3YEseW9Tb0ooSV9Yyj8yC8iJ+4ocM37rl3dvJl8Rvvettrbbu1/of1xvj/GAD/009+mHuelfzrP/j8j++ctB+c9l6abvhdnj86wb/7NPz9966we6tCyhrrbU23D1oJpFRIKVAyQ0uBlgZPG3xt8T1LxROs9RUr6xN84t4aj77Q4dar1/nRu9a5dl+TqaxCmgZ0+yGdnkcv0sSJIkklaSbJjMBYgcAihSXwDdUwJfBjfC/i/ErEF5+QHDvnc/LcBMoE7Nvic9kexfWXtlDBEs8fr7NtvMoVe2HzzBqrrQZXbpOkxvLVxwOirmS8lvLmG/t84f6EM/N1Du73uLDe58UTHjs2TXD1niUefK7Nwy8Kotjn0j2TXLoj4NLtbY5fWOXYeXj8cJWjJ2pUtSDQklpgCT2Q0gVV1rqbNc0gTiHOBJ1I0OoLWgnEJsXYPq+5pMWPfk+L26/M2DLp048arDQrtLsB3UKS9BXdvqLXF3T7kl7k+kZ7UTZYGZodw5llSGWPv/vuPpvHZrj3yQ7tI/fN7pg4/cFrL++n1v77j3zm0xXe8wM//TcX4Pd948/4J3/4AP/TO2/44bXlU7+dNufHm55HrRqyd0vKS2frPHGkyRuv6tDu+gAoqVBKoqRASYVWAq0ztBZ4nsDXBt+zhJ6l6meMh4J25LHWmuBTDzS459k+mya6vP/1TS7d0aff63DFHsuOzYoo8cgyRWYktgC3NHg64/SC5eS8YL1n+PyDVc4vT2Bjj4lQsXVKs2uzZu82uGJfCyOX+b0v1FhdHeOmSzVX7GvyzWcFIvWYnZDUqindxEdaCVaitE+zL1hYFVxuq7z++jYPPVVh67TPTVdM8pNvX+ZDX27z+JEanb7HynqdPVsrHNzS5cYDbd7zujZzq6t8/sGAlW7A6Qse58/7eEogpUQgMNaSGUiMJUsNE1MJV13eJYoSLt0R8d7XR8yOKSbrAUkScmEppNvz6UZulev1lTtix9q9SNCPcCtBlOUAN3T6lmbHstKFN7ymze6ZMV46USWJM7qtNf7o409OX3nZpt/et2tnctWuh/7kjz7yCX7yx9//Nw/gn/jkh/novVr8+k9e+74XXp77/YeePlt9y81tds9WObdQQ0rNeD3ExA2STBD6KbVQAiClHYDb0zJ/dkD0tcD3DKFnqSSWamwZCzMmKoJuLGnHNU6eq/Gv/mQSTIpIU66/qsuezTFpCsYarHVJHCkEUgm053PkjM+hYyG1UFP3JdNVwcyUZHZSs3VGsWtLxsFd62RihX/3mQanz4xz0wGPS3dn9NI2jzwfMF7xmBqzjNdjqhUnhYyRNPuK1Y5lpZnR7FR47RXrPHGoy+EzivFGyI2Xj/Mz71jhP3wWnjpWo9OzrLc1C6sNNk9XmZ3os2uqz//6vi6NapPnTsKRsxLPsyhlEcIA1v3fQprC7s0Zt16ZkiUeSRpgbZV+7DG/7NOL3IrWj9VAvvViQT8S9GPH2lHstHwUmxzkhl5s6fYNvUTgK1DUefi5GgsrKfMrKWdXMrZujtDZ2fETp8PfP7N4R/rzP33pJ7dt/ph961v/+ySF/rsAPFr4d/izbbV3S/vdL7688JGKPBZesavOY4cSDu5c4rI9GRONKpfthpmJClmW4nkplVCCsEip0RK8vDZaK4HvKXxPEsWGIM6IEkslMUSJIY4tjRSixBClEKeCfiKJsoAkCzl8rMazhyGzFgdtp409Cb5yNR/1AK7YAo0KjNUkE3XF1LhmdhJ2bo7YMrNOYlf5d58Z4/iJMa7bq9i7XbJv+xr3vpiysDLG9XskEw1D6PcIZIBVgjSTCGtJs5i1TsjCisd1l1a45kCbB58K2TQhqIZ1rjtg+MV3r/DbnzW8eL7Oesew3lYsrWmmx2tMNCpMNMZoVBNmagm7rosJvBRPpyiVIYULJizupkoSxeKSJkkVSaqIE0WU5M+xJEokUSzpx5IoFi5AjQVRbIlid16jyJ1nB3KXYOpFkKTgScGTL1Y5PZZiLcytSkQYc+tVLY6fn+T4/JHqbddlH/ng7xjzqacmP/Nzv/rR7Hd/9Ue++wH+2c99nM8+UFcT1bn3mvjkh594bjk8Oldj57Z1kqxHq9/l6t0Z1bBOP9ZIYXFNJBasQArrAj6p0FrhaYnvCXcRPEHkK+LEAT1JLHGaOVckLR0ZpJklywyZweltwwDcQrhOTi3B8yDQgjAQVANJraoYq0omxgSzkym7Nnep19b5zEMx9z8/yfpyg6t2KnZt8bhkR59MrPPVx6vUPM3MhKJe7fP8cVzH/Q5LN1JcfUnCVfss8xcyltZ8ev0qb7mhzbee63H0vKJWkQR+gyv3Gv75j69w34s9vnDfNCsty67ZjLWmZryhGKt51KsetYolDAyBbwh0hlZOakm3AGItLmFlBKmRpJkgTQVJKolTQZJIosQ5L3EiiBNLHEOUZMQD0nBuUz+xjs2TnNVTQT8VxJmrnuyuCLqJYKWTcdMlTRqVNYJtCbdfO8nzR8+Gyyl//HfekP3tq/c2/uxdN/5x9o7v+1vf3QA/v2Blmq184Pml+f907vxy2OmGJL2Eux+dYqk/xtnFNb7/1nXe/bou0+MhvcgnTjVeqtDKOq9XazyVB5Wewk8ksSeJfEGcCHdxEkWSQpxI5yCkQ9svzQxZ5tyFzOZOSe6WCCGQEpQUaC3wtSDwJWEgqVUEjaplvG7YNBkxM9Emtet88luSD315itkw5Kqdgp1bPHZvNezassZnHrGsroZculkx0YB6NWHhlGRxLcDfA1EimBmTjI/D0ZOWtZZhfjnkkt0hb7y+zRcfCJmqQ+D7KDnOlfsEP/u2RTy5yJ8/OMFL50M2tRJmx1PGaop6RVGtSCqBJvAh8EBr5zBJAVKUQI67sTMDWSZIM3KgQ5JZ4hSSJHOkkBji/DlKDEkCUeJKF/oJ+eHA3UsFvUzQzyCODF7Q5QfftMy7bu5y/X6f9XaV03M1dm3S1Fsnw3Ed/X6W7dObJ/0/xfHMdyfAV07/IWnW/vHPfnX+3yzMzTVCFVAbEwRSIoQlWAt48LnNPPxiyFJrnp9/5zrTEx5xEtLu+ng6RWsPL/HwtcbzNEFiiBJJnDO3YxzhmChnpTSFJIMsc06CMS7gMsYWPZw5uB3AnfUo8LQDSBhANTTUKynj9ZSZ8R7TE+s8dDjmj++ucOTkOLvHPPZthu2bfbZvgoM7W3TTFo8dalBRHjMTivE6jNcjJsZSfF8jhLu5epHPaithvWtpdlIW13x2bq5z86WL3P14lyPnG1SDBE/5CDHGvm2Kv3XXMq85uMgf313nsRfGWeloZhsp49WUaiiphIrAEwSexPMEWkmUIrcPHcotrofVGAZATzOTr26OFJLUuFR8akkTiFM7PBLnyvRTQT8RdFNBJxG0M+j3DVkaM1lt8/Pft8zff1+MMBOcmZ9gbqnO3FLAasuR1qlTFxqnLnj/rh8e9H/9P/7Zh/7xz7/3uw/gx862WBPqp88f/8hvXLfnuanpygynLmj6sSAMJYgYYzOMFZxdH+e3/kxx6MQS3/faFq+/tsWmaU27XaEX+/ixT+x5+J4mTnJ7L1FEqSRJJHHqlt0kzT3tjNz6I2duibEMwe2SlDlzg1YuYeJ7ltA3VMKUepgy0YjYMt1iodnldz7v8dUnJlldq7F/RrBzVrBt1mf7rGDP1j7aX+dj92tOnK1xYJNkoi4Zq2VIGXF+yRJoiRRgrSBONLtmWzxORqurWGtZFlYrHNge8p7XN/mzb/qcWgjwdIIQHsbWSFLJ9XvW2PVDLb76VJePfnWSJ0/V2DYhmK5l1MKM0BcEnsD3JJ4WaIULnKUY1GRY3E1mLM5pyRzgByDPnKRzqyDEBbOngiiFKBX0Uminkm4CvcSQdmO2z7S547o1vv+1Xe66TpKl48wvj7GwUuP8UsDcomStnRDFcPJCyKnVs1M/9yM7Pvi//OQ71a/8T8t/IMT0dw/ATbKC0Pzkpz73wG987Z7js5fvTXj91XNsnZ3kwlKN+RUfJTzaXUO9Y5moCOa7dT5xr+aB5ypce7DFD93Z43tvbjI95tPth/Rin8DzSFJNlGiSVJMkLmBKMkmautrlNJVkmSAzYqi1jWCgSqxjbpc0cq6Dpwy+Zwj8jEqQUq9ETI936CU9vvm85eP3jvHYC+NM+B5XbrNsmZRsmvLZOiPZvilm77Y1njvV4/PfmmFMaWbGBI2aoFFNaHYzvvxISN13sYWx0Is077g14kuPupqYZsewuKbZPlvnXbd1eOxwm0NHfWpBipLCgdxU6cdO6/+tNzY5sGWRj93X4uGXxjmzVmFzQzAWWqq+IdQG33P5AyXdjeyYHIryI5NLNWOGK1yaA90RBCSZIMnyrGiWS5HUMXYUG9I4plbp8INvWuMDd7W5/kDGzLhPq+NKmPuRx3rH4/yC4PRcxPy64fyqpZP1ue2qLjPeC7MvPrf1N6a232HOLzb/aNvs2F9vgFuzTr/dQgj9Y8cOffNfx6v3Tsk05hNf38RnHmzz996zwA1XeKyuN4hNhUcPKzIDFWWZDCTrssLZlub8o1Uefa7Dn13d5r1v7PLmW9eZHPOJY58o8YkTLwe4cwXSTJFmecImGwLc2Jy5zbCmTORBrJJ5NlQbfC8j8BMqQUy90iOjxzeekvzJPeO8cHIMkQTsnrBsGbdMjytmJn02T0u2ziTs3Nzi7FKb//yFGmlUYft2wXhd06hBo5ogvJhWr8Z43SKEwFpIUslkoEhNSjvxaXcz1lqK80sVLt9b5+e+b50P/mnA6aUaWiX5jaFJ05B+LNk8FXD9/hZX7e3w4unzfPzeCnc/Oc5cs0ItUNR9qHkWX1s8BVq6dL4Qo9V1BrDG3XSZEWQW0kw4/zzLA8fM6eteBr3UkqYJJomZCnu85c513n9ni9uvTBmreMRJjbVmSD8KSFKNktCo9Tm9IrnviGS9nXD9ZU3+2Xs6hHKKpw/3+eYT98zedSf/+s7bbk2Pnjz3X8KgwY6tf3VA/ysFeNTvEtYa3//yocf/w3/6yP2NldYqezfXmF3SvHR+jH/5UY+DO9vEUYczy4KlpRo17ey5umeRQtCWPt1UsxiH/PmjNe5/ocuNX+/wv/xAm8t2tpkdVzRqmjj2iVOPNB2CPCsAbiTGSqx1ksAOAkpXpKWUdel+nRL4KZ6KafUSlloJ//YzIScXJ3jq0DjW+ExVBLPTlukxwVRDMTXusWlKsnkqZdtMl6nxNb76tOHJl8a5artgoi6pVyWNqqFWiRFeRBBotHK/31rIMkkv0vT6CakRtHuGdsey2vKYX2lwy8EON1++zse+HlJZVWiZOEBaTZr5xImkF3lMj4e8Zl+H1+zv8Pgdc5xekvzx3eMsrlc5txLgK0nNE/iFDJMu8BwQeSFVcEyeWkFiIDWCKIN+CrGxkKWQJkgVsXWix1W73PW44bKMRkWTpjWa7YAo8UkSjyjxSDOJUhm7tvT4wTd3eN0NKUksOLhdMVkb5/DJcZabhuv2nqEz97WpRx73/8ONr7l+rdfrfv6vEpN/ZQBfXzxOUNmivvCFj+5fvHC4UVU9zrTqHO1DNbDsmYb59Sr3P1Glm0CgYSJwGljlJ15LS6gEXSXo6oB+5rESV7j7yQYPvdSnFkT87bc22TGVsmtrj1uuaKOFol7VIHKAG+Xqxq1wvZH5Q2AR0qKE83ItKciUF09Knjis+eJjdV48UydOq9S1YqZimaxZJqrW+eANzeSYZmpcsHkyZetMjy0za9z/QsTvfXGWLeOamQY0aopGTVCvplSCiIdeVvRjjVdzoLJWEKeSUCuuPdDj0efHXeFTL2O95bG8HrCwPMHPvW2Bc8srPPrMDJ4ERIIB0lQTJx5RLOn0NBP1kPFGjZsPdLnjqi4/9IYlDp81fOmxkMcOV3j5RI1UaKJI0U0USkiEEBsCzzwnYA2psVhj8ETGmB8TknDzdR32bOmzfTrhR98cUfEl9Yomiqs0275bTYsVNXOyMcskIMgyzf7NAZdt10Sxx3qrypn5Kr1IcXCXJPCmePpIxIn5bzbi7qn973vvj6snnz6avea6S/76APz5F5/jfLPmzy088hNZmvybE6dXmRjzuWKPR7OT0etnQIZWhvGqq3IzplQ7AWTK4hnwMwiUpZbbTn3t0cs8uqZCu53xrz82gU0TNs30uXxnn6mxlPe+scfO2ZgkEbnellBibnL9KaVBSMGn7qvw3PEaQmtOz1U5v1AlrCjGAsF4zdIIDY0Q6hXBWFXRqCsm6pqpcZgeT9k01WfbbIvMrvOpbzXodWpcst3SqCrqVUm9YqiHKZ4X89VHQ6KuxJsFmYMpSSW1iuItN/Z44GlDJ5J0ehmtrma9rZlfqXLZnjrvvb3FUy9WOb1aR0kDJLle9kgyRZS4xEynr2l2fOqVKrVKxGXb+9x0sM/ZxSanLqyjvYxnT2j+7N4qQikHbiFHL6I1gMFaSxpn7NqU8v439phuZBzcZdk0BVnqEcV10sxjraVIUicV0xzUaTqUisZILG5GTacXYAz0Y027q1lreTQ7im4E621JN0rw/BWieO+/eeTRR7q33LDnQ6eOPx/v3nfVXw+A91pHCZPzB06eOf47C+e/Ib/nhilOzgU0qpZ6VbHWKqL6jIqf0Y+d72pMEc0zSMBkmSU17s+rRrgo3gjiTBIZSWw8UgNLnQb3PmewZHzusQQhMneRrKFAtiW3yIRACIUQEqkUaaKRRuNpST2APTOWmmeoBoZqANVAUKtI6hVFo6oZq0smGjA1ljIzEbF1pk3GGv/20yEPPj/LvimYqObsXZXUKynVSkyt2qNSqRIoiZK5Bsfd3Eni0e8JelFGO1J0+oZ2z7iWuZrPuYUxXnt5xC++b4Hf+jPNmfUAIQzWJpjMkqQecSLpRx6dnqLe09RCn2olpBpUCYOEeiXm+ktifC/hhktSfvTOLlqleRLIIIQdFeW5pDNGIoQk8BTg0480K6s6r9tx7OzinlFQO5koyIwsBfhuNU1SQS+StHt5p1XLst52DRdRYnn8iOTY/N3ynV78O2vtzrfiuPvCXwU2/x8D/Mtf/CRJPF45dvzQux9/7inRSTJ2blnmqv1d1tsN5ldCfM9DSs8Fdwo8bXI7L/enret7zPJo3vmzgtQ4sKfGusSEgdRCYgSJkaRWkhlNYgKy3PYqPwZZSgFaiDzdD2HFEmpLqDICz8ml0LdUAkHFl1QrkmqoHcBrgvG6YbKRMjUeMTvZYevsCr/3RcNH797EjnHFdN3QqCnqVUWtCtWKm1N4YcVw/EJA6DsZBkWln6Afa/ZsNmye7tPq+/T6NmdxyXpbU6+E1Kvj/Oidi5y4MM/vf34bWmoshsxkpMY6RylW9GJFL5J0Q0m1r6kEHpUgo9l2MYbvZXg6w/MytHSNElJmedbYHa50RQAiB7mgOQBqHtfk8U1mZA5y99qBW5RioMLFIv85l6voRZJWV7LWMiyvJyytZcyvW1Z7GVOTXW68bJ2FucdFFol379lx6fE///PP9L7v+979nQX4QjPwl9bnfjnuXPjl5loonzy2jaeOdHjDdW0+8IYOMxPjqJOTxInTata6rGGcNxhk2RDU7tgA9pzdzQD8rg/RDLxcMXhtN3TguUxeoe8NWpLXkIOnBJ62zjfWgjCQhL6kEigqoaJekdSrlrFaxng9ZbIRMT3RZeemFR57OeJj921lIgzYVDc0qsKBuyKphYZamFKvRjx2BJ49XGX/jM117zBt3osUNxy0XLKzx+MvjNONLL1+Rqenc5B7VMMKlXCcH3zdKs++vMijhzaDVRiTuXLY1JImdlBP0os01b6lEipC3xD4HoGfEWiD1hmeNmhlUMq4uEe60mCERTDUc8PgXOTnV+Sp/iF4zQDIMs+KFrbs8HWRLU0ytzuFY3CX3JpfSXnxnEX4Pd531zp3XWMJ5SyPHQrk8TNz/8eW2Zq/a2vj14D4Owrwij3sd3rRzzzx/Jxv0Fy6NeDFM3U++Y2AU4st3n5ji7EgRCkvL5Jy2kzKYWIhMzbPrNn8JBWZRwbPxhSBkPvZIllhrR0ESmywwYpUdZHQUTLPWCrwtGsU8PPsX+ArwkBRCQTViqBesTSqGWO1lPF6xNRYj60zazx6pMevfngTZ86Ns3faxRSNiqJWUdRCqIUZlTDB9/o0+64K0lMWKYfvLDOu6CpJfRqVhG5q6OZ11t1+RrsraVYU1XZAGNTZvTnhn/9Ek3/6EckjhzZhURhryDJDmqXEqSFOFP1Y0QsklUgR+pLAt27arTZ4nvP7i/IHpRzAVS5ThLAXNeiaPI4xVmBz8LpGZzGobXGkI/OEmsg/G4MbYVgO4Aq40hRMBnFmuPpgk7fe1OP2KxTtzjgvnhjD0028/hn/hcPj/+iyK9/iLSx3/rdN07W/dDr/Lw3wVquNNebXP/u5P7lZZyemJ2sNFhPDZENy2Q7D4prHoSOTrC7GXLlLM1YDEGjtghslHbg9Y3PWtvkJsoNu8YFGzxl8eMLJWWYgt0v8U6Tgh/KkqDVRytllOm9F87Qk8CW+pwgDN5KhElhqoaFezWhUE8bqMZONHltn1nn0cJd/+qFpjpyZZNekc1jqFUmtKh17VyzVMKMaJiRZzH/9eh2pFJ60KDG0CY0V+bLu8bfetMbXnoxpxwHdHOCdnqLdUTQDTegHBF6DgztS/uVPrfC/f0jw8AubMFaSGZdWT1JXaBbFhih05a5BIAg9QeA7UvG1HWRstTJI5bxxKawL9guAD1OeOchzp8UMwe6uyxDgJmfrgZ+egz0dqXlxySOARl1zx1bLlZf4bB4POD1XYWE1yMdQV+h3Bc8fPxNeeskDf/91d3yPaLc7v1Kv1/77Anx54QjWmluy+MRdSra45oDJR6i52o5qmLElMmS2Qrev8D3wNGglHeAyi87ZewBmY/OCqOJ1qXbCCve6DO5XeF8FwIsajCKTp5RwnUBaDOrKPU+6+g1fEAZu5kk1yKhVHLgbtZjxRo+Z8SaPHe7yq380yYunp9k+IZiqlaRJqKmFrn6lEqZUghjPizi/MoGnBEqa3JYbBplZJklTxZYJlzxpJSG9yLo6635Guy+pdBWh7+F7IZ4e49LtKf/yJ5f4x38Ij740m+tfQ5JZkjTLmdwQBYYwlvR9NZBg3uD827xOxaIluUwBkT+XMV7g3A5kS6kyceSZEpsPb4I0I5ebDGQnQOBLKoHP6toUyyvQi0Quywzzy4rldh9Um2889HhlYtO+m4WU/GUffymAv/DMF9E6rT50/5f8ex7v8eLpkNfsj7n1ipSpcQ/P86hVFEnqPpBWrvtGuXEjLrKWlkyTM3d+2KIvcgj4UVDbbwtuGKakiypB1+Ym8rS1qycfyhMIPQh8QyW0VAKnn6uVhEY1ZrzWY3qiyZNH+/zvfzDB86dn2DqumKkZxiqCeiiphopqRVAJ3c3hUv0xjx4SdPo+oSK/yZwGL5oQMiNIUk0tVNxyRZvHXmy42o68HazbU7QDReArfM/P9fM4l+0w/ObPLPJLvwsPH5olMZLEmLxZetiDGfmSwDeOvfPaFC+/ud1BLlOGMm5YqnwxyPP+iVyuMLhRNwJ9ICntENjl6wvuz1aagmbHTe9OUtdM0e5m9OKUu27ucc2+hMOnmnzqs1/yv/dNd1Q/9qkvdD/wA+/4fx/gzx86R6WxbfzY4T/9z77uve7GA4ot4y612o8EYzVXtBTFrvip+FDFiSuzQGbAaDFg68zYPHVsh/raDpl8oLXzf6gsSxCuoEjIHNx5kZEaANyxuKcdk/kerhPIzwusgoxKLi/qlYixeo+JeotnjkX8738wwbOnZtk8rpmpGsYqUAsFtYqiWlFUB+ydEQYp9Wqf+5/1WW+GTEwM0+QFWIolPckUs1OKO6/pcP8TxnXRxKYEcknoSUJP42kfrStIabhsh+U3fmaRX/pdy8NHZkmMJskrAF3Zq2PyIJGD6kJfS7TO7VopULo4NwzeX3ETFlJFFFVpDBNCQ6AP0/zD4q1hvDRCWpkd1L7YPFjqR+5fNtbV7Md5U0XowerKJPeuCE5eMFjVfN3Cwuk//KH3feDvvGP17Hp9csf/uwA/efYMSl34pZdfPPqBxeWz3HaF5vI9Vdo9H5OHAnHiOkTipBxdl05EXvcwPBklXZd/v2Br82rMnSO9yMgNtLcsKuiGuruoGNQKV5+hLZ7nGotD3xD6GZUwpRom1MKIerXP5FiTp16O+OXfneaZE5uYHfeYrWaMVW0O7py9Q0klcOwfBinVICY1Ee04QCiJVzD4QIMXWjUvEEs8an7flQvEIRMFyPsZXV/lW6JIPK3xdLEBreXK3ZYP/p0F/uF/Mjx8eBOJ0USZIM5MzuKCMDEEnsXPe1e1Hrb8qXxFc+cn78ovnkuFWWViKoCOZUMsVJKTg6+HJcpmZEXOC71y0yDLO//j1E3ossCFlZRWH1QQc90lS3SbtQ+szj9yPI6Tf/z/KoPb5Czo7bv+xW/9x6vS9jz3Pxdy5FyL//ldTQ7MBlgb0Oz49PqaXuQ82sFYhqwUkIw4JIJywmd4I5R13zArObS67ZC1SxdlsNzmHToqD6a0tnjKAdt14rvqwdDLct2cUAkjJhpdxmptHj2U8iu/N83TJzYxM6aZqWSMhZZ6Du5K6OzEAtyVICP0Uxq1mEOnLPc9VcOXEk+ZPIgbLvrF8p1kitRoXn99wv69HY6fqTBTJW8Hc8t2t5+zsFZo7aGkzZNGlit2wW/+7DL/+HcN33pxhn5SIcokcWqp5jXcgYcDuS5WL5NLFIlU2WCFU1KUAC5KIC8tkxeBfMjKo2C3g87+gsULwNs8t5GVynL7eYdQJ5asdcGIlOmJPr/wjmU21wOeOXqGlw8/eFVl+z/Y9dTz505ff9X2v3qAz51foNMb2/3C4Uf+r8mg/f1Hz/bIEsndT0yy1G7yPdd3eOPVLfZu9Vhv11lvu/EM/UjTT9TAKkqLiHsAbktmh0GL3cAOxZK4IYdDsXReBG5hkWpY46KKIUE5c/va4HmGwDMEfkrop4RBTDWMmBzrstbu8sAL8Jt/spnnjk0znYN7vGKpVwS1UAy8cue8GMfevgN4JYiIs4x+LyRU7iaTQoxU8hWJFBdoaqfldUQUW3qJKAHc4PsZvqfxPIlWCiW9AcARcPUewW/+nTX+9Z+mPHx4irlmg35NMp5Z6qmbNhDkhzeQaDa3CykBfMjgg/ebv+lXmu9nc7YZXCvsxWw+0OLlJou85jyFKLX0I2hHguWeZLlr2LetzeuvbfOm6yJuOKA4fNLHmIxnjqTff+v4w9kVl97095cXl05Nz8781QL89LmjhEF409GjL717bekYoR5nS8MgtmYcPj7NCycafP7hJu+6rck7b11m22ydxdU6He2j8hkkOikyXmIQbWdGYAeJm1GAvzq4KYG7GPdQsLfN5YnNqwYdc2tdzFEpymMduAM/B/dkh6W1Hr/xX6t8/pEZljsTzIxJZsIc3KHT3dU8sKwEkmpgcwZ32jsMYiDmnmd81hKfqYCRemxEKQax7jzEiaYRaN54XZdHj8S0k4CxxLh+x9jgR65W3dcO4FpZlPQQ0iVosHDpDslv/S8tvvRoj1/7o02cW56gN64Z9wX11FBNIUjc6GVfuYFGXhFoSjEIgovncqBevjHLjF5cF5vT+UY56TS6LUlROwg6k8wSpbl7EgkuNAXVepe//b3LvOvWPvs2+1gzzuGTY8wvV0hSxVPPnWJ2eubd9UbwX3u93qm/UgZfXOkwM1m95PNfvffv3v/IE+zbkrF5ynW7h56l5mfMrfu8fGqG3zhZY25lkb/7riaTY3KgmZUovO+8XjvDMXfhrxo3y8PmDFdE6mwE+EgQ5MpfRckFkHnts7PBHLB13s/p6Qzfy/C9lNBPCPyEeqWH1l3ufzbjD7/c4IsPzhKbBrMNwXToZImzAAufXOWHyJm7zN4JWkc89NI43VizpWrzjOFGBi+kmiRJFaGnuPmyHqlxAO8lwjX3Fh3skXHBoRY5i7sbWeS5W4tgelzwgTd0qAdz/NGXezzw0hTzSYVuKGmklpq2DuQ6j0OUzeMSm4M8JwYh8jimKIYbsvhGgBcEBKUYqQT0Qm4WIM/yhookdf2c7Uiw0JHooM0vfP88P/bmjDQZ58JKg4XlCgsrAafnBSfnEmq1iG7rcU4cOUKa/rfnff5CgEedM/z53V9nYryxdWX+xB3dVsrTXcXrr+2zebpOP/aQ0gVsE1U4v17lo1/bzETlAj/5th7VwCdNFRaByDvkMynItBjo7yLwKuvtYVAzukA6cNuSLLE5wJ2PW8gSN5jSDJjbU64WI/ASfD8h9GKq1T6+3+VP7tb8q/8yy/GlSbwgZHNdMBlkNAJLLYBa3mFfCVy2M8wTQq5+JctXAidPllsZndjHVwpf2kGAWXyMwmpz7oJL+MSpR8Xrs3m8x3q3Ti8R+bg1Fyt4XpbbfCq3O5UD+Ejg6iofv//2DjdcvsRv/nGfj351htW0RjfwqHmShnY1OIEGXzFohtBF0qcoXR5IlWECKLfxC2HIENqMrrQDyTJ0WjJrSwB3zRRRCu1YkIqEn33bMj9yp2B5dTPzKzXWWj6rLY/lNcGFlRSjIl5zmWVtOSVOJ/7pvr27D33+07/9/J7LfoCrL//2rspfCPA0y/iBd75u9+EXX/q9++57nsv3G7K0wrk5zVhNMlYH8Am8lGqY0ahYDp0POL9SI0r6OaM69oQc4CqXJmXtTZ4tG5wocZHXLSjSyjl7yxK487Rz8fuGzJ3lIE/xtZMkgR8ReD1OLaT8/pdqfPZbU5xYmKBR9ZgMYSLIqAc2T70X4JY5uOUgKRTm2jvw3Y3TqEV85iHN0dMVwnyG4qBdjCHKhyuW0+FJqrl0F7z9hjZ/+JUpOlVNIx/REMR53KAMWkvnfihKIPdKtOpWhZ3Tkl/5kS5X7TnH735xkhPzY6ymFbqepqYE1RzovrTuxsldJlUiCTkS1zCiyV8pCzE0AewIkxfENWRx18Wf5fo80JbNEx7N9gRHz0zQ7LhanFZX0mwbPGXZNR7w0vGAJG2y25y/Slx6xycvu+5tb+31mn+hVPm2AI+jFM9XPPL4E9tfeumlffMLXSoVy9V7Yzq9kDRzNdNaaiqBpJEYpiLL3m0Zt11TJ0401iiEtGhceWYmDTovySySBsaKgTQpn6xXeoicVeTg2Q4BLk3umhTsneWd+SmBTgmCCF9HtLOY3/mkzx99aTPnV8YxqsLkmGLSt4z5hmrO3NVB+l7mdSq5NMm98wG4fZe9jJKYo+cCOnHARJC7OEXSqXAlitjClmpSEk2jptmzPUYFfdpxnZ4vqOQzSPxcXnm5RNGF6yHUqwSvipmxLj/3/V3e/fp5/uhLLX7/U1Ms92r0dEioFVUtqChLkFrH5tJJFV0wuRim8QcAx446KxtBvoHNR/xxO3TL0ly6VLTFR3H/45vIugFSePkULejlU7SyzLKwAp0k4ZpLNFncY335+X07NuvtV19+86k0SdCe96rv6dsCfG11kbFGbSb0/E9+5ZvPeI2KRJo6F5YE0xOWauii4mrgxjakmQIL1Yqi4ltaHbdfu4BBulrJoqbBDCrWRq3AV2Fuhv2UBbCFKOvuvEpOZTmDZ2iV4XsJoR/jezHNfsxDz0n+5O4Gn/rWFP2sju/7TPmCcd9Q8y3VwFL1h+AOA0kQSIJcmrjEUO5M5AD3PZf5PHnB8sCTVeLEI6jZiwLM4jHIBeQVenGi8DzNnTe0+dg3Ohw5V6MXunkvkWfxU/ASgxebwZxGJyPkcLgPQ6mXGUlqJNVAs2m8xz/8wS6X7Yz46N11njg0xlKvRl/5eJ4m1IKKhEDmNmphr0rXQig3snh+HQqyKV+sQcxUTu0zmgwaGAiAr9zQ0KgrOXTSUg1SoNDphiR1NqNSgq0TASap0Gi06aw87Rlu++TySueaOGov/aUZvJM05PEXjt708qH7xm693JKakEYVJhpO1wrsgIXSvMBGSlzixM/IFYUrsBd2ANURUMOg+yY/bRezdlGpLGyeqXTz94pyTylNbgdmDuAqG8gRrROanYQHXxB8+CsN7n5qjNVmHVkJqVcU456l4RuqnqXqWyo+OWs75q4EktBXhL4g9Mkr9EwObkPgOf2tdMTL5+B8M3SJlVzfjiZOBgSe90HmFXdGEseaTQ3BJTt6PH8mpZt4bkxDAn6MA5/KcolSJGpAbujMGaTOcxsyyVx9+Pvv7PHmG9f45tNtPvLVBk8carDSrtKUPh1f4yuBLwWBxPVwSosWdlCsVliwLrAfWrSvyOQlv3wIcjGyMgsBOr9RotiwtJoQ+C4DXYyzSPM6FiGg2bEsNxX1SpUoyVhP7h17+1vMTTt2H/gK32Z40LcHeGs+yKz5T88dPVG7Ytca1VBxYFsGVgKafqSJkmFHh80B7WnnMft+lleuZYOTU8QnFjF4/naFUwMGHwSU7nCyxKDy7hQlM5TM8As3QyYstVPuf1Lz5QfrfP6BMRZbNUQY4tU9GhrGPNfJU/HIZQdUfJEfMi85zXW3LwgK9i4ArlN8PyX0Y6xNuOepgNMXKkxPCjxpcidCDBt9S1RnB+WmTlL0Io9dmwR3Xtfls4/EdBKPXiIIPYufOhaPEltapdTAr0bIEZniDjloVHBZU00liHj/G3p8zw0rfO5bbb70YJX7n6uz2KzSEz49X6M9hRYCTwo8KfGEzaWWRSJyyTUMPMXGi1V8PjZIlhLwiypPKwUitcjINbd4kUXgiurSPCDtJ24UnBEZkoh921MC3xD3DtWsue0/LS+cvwzo/aUAfvTkYdrtLidOpTzxQp1qtcdVl7hNiL7v5oh9WwOa3ZAo9sgyOUjVq8Key2WCGjC4kxUFaxd3+WhAOVq2OWDuAtjC5M3DBpEDXOsMXyeEYUI/yjhyHk7NKT7+9TG+8kSDxbUaeCG64VFVkrpnqWtDxbNUPAg9B+7QczMJXZmpLB0i/3Obg9wMQO57rj3t+Jzh+ZMBeF6+zNtSin40LVhc7MJJcW6KG+d85Z6Iy7d3OHy+Si8UVFNBkFgiRW7tmZy9CzelsCCHWmXgs+dWpDEqnz7g0Y89KpWIH39LxDtuWedrT3b4xDeqnJoLOXy+SrwekAaavtZIJV06n/z3kdu9xegNhtp8hNHLDL6B0YsbQ+NyBK49Ebwkr4nB2cepcVOz1nqWvTvavP2WDjaVXLtPUPXrLCzD0WNH8P1vv0XKqwL8+Onzot/v/90/+eSfTl+yzWdp1Wd+NeQrDxhOryQ8c2yZX/+pdXZt6tPph2Spzudsk9uBZqCNRd7/96rxiR1++HKUPgxs8kM6gEvhGDsI3CTVNMuYX4Gv36s5fq7CfY9VOL9W4fhcDYIAVdWEWlHTlpo2zkXwLIF2GjDwyEFcHDI/VA5wcs2dg9vLCDzH3u7Gijm5BIdOVfHkqD04ql03eMWDBoK8xzH1uHxXj0tmu7xwIqWbetQTQaTBTy1RQs7gYqDDhZQjTA4bC59ESUa6Psok84g8n0Yl5m+9KeL2q1qcX2txz+M+J84GfO2pKnMrIVnPw0hN4iuQKg+WXWWWpEiyDZ9fgchHnouHzG8OJcDLLF7h3OT0lhiIDHQiw54ta/yTH1nhxv01zi2Mc26xwslzHgsrBuG9OP327/uxv7u2cvqDE1O7XtGaeFWAP/jog1iTfmD7+HxtaqvI91T0WG1Z5tYlDx6tcHZ5gWsPdAn8CmnqkWYKUwzZERaJBVnSz69a5Lrhkf9sAfCiSVZKtzx7QUaSWU6cFTx/QvH1x6q8cNLnpZMVWlFAFAfg+aiGR6AEVQVVbaiUfOBAF3UaRdmsqwsPclni+wrfl/kNYIfa28tcZtFzOj/0E6yJWViVRDZAa4kvLbpIlGzQ4DAEeWaH/Y5Z7ocLNDOTMVL16SQeXS2c05EMC8a0MiMZSFmY1ADFsCPEYHxGVpQF5D2TXqYG4ye6kc/miZidmxKu3xvRi3v87ZNNXjjl8/VHQ54/GXLijBvkYwNFJhUISTb4cBJeEd7f5vLm73dQt0+JAIzFGEOWpdh+n/2bVti/yfClBzexsFxhpWXcBr8tw9mVZm3r9oc/oLX64P8tBn/uqS8zt9hWf/a1o0JkXd5xa5MDu3x6UYVWJ2Ci0eGHe/Pc84yb5PrG69pY4xoIalXh5Ece0aeZKNHzt3nYIjp3TO1pC7kcSWJLt+8Af+qc5E/vDugmimdeCjl2NmC54xNlPmgflIdqKHwpqCioKkuocOPMVF54pBxr+55wSY8yuD2Jn8uSwIfAJ3dNXMrcTbhN84xoQiWMWVzL+PrDdZrtgIkxt71KUTJQ4OCij1uUmw60uCSKFNNTijff0udrT/Q406zR86STKRq81OIlhWede+wyc3Yh5VkncvA7jNWl3+GA7meKTCtST5FkmiTxnJXqJdT8hNuvTLn5soh33dHn5bOSZw959GLFR79e5eS8B0LS7WmyWBV1tljNMBv0F1xsmy/V1oLNxLAuA0tYTal4KaiYN9/a5bqDEf/gP06xuiqZqCa0ehntxLBjts0b9glsfEz0suvU575wd/rOd7zpvw3gFtgyU/+dvdPR1Q8/G/DvPznGNZe1uXb/Iq2WZKwdcegs/NcvzvAHX5DMTqVYk3Ld/oj339kjS922GdPjlmuvSqhVXHnkSEnaxff1YDhPsyt49jmPlZakEsJjhzy+8K2QfqLoJ4oL8z5GaBLrYYQHWiMCjZYSXwlCaQlzYAfKEijrasB17vnqIXP7RV/mANwq79EUA/b2PYPvFwVa2YC9fT9BqZh7n1Z89pE6ytfObhvR36/O4IUXnmWF46Ho9z3ecWuPzz/U4qP3jNFJQ2q5DvcKHZ4UGUc7sF+FkAOAuV8lS1q/BPCiC147Jve0ItUanWYO6CpDKTdIf7KScuvBlFsOJlgR8d43dOknbpzbn38r4PFDPpVAsNxSPPuCT6src5X0F4HcJYNqoeGaqxNmxzOy1I25ft+dfa7dl5IZwaZJSwJESZvnTi1SrWjGOynX78u4fn+FTqfG0y+Kq6+4pvE7An7uv4nBF5aazEw3Gl/68ucO+jpSt1yuef6Y4t5HfP70bkO7n0BmSVD0rMZYyeI5Azbl5XMpX3ggAZNis4yxiYSbroqphxmmyN9+G4CTuw7rHcUTz/u0mgqpJZFRRFY5ZhLazZ6QGqRCSoknpQOztATS4EsHBF85r7WY0edAPhyT7GnXCFA0HpfB7Rg+L6v1CgbPSkdKoBOsjTm/7BNHIcGYxM/T3iqvyhvJYg4cpGF6fQhyN5UrTjwm6ood0zG+6NNLA3qpoKLdEMyihqRIaClZLm+Vg9/lfofMkz+mNATflGaX5OMf0iw3BFS+g13qWuASZ7lqlSFlyvZpk68Yhst29oltD6kNzabgiec1613purZGmjtfCd8udV8LLTddnTI2BjaV2EzhCYUlxBgX0wXW8vfek2FZJs0UrXaNxdUJXj4zxtNHLLVaW9XD9sE773p3w2atllCNbw/wfneV+bj5wYeePvOGJ55Z5m03BuzaUiVJDaEWrHQ1vcQFAibXkYlR9I1HkkHHGIxIsSKj1Uy5cH/m2qjLKbxXxPdwebNCYIotF5AO0EK6QEdKpJAo4VLMDtR52jkH9uBZlZ513kmvyLfeYwBu19bltkQJfIGvGZSYOgbPWVwb/Dw76nkJQZBwdtnwx1+rgfbxpBgGmAN58gq11aVsXzEk1IFNkWUO5D/65h6fu7/HSwt1OplHNXWb0roqQDvsxFFFTqAU7BXnslgp8uB/yOKCLAd6mkm3c0bmwOzlQFdymDRzdeOFG1bEQxlaGIQ1TFcN3/ta44YvicILLPbP2KANbD51LI8R0jQki5QDdKaJUiebis3BTF7SkWWKKPZYa4ecX6xw4pyil/a5/cA8affoGy5cOPdBY9Kf/wsZ/JFHvokQ0t8xdpZtt3j0Yp96VTDR0KRZQuAZ+rGbPJpmxchdQWRcAU0vk/SygKjolrcZ2CwHdjF1qjhKwUlZvw2WW4nIdw1zNRICT4AvLb5wUkBLnFeryGsq8tdFIZGmNAelYO1hV/0Q4HIgWwLfDlrafN+UBuekeDl7+zpBypjT84KlVojQmkAyIk9k+WMxFGhl6TACvNzpiFOPqUbErs09Ds9H9DJNP4MgE851SHMdnhZFZmbYSylU6W4Sg0XTTdq1paaTQhoZdGbIlJt4kGYKnWeFtcqQyuQrhRk4YgXQi2SbEAYZF5OyhqbCxlI5i3gFn95Ny0qzwsrUF42ByzJFnEr6kabZ8VhpKjo9gycEX/jWFJunF1hpf8U35uJ8z0UAf/Dx04Ck1WmybaZPsw9ZZFHSjUZQ0hL55b1viu0vBFEmqCZ2uKWFcePWUusN+iuHJunQ9S9UoxDDr1UOECXAy7NeLulgBzUexevB9zaAvBgRoZXbXErr4TwUB27pnv0C6EXwmYO76P7RZiBRPO30qe8npCR86aEKC0sVvDGFX0gTaUcdlI1cNlJaKjYEgYp+5CbYvu22Dg8916eVhnS1ppIa4nyFKgqiRrKMwjDsHCoCzeGoDWcd5jNVLIOiN20EqRLoLJ+6mx+pVPmQoMLBMoPMsRywee54lazgAbiFvcg2LMBtrRisWqnRpKnKNzdwvQNxqvINDRzQ43yTrF7knKEtMzFR1mO9L7hkW4ZvT2PFxepgBODPPPkVgjB87ZOPPXTDiZMBpxYqtPqCuu+2zw59iZIG3xOlQel5J3dhZQm3dHopBAaiDOLcuM82ZC3L2TAp3CVxHqnNEwpFHTmDtLGSdvA9lbOlLrWnaTkK7MEcFIXrR3wlgBcBZ6G7dSFLbK63R2vJfS/B92Lmm4anjlVA++hcnhTp+QGDM8riQyYbNlGbQfOHHHjiSeJx3f6IqfEezbUq3VRRVeCl7rOozLojKQMcB/LBL8pHSJenVRnr2NwIjDJkRuAZQaYkmXJMniqZW5GmpPXNIHtclEY4Fh9mlssJuUHl5wDa+Ypii/gjZ/B8cGecauJY0489t5VhIvN9l9ymBmlWbFHj/n7o+0yH0OhKjp7SLE5Wb7jt1pte+6Wv3Pbg9771e18Z4A8fjpHSfu/CUu/aVK3z7jca1tYlj700RpJIpHTAsHY4rCfJRxX0Y0tXFrIjT9RkFiUEvrFk0m2CtFGCy8LrLgG8fMEGTF6kiyUDj7kAux60qA2BPXg96F4ZArtovnXsnWtuzUBvF5agY+whuL1BdWKCIOGL3wp46IU6MtD4Urj524MKwvJ8lnId9SibXTwazS3Zvb7HLVf0ePvtbX7/i3XiLKCTScK8G2ZwU4uSTJEyZ/Hyr3o1JgejZd5OJgbgzpREKeMYXcp8tITJyaTQ38O+UJmXJIgB2CmNg2P4zIZapMEYuHw7mljTiz26fTdMtB/ljetpqQPMDD9HnMTc/2yP1Zbl0t0RB2e9a6/YvfK9UZI++IoMvrQ4x1ij9uZPf/GeH/nmkS5zSx5rzS7tbsqFxYRdmwIC39UjF/UCmRm2/Hv9DHDzpdNM5LuZuSYHLYqS2I2jHgZh5bD+mA39lWLYQCwHYM/rllWJ4YsO+oK9S2DXeTdMsc9mAW43TmEDc+c9m37e3ubpouEgLR0JMQmfuKdBZgPUIHtZDjCHfY2FszGiwQsWHwzKkZjBAEtFlmkEHu9/Y5f/+qWIdZPQy0J6mcBLGbC4lBaZioF0cHbhRi0qS9akKIFckOm8A17lINcWZQQ6c4yuMidPHcglcjDyzeSdP4VsKTN4ueLQvjqLm1IWN1NEsaLTUzTbmk5f0o+HteMFMWoFlQD27UhpjPVodwWX75K0eh2OnRI/cvDKd9x37tzc17Zv37qBwW2PXl/s3795cd/brl/h+Nw4J89X6MWGTRMqH3Aj8+2i3V8x+X7oUWzxPEGapXSiLAdm3shqwQgGS3KhtfPiwsE0pXL3iJSMLPNSDNm7+LOCsYuZg2owvWoIcqU2DLvJge1mJIrSfBTH3J5XNCbbnLmHAaYusXfgxTx1THJ0LsQqDyUlvjROnomyRBkK8I0uCiMafNgAUVx0t3R77NuacPneDo+8XCFRPr1UEEqX4tapQImi0UMg01yHIxGYVwnwysHtkM2H7orT4ZlyQFfC5jJFupspKxhc5sCWw+K3DQAfypSyXGGwohSf15aC7V6kWGlJWp18H6C8M99VIgi8PG64sFSjXg1RBh58xvLs8T7fc1e0b//l/f29OP7aRQx+5PQqQdDnqSN9vvW0RXuwc3PgGFgVpaJFD58d1AK7AnZBt6dI0pQzS64lydqivFIMQFzWZOX0bHkpL3TrcHDmhmCqAPVg9gkDcCtVYvLSmDat5AjAy8N/XLc9A2APspUD5s7wtUvsuK6gBEvCn91TZWWlggi0891LK8tFNSgMP3/ZIix6Fst13ANv2iiSRDM9KXnfnW2eOtYgykK6yqeSOS0+jEvIwV2sFSb3xIvC3FyqbNDjxbzH8raCxTBNZdxoPSktyhSrU34jydFGk2KlFYVsKQAuRgPNAavn/yneB8LNbKkEKettj3Pzlk7fNTsMdsbLcyRaCbp9Sasj0UojhGHrTJuZ6T57tzQRZh5f9i+WKF/4ypexCDzTZvfsGIEvmRozeNrVc+u8Q10rSncr+Q1gqVciao0uX3hynEaQ10mQL10MGax4XQ7AyoX0A6BvZPEBwIfTmOQG9i5PkHUsLlF6FOC+zgcAecXWgXmGU1u8QSre5K+zkUMr17nz0mn45N11IumjpMqzl6MzWTZmMF/BEc6ZjA06XAyCrzTTBJnmfW/q8+GvdHnuRIVEeXSlxM9M7h4JZGZL58wipBg4Gflam/+u0X2LykyeGdADC9Gi87hJSSdT5MB7t6MAFwx0+bBHtsTioixBL2b0ok/X1wnT420+/PWYQ0crjIWliVslTBRTyrR0BOdpSRRX0Doky47Sa54mTe0owJurSzQmpqvf+PK/23Pm3Dl6/T77t1pC3yNOFNaKwRss37VKWjydUask1GrrfP15WOyOo/O+P6m4mNFKDF2uKy5/iI2MPphUVQLQgMXVBoCr0TmEqmDwPMkzAu4ife8VjcnGzQwZtIgVPZ1pfiQoL+boeU079kG58gCvrL/Fxpv2FVyUkh62G71wUx4y77R4zRMc3NbnuaMxmQnoGZ8wczXbOtfgSrh4yCWWCtY0gyBzyORDm65oCtaDwabueypndHc+nTUsBywuhhgYAFyMdFiJ8sTa8vcZfq+4IdwKZPC9hPFGh5nJHofntzIeejRC66zXQfCeE6ssCjugn7qJYrs2pyy066Te/j2//A/+p+odd/6v3T17ph3AXzp2mlpl8U1nVrb80qfvOcp6t8LfftsCb7slIknCvCu+pJ/zwEIrp0sNPR49lvLhr21BCDVYVhQFEMt7NdoSwDc4DSM3g9gwGLLoFSwP1czHjg0APux2KVi7vIuxp8i9cAduB+DhUCCvLE/K7K3yvk4/ZrVt+PefrrPSCxGBq/32Cx9+ECOIEZC/2qOwTK3Jx2SMaHDnqKSpplHV/MJ72nzzqQYrkU8sNT0p8fMeygIAw64bUWrQNoMyWovJwW2wyA3OisgZ3IHYmDyIN/k5zqXp0OcvA9wOV48N/bIOjKOAlwKkcRakwGKV+zNjJD/xlhbPH1Lce2SK8+2QMO80GpQ9lLzuJIMoy/jemyN+6C5YaXbZe2D8l86fffFBm3Y/N2Dwx595BoSPjU7x5td0CbyQLZM+nWgVrTsIXaR93R3uSlkNKx3Lwy9qjl9QfPqBzSy0xqkFDPzgwqMuLL4BmOWoRBll7dLIgrJMKYD8SgBXw/FjqgRqLSU6lyR6APBCc5tBUOlpMwC3lzdpDDvyHbg9leD7MR+/x+PF4xWQHlJKgqI0tuz6FMFzkbgS3wbc5WCz1G5m8r7KJNOkqceV+7p8/+0tPvyVEKMDetInkGKQ9FFSkIhiBPLFTC7KTF5q8i7XxBgFyrpVwVjhwF1YsAay8vwUWTg3xXSDoofT5tetLGMvlrVKCmy+qsjMkmaKXt9nohry67+wwqcf6HJ0PuSRF6q0Oh4oWQitghWQWCYCwfxyhU98wydOetwpX2Zyokenmwwlyni1QRAEHD4e8vBTMbde2aFjUj789Slik7PBYJSoi4ykhLWu4sEXanTSEE8GjFUFE75xIwny+g+Vs5scYfEyy9nB6zLQyyyuBMOxYhsmMV0McDkE+CDRUwDcujnZuRTx1NAt8UrDgYaa27G3p93UqrWm4c/vrbPcDCDM3RMxDMBeTaJQaggoC/BXtO0Ky7DYEydTJKlmoqH4vjd0+fxDfVY6AbHS9DKZ25MiX75LUkFuTLI49i6+ZQZsXjQDC3ThrKj8tcy/lpDlQDf5CpUN5qeUA88iBiiuaSngLH42B7uxo9OCC8ZHwK5ZyT98f584W+XhF1usd93vtuSuS77Cgdur6dEXq0zUJFfsypiYOECnO0OauEBTJ90X0JWJ3WdefvwXVy9cIJRj3PtEQjeCuWXPDXPMIMkn9KfWuOgf11HiB4KZ0I0AqOoSuIuqt8LDLi3dG2dtCDkEfTmoHLB5aaRYMRK5PPu73OHihrszCu5iZ4OCuVWJuS9i8GLcxHDkhFYuc3nylODl0yGGACH1oDl3WD04enMOXY1hlH1RG5cdWngXbQtStJtlGqzm0l0x+7b0WTlcwWa+Y/Es9/xLLs7QpisXeuXkVJTRQk5WohR8gpHDCb/D2YW5LpeOxWUO7kHnfflZCoQpOylcxOrFtbNGYNToZIU0k0Sxxvcq+F7KbZenKOW42+3/4zqf4lSTZpo4gX2bJN2+z+KK5puPrXPFteEv3nLT7c/c+/jRU3p13RLG6eb1dvbmqHuOgzumObdQoxcZNo9l9ON8/5jYNYDG+SZDBS+ovD7EkxcXPJV96hFgy41AKDF3+WeLm2IgTUaBPXhW5KOAyz54+ci3tFZlcJdAnu9X7+WloQV7F6WiWicolfClR+ocXa6AP5QnXinGEBvYe+O4iFeSKeaigHO42ZMpafE41uydjnnbLV0ef6kKxiPNnBb3spxEslGp5ABWhGNFmikHeZ6IG04Vy1/L/LXMVxVZHIJMkQebosTmJefIlBi9+N3F+5FDli5kjZHOay/XqWvlelOLUoHVvNalqF1J0jzr2dd0I00vUqSppNtXnF9OObe8zI2heXNFJ5vT0J7Sra7GCMXCasDJuXFqVZ+Du12nTrunabZTmp2MdtfSiw1xOtymIo/JcwCW3I0SsF8N1KOuySioR78uhtmPAttlMnOQDyTKBnDn1YSDCsONwNbDAUGDEW/aDIJnTzntXanGPHJE8bl7a/T6PlQ1Wgo8MSpNNgaYrzTTryxTLtLfGyzDsi+epJqxuuZdr+/zlYe6PHbEx9Y8elmAJxjcaKok/YYZxQLcQ5AP3GmLCzqLG0w5Ns+k0+MFwDM5DDjd13a4khpGSWmw+o6OzRhKGgf6rHDjlCDNk0fl0oDiM0DRoO3qU3qRotnxWGtJ1jvQ7lrSNCMMLAdmNVvGJFXfQmDRY9UuWiv2b2/xztcvkpgxrPVpd3xWmh5zSz5ziwlSpGhNnjrNZ0AP46gSC4/KjAGzMTpcXRa6uiRPxEU3wAZg539nwN55VlWXwF08e7oovLJoPRyhrHVRMTcKdG/A1u5QuXPi+zFJnPGVh6u8dKYKnoeQCl8w2FyqHFwKOcriwyTH8PUgwEQMxw6XMpmmVIxkSnZhHGsu25nylts6PHuqQpT6ZNKjZxR+xob3UnjhbGBw9zwY6aA2evIGowSqkA1SYBXI4mY0Qz/aSEryJJciZuMKzFB/mxKpIQb7AsmsAHrZaizOmR3MVXHTeCXdnmK5qTi/aJhfSVhpGVo9QypgrROx5WDE5h0xq+sx+g/+y9dQUtPrrXHq/CS6knL71Qtcs0ewPamh1DiLqxrPE1Ssm05apHiH00Uv9n3Lo3c33gBlzT30wUtTTYvXJXvIdZC7rwdDb8qsPQLw4eTUAbBzoLsZf3bA1HrwPHzt5cGlVgmBH/PCacHXHqrS7flQ85BCjFiDanChL/b8R+l7+HrQ3JR70K9UPjuca6IG3T71esxbbo34/P19nj0RgPaJjKSf5Y6KAZWNJs1Ehit6EsINCdzYOpj/bq0YShfp2LxYVWTO5Eo6sBdAH2XlEmFJi7RixCkbSlJbIrWhlBkmhsp24Ojubmkm8k0VLKeXEl46ExObhCv39XjdFQopQoLoGZ5//CRZlqFnGotIKejqFH+n5uWzPv/sQz7XX95i80RGtxkRdchrpTdMpioh3G68hCXwivwPyuAfNAMgRpd3WWbv0tYaUryCRcigwKrIsumi4Eo6QBczwi8Cd354pfpnZw+m7si7dlKb8cUHKzzwQgVC1ybnF/JEjAaXA2fwFVa2ix8l9i61sRW7kReOSmbkCNCjvscdV3Z522u7vHg6JE09rFD0hMbLhiXGTo8PrcJhiHsxkw9/v5MLttDe1uRfC6QRToeX/X7r5ImSAmFKpRUSpBGjxGaGMUnx7M7R0EYtguHBrWeHAB+eJ/fDm6cNr2v0uOaKJlsn+tx8UPHAM5McOikQap3MRq4E4PHDbs/2pXWDlB2yFELR4IWXpnlJWKbrsG3SDoK4YmzXoHiq7Ofm65wtob28RMMouMtMP7QKRck9EUMWV6WMZjmbOWDuIbiLXR30RnArOwC0VwJ14Zw4x8Q9K5XgewnPnJJ88p464IP0EEK5lrjCGiyXF2z4TMWnH7Z0lLqYBjJlQ9FVuYQ2c617Jm/ZKtL31mre/8YeX3+4zxPH3SSBxCi6mcgLvvL3kuWsXeqsKa8hRUUjig1AB5UTmAs88/18SnamUjlo5ZDNhXC63UmRUbuykJtDj37j+2GEPEeAXaYF4VbmirRcuUMz2aghRI0kTanX2lx9wDBR13Qiz7XVXbPPNZFmmeH8Qp3j5zyu3GHcBxDOSw7ylq5C845eJDuY5j/YYGjQejla/F0s2cU/Ud4qY6jVxIj2Li99I6n6grVF3oA7AnLH3J4c1dwjrD14LhI7Qw2uVIrnpSRZyn2PVXj+WAU8D6QLLn1hS5Njy+7Qhpt35AKOyhNbejEonbViVKaUtjoxKndUMk0Ue1yxr88dNzkW72WOxSPh0zegs6GLIbPCLiwM5+FNtnEF3ph8kgXYDVjptLm0rtvK2NxEKMBdBnv5XJiSps4AOVzZR270gUQrtfOZiwEupavvzzJBP6qhdTXPqltMBsfPG7qxR+C7Nj0dZ67yLEsNgQd7t3ougMi3d8sMJd072kA7fFPFgHPjgk9TAL2wE91JLVitXPctyswth2w+DFxG609GalEGuzkME0pu8hMlBi+BWw3BPdDd+ay/EXmiXNXg0QuCj3ylTpR4UPVyecKgNU2Jcgq65JwMNBkbUT5CV2Wgl2XKYNeLgaOyUYtraoHkx97S5YsP1Dhy3t18mVF0M+WqDDMxmCeIsIgsZ/Jsw0pSQL0UcBZ77SjrAkwrnJ6W1q2oVgpEDkApBcLm12kAbidfRkyDAtRmKFlHMVTeda9w6oabW1H8e4MCO/dejHGTaN2qIogSg+eD77seVP2jP/iDmw4dPvpPHnrkUTZNSTZN9gl9WG97zC15dPsOpBszkbChljhzAUCaFVvI5VLF2sECOdgOo/CJczlyMYuPAntQhzIAtx0J7pQablkyeC4Cy5FtTIavR3S3HgW3VgmxTfnMPTWeOVpx7T5Co4TLXOq8BrvcXFyWKeV449s+NmjL4cB456JYYxywR0AuMUYT9z2uu6THe97Y4bf/xKdnNBhNIiRd46TKQCrk/viwRGnorFhLLlGGksVKsMq9ltY1wis7BH6hya10oBdGjDomdtQ6FBuOkVOQ/7uDUt28DTLLzNCtG2Q7h7GZEu5m7PYN8ysp611L6AtmxmFqPGHPJdf/k207LvlZferUifHl1dW3nl1Z52AjplpLEGR43jhKzRIGIgfOKMCLOz0tGo9TUTpc9ZkpLbsjdlkJ1GVwF3f/cGNS971hEZMdkSeyKAPIC4EG23GoYluOMnPbDcFkyRYsPSuV4OmEl+ckH/tmFTd/xbG3097D+hopGCkkK1hKloh7pJpwcOJG9XdeWjGSeCmaIIbtXdJZh5kiU7kWzzQ/eGeXz95X5dA5D2SMFZIo8+hS+ND5Oc5yYIuygzIknyLI3Bh8qtJNKMuHKILMPA1fgNwM0/mvVExX1t5l9s4MpGkxF9zNBi/I0mxg8IGiEM6yjohJVJc4FcwGCeN1QZK23jq/ODeuszQmTRPmFjRPH6lSC1xt9KZxj52bBZMNN5evsNrK2z271CnEqSSK3U7HxdtPM6e/Ns6ELiTKaD1KCSTFEidGgT4s8iEv1SXPYA6ZW20EuBrWsasc6CqXKEoZlC6ylSlKpk57q5RMpXzhwRqHjg61txDSJVQGHTS84gUsrt5Qh4vBBS1r8OHrYQPycI6J2JDwcZ3vpgB5nsKPE81l+yPe8doOxz8WEGcKhCYTmr4QeAOZUgS6haMy1OR2ICLFQC9ZK1ADcsqlSs7msgC9yANQ4RjbClegNdDdJTI0petcVm/FZx5uTuV2aI6ijCgxA4lc5FwKy9jteyrwPcXkmOKqS0I2TTl3rBYqTs5BNzakIkE/e7JKt93nwNY6eze73L6U0KgqJhowVssIA0OgncVWVI4NAe7a+ds9hbUy3wfT6aSNV3OY3RtagxuLrAaALoA+2DemkCx2GFhKBtOdisByIFOUGTwXAWWhtQdbnMhhgqcYnO95CScuKP7jZxr0pQM3Qpe65ksN0KKopNvgCm1E9CupEzu8+W3JCzcjKfuyBs/npiiJMorMaNLMI8hSfv7dHT59X5XjcxpkAlKTGI+eEKisOK9Ojw+LLDZ64XYgXIr3Iu3wvckymxcAtkXhVB4zWesAL5w2Luc2NuZGyhp8sM1g5naV6/QN3b4hShzwjR164zIvEfa0m9UuBZyTmma7gRJu7812J+aWGw1bNifoWiUlEBETe9tMjfn0I59uX6FkSpjv4Bv4GX7Benn3BsJ90GIXgaDlEyc+nf4G3yBfmosVejRFP8p+G6XJYM/L8usC5HLYYVIEmUMWNyUGN/kgm+wV/O4hsLVK8XRMKzb8/ucbnF8MQDl5IqQcWoMlzT14DRtAzpAp/wKsjzoXReNBuUezSOEP2XvQDCEVWarZNhPxM9/f5jc/4tNM3KhjK9zIOy1AZQWw8nV+sAoP5cgwKBiO9lAli0CW2Vy691hobSlx81atIyWbOzgmD07Nhmte2IZlGi+EUpoaVluWtY6bgZiZYR5WFu6VtIPpY70oYbWVopSgGwn6SUYl6HPZ5THjUYLeO5ty9LTlMw9aXv+aVd58PXR7NeLUdXIUwya9AgyD/W/cmABj4fyiT6s7Rjfy6EV2sGvaYB/5UtC4EdQbmxqGVWdDxh4yuN0AcDvK5GooUQY7rQ327ilJFJXl30vzkWQusNRBwqe+GPB7f9YgMp6TJ0LlwSUXNxW/Qlq+kCWi/M1XgXg5oTG0Csv6XAwYvZzdHKTwjRuaE+qUn3tvh5dP+/zRF5wWB0UmJH3jejdlVgT5pYaIDUxuc7irkg1MIVUKSWItyjqDwFqLFflNmWvyYcInDzkGLlMeixXSVNqBYymE65+VEidRSFhJLOeXFVl+d2jp5koq6cZz+JLBfHclbb4tYcpdN7a57aABoTk9H6BrNcnWGclYUOGPvijZNnOet9/SpNfzsdbSiy1K5jo1B8aJOcnJeVcYY4Tkk/d4dNuwqZZQC13iqCiEKjsgF9UobAC4yLODA5CXgstXBXgB8mKcgTJDFpdDzV22Awe6e/Dsspara/Dpb1ZZiwpwu7qTwXg4MbQnXy2584p4FqOgHsiTciLDujq/Qfe7KVrKpAu0jBmtE5dOqhjjykbH/Ix339Xlsw9WWWkrJ1WMIkHTHSTXctnAMAF0kVwpOSXD4LJoULCDlUYVoB5IFbfSSOHYvHhdPAuR241SYAVI8qAU93d1Pphp26zk9hvbNPvrfO4+z0keJTh5wePYeR+pFEIqlJLoWJBGEmEFrcjw9tuW+ZnvtTz89AzttqYxZtEvnZSsrgIiZqwe88KphD3b+kihaXYUX3owoB8LpNQI6SG15LHDAU8draC0R6gVNvHY1gC9Ncs/jEaOzBSEcqLmIhlS+r4a1A6X0r6iPC7YloLOIcB1MYWpkCbSlCRKVspeZhvA7tjbq6Z88d6Qx56vYArtnQeXw8Kq0XqTYR/iK9thfzGJ5xLBliTKYFvzYVZvaB3mQaeVqNJsvzTz0Cbl5itj3n5jlz/+kg8qBiGxQhAbTS/3oiX2VWTT6ApSeOVDJ8Uxt5XDn5NiaCsOAF1cO8uA1a0oyRgKyzJfUfK+Xa2hGlpmxi2XbA2YnQh407U9Aj/C91KeOSZ54rB2qlE6O7KXKL70rZBuRyJkwnX72qx1xrAy4ZLtGROTFj09btDWcONlGe/f2eFbLwh+/t9sQciQfiY5ctInzWS+7CqEdMMrQ8/tyFVXlumGYbLuOngKr3QgTTYkadQG4A6AXd7UVWwE+MWgloMAc6i9B8GlHJUkxcZNMpdYqliNpHNPAi/h+BnJR75YZ77tu4oy6Qa96xzcegOQZRnAGwLMEQB9GwE+kugpMftIM3Ip2LQjXfeOxWUmUdI1AWyqZfz42zs8+HzA8QUJIgEUBkkk3F47w5qZjSxeKOFRJld52rl4rzL/nkvhF86KsyQdoJ1sMQVbF4Gnzb/G/TlIdx7zsuvi3MapZG6pSj9WjNcjrI0xWcK1+1JuvjRFyoxin6Y0S3jT1RlJZvC9Pl98LOQ3/2SMHeOSW+p5Z9LTxyStpkc9CxkLuzx9fILnjs8yWVF4GnZN2REmksIVMnmq2OPGUvEFtdDN2NbldHsO4MHmoqXddMvy4yLdLewrPw/A/QoSZSBPLtbbA7kis4Hu1rkt6PsJUWb4zx9v8MBTFUclUoNwo5q9gfYeWpTD5X4Dc5fAPsxoDnF+kVU4ksEsldCWHJXCCx/WqMh83vfQLswyQyo1KtXccX3Mz76/xa/+Z58ola4R1UhS4dFDjFRwDtP2I9Uegwlkw8OWymdz2ZJXC7qvLTa/wa3FgTsPOgsZU6xERZBKPrul3EGUZtCPJe2em2YSxYrAD/B1OrB2ZanpWAjLzJgbzjRe73JyIeML3/KoznhctSdjdjZGa62ZHAPZ6/CHX/E4dLzGNTsEjTBDCVuK4oenoMgievmEqGJ3ssBzs0eULjrayeeoFI0I5eaAEng36m4xZPMBqOQrsXgZ2PYVwD3U3mpQZzL8WskUz0+55wmPzz5QJYo9qGgQLrjUgmHXjtwoT0ZT0UNwixFAF21jr0Tfw3TL0IceBbdLn4+wtx1uXCWNQlmTD+pxHfiVasq77+hx9wM9vv6EApUAEoQkRdMruT4MGPxikJeLQBywC6tQDEA+cFMG2Wdbkio5a28IQgvJM1gzhEEKSZoKEiWIYpBCYaxj88AzeFoPSKx4v+UGbSEt9UqDq3et85NvX+ehZxustgyTkxl605jh7AXL3d/ySVKPq7cpxuuuaTfLLHHiunjSbJgyHZjtSqA9J1mKnRHcxNYNDb+DYqiNDD5sYRqVJ6/UwzcEdbEvfZm5h5vBDu3MYu9Mx9zZgLl1Dm7fS1jvWL74YJUjF0InTYQriR2wd8nzLmvwkcaGwVGuufkL9AlD8BQe22hZ6MaAc3RIZxF0ZkYihSLLMqTUJJHmwOaEt9/e4bFDPs04T78ap74ToegP3mPZUdkgT+SQyZ1MKd5mXpcihsHlAMCDylAQtnSurOs0Kte9u3+4mKWYVxjmcshlNhVJIulrg9Yqx80wKZVmgjiW9JM8EaYsk/Uql2zus+m2PoFvWV5XaC3ctnp7NwVMjgfUQoHnOUbq9CwrzYxuz+1qZvPZMYNMo3Kz4nS+FYjnyQHAfe1We51vHzKSicyZWWxk7BJzyzJzD743HDiklJuoWm5xKoN742s9AvQ0n+eS8V++VOH3PlPHikKaFNYgJWtwmJp/VXmSR5Kjz6+CcTv6PJK2L/T3oGhtQytbueve5s6KdMGmMoYk85DK8HPv6nJszuP3PqtJ0hzk+djkSEg3d5Ai6LyYydXgzZc0uigCRZuDPZctoux/F8Glc0tM3uVjBitAKWEEbnREUcoh5GD1yowgTuyALAscFGUNSSpo9yTLTUO35yxrX2tqlQahH7C/UsELfHQ/yWjUU+66qcf0ROq26BaG5XXF+cUKvUhjjMUvt6iRNwLLfIqUlvkOCjIfy+ACTleqWipjlfaVmfuVuq8lCGGGN4LYqMGH+3AOZliPgDsrSZHM1QarQoMneH7CsXnJZ++r0el4UHEJErcfZJ6Wl6XtrDcM/yy7I6MeeIHpkm34Khi3G74Y1b3l3RBEPhwoZ3C5AegFyDOJlG6mYb2W8q7Xd/nKtyocu5AzS+6jZELQG4kKyuDOnZ3B+xsyryo5IQV4Ze6mDCoKRZGetwP5NpAuOdCLziCXxSycm7zuJJNua5WUwWzJYiZiuYrVGEE3siyu9ZhbTlhuyrxGRRIGhpltKTPTGXrTVECvo2kuR6z32/i6T5JaPn5vlVZLsH0qJPTdbPCRi5h32LhKvuH0KK2GrF0G+HC08HBQ40Y5IkrsKErsXbwekSjFEPaBk7IB3DLLA0sz1N85i2udEiWGux+t8c2n82rBEnvLgr1lObAszfUosfZwE9ZhcLkxwPyLJErB3gOgl4+SDjcld8WW5IrT45JMKFRmMEKRRpq7ro256+YeZ7/sERmZ06wEAymaSOTVgBaEuRjkxR2oxNADl9Kxux142zlz5xnLkVVNuhWikClFSa2RDuiZKdrkTD7KOU/ZGzfwXqWlvUDlKIlICRN1y9WXtGhF63zimxV6iQblE0qfNPPpxiH62it3rR8/3vvK08833vn4PbDe0UgMWQpTdQfi0HdTWUeqwURR1VXo8SG4izEN5aq+IkB8palHwx694vXoxNKyDi+2zdiovVUJzFKaDcFkzuLKdepIP+X+J3z+1YfGyIwGXw21t5BuWuwGa7B8A15kE1I6L2wA938L0Deyd1GbQmnEsLSMeOHGzeweyW7mUkUaNyzI9zN++SdaHDmnuf9xifFFzuIOfYlRIyUFG5ncSsA4OaLypaoMdFnIkdL5MWIYWItyyawpS9BhPJblc2C0Gc4p15ktTUpwCcNBd1j+73na7W1qzAQ7p0P+7nucfl5pG547rhC6/hVd2bGuP//5Ty8g5K9tm6m+83sqPZodyVpLk6aCIBBUA0UYOCALhmxTrh8ZNPqOjGkoBYEl9havABYHCpu/+TKTb5ynMZQmF8sUk0uRoSUoS7pbynRgDZ5dlvzu5+qcOh9AtQC3swalZGANylep+37VpE7B3pS+R5Eif2X2vshNuSjgHG26tblEGWwDYouS0o0g16SJYc/WmJ97Z4cTJ31OrxXR8TDojF1LRKnqcaOr4ioSCw2uEINgc2ABDoCdJ3FKQ1VFGfDF+ZOWTAxzI1nmJmdlOSmmKp+aK4smm/zmKvVCaiWIYkG7G1AJApLMst5OWGsneF7AsSPP/trLh55Z0Lu2LiKEJMv6vHy6j/Ym2Lt9nDhR+SB4SpOFXFODm2w1TNQMutgHyZYhcw9S6CW5MVwFbAkQw+RQMWulPMxxI3tv3FbDATkvBlNlOzAvhZWu1jvzMz7y+Qafu6eGDcvg1lDS3oNBk+JVwM0GcA/+9wqPDfgeSJISjAo3Zbh3T+l1qaXNDHYos6NgNxIj8uymUEhjXEa5l/HuN/R46YTHB/9AEwcpg+23hcAaXQJ5AfQNWjyXKEWTgRLOZZG4QNiS3zc4oA8WrsENbgeyrZAXwwZyd67TvNVO5dskpnI4waywXt2GC866BgYbHHhaEqUwNt7Dyg5nljJ8P8Bai376cAMhBHESst7M2DzpsXNTipSJCyzyWRVZJuj1Fd1IkqRiAMZhH2RRe82gVLXsVQ8Aix1ZzotTOQRCcTIsI65KweKqDGp7EbjLluBQmjigS5XxzccDPvTlOv1MD23BHNxKknfsjM4YKbekDYAgS6xXZu8NP/cXa5WhHCkYaqTL3ubFa3JD4ZUsjXoTAjlgb7f1ojEKIwyZ0QSe4Sfe1uHhZ32+/nQNK/KAM6dUYwWRdW1omKIJosTkA7TmlYcin4+VJ/MszhYsy4hXur4FKRTndJgTcU5JqtzGWkVgqQf1TO68JKmlF7n9oNLM5jNy8qVFKMIgZPukZvtMBe25Wio9UffJjKAyLrj9qh6JWeO5E3DdfsXMmB4EZ/1Yc2G5TrRcwaihqzDsVB9t8FWqLCdykJSYesBag9clb7bE6g7gw31gypsgDcC9QYOP+N9FtaBO6EaCX/vDMU6cD7CeAqFGspa+GG5ZWN7l7WIdPloiOwrhi77xbUFuN7wuF1+NMHk56CxS5RvGvY2yuHSlFUYj44y921L+t59q8vA/Cmj3ZWF1DHjboBzIlZNIBdidFneVYFYKlLGQd+4UtqFhmOwaaWZg+Fk2rmbF+XR2s0Xl4+e0Em77FOWki1bFKDjXvbPWsZxZF3Rjke9LCtOTCa85sMxzx0J6/SrX7hdMjQmSzKJvvEoT+pqTF2I+/2jE4nJIlkqu2RsxPbHK2eWIM8uSD31xih1Tkmt2S3xtkcVekiNj0GypRNUOUqtFoDi4nwfloeXRAGJwIspAH/x96TY+Gs6mLsBtNoC79LrQ3johzeA/fKrO04fDoeddHELm+3GWGxq+vef9SgVVwyE2r+aDj6xXIxp84+vRowTk0jH8Otfi5YlY///23jtOsqw87/+ec2Plqs4905PjzubMJlhYgkCwIAmUkWVkywLJCpYlgWXJkmwFJFvCMpIs2wQJAcIghFhWu7DLwi6bcw6zM7PTM7OTOodKN5zz++PcVD2zyyKBFuTf+Xxqpru6uupW9XPf+57nfd7nlany0CIWNlJpztsV8p7vXeYD/7dBEEsgyi87WhBj0UtktZJcDqgRIDWWQXKWrqTKQZkG+gKy13boF0/eHOCJW0KcN43ng3wFyjbvybU1liOpuBZvOXuFycl5PnKjxeHZEodO1hgZtrloV4lzt2kOzSxxdLHB0XYLKSLs2uQPUq1WmF58gu7SjWyf8Nk8GdGqrfKZ2xX/42/GkbLEsCcZ8y2W2zBUNwfiOWZAajqVzLbjrGs93fjlIy3Sdy7ywkVWsEg2V1kkN48tnhw5d55G8HggB5drorbMdN4Rth9zy70eH/lsleWuY9rixQtpTnLeO+8FPTVqn6IBP+0+8jR5+Zrce+19mdssFHLwHChZ1FamXUypZPS5SPNwjRIWKtbma62MXiVS1HzFT3xfhwef9Lj5HgvKaQhO3okUxEh6qpCLyzySG67PbHQRCT0oc9JhLbizpnQtiIsnbPJZpoEjHcWS7uMcC2LbMCyuYyK4K6BatvDdBpN1ye+9axnbmeWPPtvh7kdHufHOGpvGLerlPj/85svZtPVMet02drNhUy47jI3AxWeuMjWxwqGZmN/6uOSpgxPUHJfxumasKRluWMlIPjPHxnMVvhvjOVE2LNWx0wJLymTkg4hy/jYfeBoXdM4ZQ0ORZSnk3wO5d+H7LFqrDNiWjJAyQtoRz0zb/Nlnauyfd8x1UBhgm9ua6C2K0fv04M461IvsSXLpyfcTL7zhXIttfZo7igxKOl4k9TIc6L5XglgKRLrxlGoweAiLWJgR3DJUbG3FvPvtq0yfsNl3VKDtPE0xIHeIlaSXHawBcZJ0J7rY9FAFMqER02fIwK3McLJIG2Ii1BAmGvd0ir0Bt/ns3WSCs2MZ1taMgU+qqgIiWxNFmtlFm2cP1xkf8hhpVvjZa5e55vwTXHdHnXuesWmVA3afF7MutukFFna93MevuVhWj8enO9z5tMsj+6pEgcfWIU2rCrWyTbPu0Kpb1MqKsq8oezFlL8L3Ijw3Sua3RwnAU4cohWsb4AlM21UQWgSh6QqXkTYzybNLdtoJpLM05dTInaYnSeTOuPB8gymlSU1cL+LEsuC3P1Tj775aRju2aUMTea+lECJpJi6C+zSmmmv574GoPdjscEo0X7PjXEsPZlEvS91SzUUR6Env45p0RerECjnbeJqxfkqYgokQEiFsVKyJ0DhS8bZXdVnuS37ljyxOLgnwRKEOL9A4RFrQT6qPAhKlVBLZCyBPY33a0JyX2iFS0I8FnVjQUcZtIQrzaalSCKxkUK8rJb6l8S1NyTJj4r2kV9PgQOHYEXNLAq0tuv0SC8surVqFraNd3v3mLo8fDHj+ZI9YhyytQr+nsC1LgLBP+K68qVre/LpjJ2Iu3masIgA8V1L2LWoVQb2iqFdiauWQSimi7AcG4E6YjLc2t5IX4vkhUaSYWTCGQOaPLhlqCMoll5W2D5D9kVKDl+Ikrmws3UAOrgYjdxHshRTFsSMCFNffVeGW+8sm77asLOfOmJN0YynN5nKwSnk6OvA0973QvvKFiJMXDeFrToJiNFc6U/Kd0pycVCWNus78L6VEacsIs6REaKM49GzNay/q8d2Xdfj4Fy2CKPkQCqmK1jahSoxStfEeTOlbUrVhsqzTvAUFRNqAezmCoBPgyB7rm2lm4AAAUDlJREFUG30zRBYIlMXxBYcwdOh4NrZn4VmSsi0oR5pKrInj1ERKAzFKGzal3bNY8G2OzVnIaQ9bNqiVA4YbLmHs3uR6zokgkNhu9Vwee+Avp23b/eDrLht53Xlb9uE6DifmfeaXXWxLUy5pKn5MpRRRLUWU/ZCyH+J7Ab4bUPICquU+jt1HiJCnj8Azz0tml2y+dq/PStdUQV1bc8WFPd54SZdNI0bvEoT2AJuS4SLbbedpSpqPm+KLwhJqTc6d/G+HREJx3W0lfv8jNZ6fc5JqpVPIvc0x5VYQBWqQIkV4KqDT9GMt/VWkP7P38mKIX5t7n7KxTHGkC9FdMNCcrBNhE0kRSEiESvJvZWoHSpjiT5rkhH3F1FDEr7xrmeWe5PO3Vwjj5AMo5ORaWoQqcaWSGGvktEahReYynqYoaynBWAt6CoJOn13j87z+0mWuuqCHb5sgttyV3Hqfx8KixZPPl3jycJkIj4708HyLaiyoRZog1oSxJog0/TCm21esdiQlz8K2BPOriqOLGhVGXHTeZqrd8IO33/GV6Z9+1w+aGT33PKlxXThwSHNgOmJdQzNUcWnWFPVKRMWPKPkxJS/C90J8N6TkBZT9HvVajygKOHgi5pkjFjfeW+XZIyX2Tpfoa4elZZdYJdo0ofnSYwF3PLrIL//QMptG4sIUA5Fc6jOJz0AOns5FF0khpxjJpTW4sXScmINzko98rsLeAx5UcjowpwYHo3cuiR0s5gzQg5we8KeqCQfTlPxkSHZYp2J8zX2DY8+VTooqa2hCvSaKx8Jw2bIorZUSoawkbbEQ2nDjUV+za0vEj791lfsfd5melTmZn9Ij2tCHYXISSQx9KBIbCSHyC5CguE8x91gC4khx9pZFfu2H53nVeZpK2c1SPqUVrzk7QOmYZw61eeaI5KZ7SzxzuMzeY1Xm2iVWyzarkaQWaqqupt3XlLqakhtT9hW1kskKNm/qU3OX2L5lkcl1K4RhH0iGUJ2561wqlRLttuS++59HBjZDFWNHMDHcoVLq4zkGOI5jRlm7Tp/ZpYC/vNFm/3GXr9xTZaZdYnrWTCCzpI1jCao1EzztpNIVRR43319i07jNu9+s6AUu/dCY4hWlsTqjCgc3mlbKiYs8LckpQ9NfubAq+OOP17jt4cTyON1UyhzcaUneEcWKZUG1uAa8L2RBJgohWpzyxYtnJmu/N2BVpwquCnl4HsV1YdMuEEImbWNJFBd5FDefo2Wkq8JE8lgo6ChedV6ff/sjK/yXD0sWu2SUYTFdibTMbJJlYh2hEq5cCp1RhKJAr2pLA4rhcsT3vyriledU6fV8lldEFqxsy1iS+E7MxbtCLj8z4PUXtpnrrPDlexd57pjP5+5uMLdYZsl2sW0LxzLCz7KjqHsw0dQ0apL1dZ+humTj1BlMbDiHKOjmAD9rxzqqzdGbDzx5y/vfcEn5V1rVHjs2LrDYbnNkoY/XDpEiRGgDqrIf8dB+m099pcUTz1bpKZ9O5GHbplnCtcC3NK40Dq9md6wzQZbSkuXFcR59VtOopFXQnDsXOh6IgmZKlzKgTm5ZxBYxljCMiWVF9CT8+ecqfOizVVbjZHagKFYsLYQw3n2ZYlCcWtTJdBMwEJUHjovi9yJJq8RLBvpgmX4weg8Cn0LtoADsItCS74VO8+9cUisSoMdCJu/feEcSa6pOyL/+vlVOLkj+x8cbdJPpZXkUl6AhQhJozPQ1nbafJQeY9gekn6dlGKmaD1srNkP+OHsPGc8Au9hGmP7dbWNLYtsRjXLESDNgx7UBkVri+1+9wme+WuKBfSUc3zGbZg0Sieva9PoOtz5e4vkZi02TNWb6q+9/z2V7bn5uejYHeK01xuc++RudWFsHz9m5wjOHZvnk12zuf8rhxHwFhGS1G6GCDqCQlkNX+ayEHo608RzBeNm0d7mWMlPWEj7TyYh7Uxn3XEHVFzR8l2OzkliZvN5zYxxi0+IkC1FRQFFsldKDIhVUWXm1Ejvmqf0uf31zhZWwWIq38gguZCaHHRxBsqYcL/LXHry/4Fw1QBFSECq99DVQzS2gfqDzBdYwKkW7ZZP9pj+jkJ5IIbOGAyFMqiKTVCW9OoahpuqF/OA1HW662+eRZ0WiJ0lPYQN4JaWh+hLLCAuTg+d8T0L7JUpSz4GKDyNNm6UVh/1HNLVyhO+aHsp0knTqPJaCvpOA3XNDHCfkwh0h524NCHUHYccILel3yyy3q0jZ49iC4p4nHZ45KHny6Ebs8vzBX/zV3+v84e+8Lwc4wJkXvhXPK/HgA7fwhdvv4eCJKqM1i/M2SBwbnjze5/FDNspycLAoW4KJShKpbWVG6iVnrpNOWLDS4asiGZstKHmSatmiXLJQCvqBxLVlwpuL7A+eRe4CBy4K0dsqsCZSRlhuzOMHHN7ze00e31coxWc5dxq9T91Yri3HF4s7xVz8lDz8dJH6NJvQlwT0tRE7/ZrCZlOn82rInKZS8b8QeRSXheqmSCK4UBqBEWIZAbiFUhqBIg40Z20L+dNfWeRf/26Lx/clEUBL0HHyv0Bpi0CDo42fYCq+KgajjNtO+nWlgHYX5pYswlBQ8mM8x8JzVDb461TH39z117VjXDdh6AiwnZCDh+s8e3ASx5EM1QPeeGGHzSMhgbODyy69il6/xykAj0QL1y4zs1ql5Pq8YqfHxIjFuhHFutEe+07M8bt/UyPslRkuKUq2MuS8RVZiLU5Ys5ORfmY2Zd636XuScsnGd81cxdwbOolMBaVOFkHXaFHEGnDbTkRbw//8uwqPPO0Tp3SgtAait8CkJsVO+bXTiYvdOqfk2wVw51G7APYsnOvC12vPgNOBW2QS2YHIrtcIsLLv0waE9DPLlYYyoQxFlpuLHORaI7Q036OJMekKCuxIc97ugJ+6dpX3/neb1UiAEw3oVbSQRFoQaoG9RtKbGXuK3DFBYHjsXqBZ7ZrPIYwtfFcTODIBd8HDvSDSy4BuG/7bdSJqpT5BvMLHb4b9B2HdsGTdSJnJkRK2tcCuMyVbNjTo9Z3sc8wA7tgOnuvud+zagYv3VLfuWN+hVY/oRyHaWuWu2zwc5TNZj6m4xjIim4VppX4nIitv2zLtqjeSRjfp1/Q9i7In8dxESCPWAkAXQJP0XYo0ep9ajneciK6Cj3y+ymduqdCXRfnroN5EyiQ1yaK3HqAG1xZzZFH4xWB6Usy7U6Tnxz2YYr2UsF3Mx3Ui2Ttlhg+sSU+KxZ8C4LMcXRoba1J9jEz4bCtrSIgT1ipG44qQt7+6w9OHbD7ydzXaoUh6OaMsH1fazqN4IrvQA7uGwZM0ijVBGNPrGYVLrARRpAkcjWuLBOBWpkZN+3WLbgmObdKaXt+lVhFcdEbIIweWePaEy1OHbaq+xUVnNLno0uYB2y3vt2N1KsC3b1nPV7/26Zu2bXI+URLyP650TrJ4UnDDvSVWu1X2TVfZ2hRUPGU0uNZgO1FuxZbfbzYcEscxml3XkfiuxPfATebEW5YeYC+KlGCac4u0emnl2m8pIxw7ZDXQfPSGCr/zoTozS67JiTJQO1lBJ09N0ibiNXpvObjBPF3zwilyWHH6qP5Sqz2aF14D7rNrvy8AmsKmMwW8idgxQhiQozHROy3WIBMqz6Qq5j6bMNaMD4X86ruWQQs+en3VRHKBSVNUjEYSCUmoBY7W+fhvWZjSoFPPb50A3PzNTBHU9FyGEQSOwEkdF1I8FVoYMw/4bOS6y0rH44KtHSrf22el1+Xm+2yW2yArG2hH+hO33nHDTddc/YOnAhxg67qQoaa44bqbS2954NGxc1Gaft+h4lucvznRdSdnvxlIZYCRRqq0c6M4kdi2TLubieICzwXP1XhO7jmeNkUU9d85yNOCTkoJ5nZrlhdz3VdK/O6H6pxYdHJHKpkWdKyMNXFk2iWf6L0p5NykG9nC1iqVC6wBdQbZNbhNgX7qvS++9Clfp/uQwvbtFKDrAbDnPPmaSK7I0hWtpPHwVmn0zjJ8Ym3qFFpogj5MNAzI51ckn7gh5cfzVjelBIEQuDoVUumM0TEbXMPaRCqRrIbmSiyS41fJtGwnJtF+kwS6tRRsKqfNnc8EmkNWhVY1YnSkz49eE4GAQNqP7J8p3yB1b+DzHQD4xm0/zM+897/cCd4D2yar50oV06hKKiWB60K7o1lcVQlnLfJOZz34h8g4UWkMgGzbNCQbFsUY6rsZwAt0UaoOFMXyu9GbWAW2RMoIx4/Yf9Tmr26ocnzWNYY9MlcIZloTmVOCuRw2b3jOPE5YE60LwXgg5y5ShWui/eDviBdPTwqo1qf5OiNQMnow+TrjwnO1IWnXfWpCj2lhE1oZy4YkRTHGgUm4zf5YyZeJAioGgkAzMRzxI29c5e5HHQ4ck5B2AiljzRwqi74w4xRjKYw4SpkxnFHiUmXFZnCwJYzBjxBplDfFvSgWWZqbNrUXT2SygJl04QNLK4p2V+M5NpWSQ60M5ZJmaFg+UNV33fn2H/nPLwxwgB/8rhqWFNx2Vwdf9tg8GTLS6nBkVvPo3hquY+O5Etc2URwSSWRs3mDGgmS2ErmNhOOYyO06RmrrJlJbJ9tgpK1mpzPvSSzXrBDPjThwzObX/6zBVx8qg+8UUhKHXAZrwO0JsslodmqgX+yz5CX0WRY58dNF77VB+xukUAYaHQoU4amdPjkMBi2XU8qQhA/PHbLQZo4OSWvawOGtZYSSFfXg6vMCfuvdS/zanwmeO0EeyYVECUFfJbbSsdm028rMaLKkidxWNKilB5XpSmKlsWNZSE3MQeh0Vo9Ki1QgrYSkcAWW7HHwZI9DMx7jdcnUCGzaUGZeTHG6pO8UgI9MvQnLsoOR/Z9kc+s5pk/GXPeAy9KSgwpidm2wGaoJyr7Z8SoN/dA0gIaRAXtKIuRz401vZxq1jbQ2HaGtM985+zTgTs3qjd1DiONETM8K/tOf1/nMl6sE0jFUjUhSk8wVNgd3NldH5AWJzM5g7Y00T10T1YsbR/KCzgBXcjoxyje4dOH31/Li2WPWNiUzmIcX1YYiu98MtVJJJ485eqtwgpnx3TnCTSB6+zU9Yr3Er/2p5NBs0kIjUis4SU8KHA22AkuZcd1WMpA2HPByLKRYygyYMp07+fQ+SGS2kaIfKoLQzHmypcD3Ja26wxmbYfvmLrOrS9z7pMNDh8pccPEo3/u2a4I4injvz3wdgEdiArtU/eUtm7ed8anrjr7qqf19gr7L1IjN5gmH8SHB2FBAvWxMgsLIYn7FYXHFoieMTBLI7N2sBNyObWb/pM0ReQSPMx25oYTyAVG5eU8yedgOOTIH7/2TBp+9pZaA201y7hTceaXSK/RYDjYzrK1UrtGanGYjOSCDLYbBF4jYp8V4Cly9BrCnRTkUmZT07rWgNs9XSFnWlPFzRgUg9Tk23igvxH6YUApogeME/MBru9gS3vfBFofm8g9II+grG9s8s2kkzlI/MbCPSYtR6RVKKY2yk9HjUhYArumHiqXVmMVVTRCbynitFBNF4LsemydHuGjrKmes73NsUTAysfPW0dbWX4a5U97JKQA/a1uNz19/y4pmdO/USO3K0fKqdWK2yoYJh6kxxdRYh1a9Q7XcZXZJ0Vn2QTTRWJlTlUjAJNNKpk3W2uYmzRKm3c2MRnGSTqB0Xk5atk1H+hmAB5xc1Pzqn9X57JdrBLYDlptvKlPbh0Tf7UoGBrZaYo1icC2g13y9FqWnXNJFIZKLYkTPY/3prg6n04DnIC1MeDjdSVCgD1PRVrGWmKczRfvl5LHKoDBtjCDxPCm+w3yQiMjToRBsHfB913SJlOBXPig5vphtxYljSRcjXLPiwgx6ipZwunDcqdzXjAq3tUBJRTrPJ+P/gdgNWFiFxVmLum8xuxKx0lEsrdgsLDc5ttimVa/GF5zf2PvoQzetnHvB678+wMHkbUurK+9Z6FcvbrnV8646T7F+bJVyqYO02xw4GTF9UnDTvSWeP+lx1R6LzWMisZhIKJ4sNclvaWriOgovidxZ2dYxoC6C27ENwF27D27E/7m+ymduSsHtgHSTm52IjcBPrqIpW2IX6cDkYy62S4mMRTl1M5kxI8nuXbzIrnFQPfKPyFFe4LkHmyFOTUvyPH6wSz/3D8yrnmm4TO9LUxqpzODX1Co5OyVjjR3AO17bYe9Bm/d/VBKlTIKQhMKhk3z+ZianTk51nT3HwNWFfKKx1pjXtBJTT0tQKVns2QpXXnCSo3M9brzf5eAJj0PHfJaOukzPKJ47YbF50mHjpP9Yv7/ynlKpftrP7rQAf9ubX80Dd30y3jO1Ue995hCKBabnAo7Mwp1PeMwsNFlc9JloCvZMgGdJYmU45lPA7egkSutC/2YB2HaM60Smn9M2eXY+kDXAsUMsJ+KLd/t86uY6fctNIreZ0W6YEtNT6Umjh7FE3rwwIKBCD2wsU4Oa9E+ZAZninYNVyhdkT9b8/w9G8how5+6zebQ+tUmicG1IASvSE4FCx0/+6FSEZVINlfxOohjXKu8cInl9BI4M+IFr2tz/tMOX7hHJ3eZnAQ7tgX1J8vpCFwRkuqCdKRxz+jzSNA5ZliCIHPYeXM/EcI+ffnOb+ZUuJ5bb3PGEy+FZl27gcXC2xqbumXruGeKf+penRu8XBDjAxm1X0u/3PvXAo8/uvP3JTuXLD9Ro+j4ly2a8IThzFzSqFvWKRa0i8dzBqQ1WYiPhpjdH4bpxBm7XziO3Yyc5dhK1HdsA23UDHDfk+rt8fvmDLZ6aLoHngvSSyG1hJXYPviz2Veo1ykCdyYayjaV8gfT5BSjCQirJ2ofngisjrTsd0/JSsD2A24HNZRG8WXo88Dv6lATIPFYkJ4siYQjTDZ8QmaQ2lb1KKZAYytFKowPCTD1OTv09m/v84c8u8UsfhL+/s2YOxDGv3MfJTioFOS8+sDcopCuIQvXYfB3GoLoRx2YkK22bY7NVGtUKo62Q9a0uP/rqLrXaEjfeX6Ld3tB+w2su+pTv+y/4ub4gwEfHNui77/ibP968dft7brrvaOWsdVUmm9Lwjr6kXpU0q9CoKlq1Pp2eZHbJQal8g+kknimmQTnGc0y0dgc2lmkqYgBu22bSsOMEuG7I5+/0+A9/2uKpQ2XwPANuy0FIM7vST6K2I9Lu7EGGJM21B0rpWcpx6s/Wgu50X5+unVis+e6l4rsoh81AfMpj8vx14EGnnBWD3xb5ZEipbpEMdki8wZPKsRI6mVYs0DKxZiaN6IXTXcOuDX3e/9NLSAFfuKNmfmSnILdNtTKtZurBCqdJUdKSVl751sleIY41J5YV3b6iVYuolyWNqsWxWZdyyaVRrjE+XKdqt5nYtm3u0Sce/ePvfcv3vGBR+AUBDhB6ZxP3V5hoPs0bL1jGdQUzi2VqZcVYK2BiuEOrtsx9z1rMzDfp9RxcJ5/qYFt55PbcCM9JO/BNxM7SknTKsB2anNs1qrHrEnA/cTABt2Uit7AsXCkoSW2YEqkHunKKoik4NW3Iu4ZeeJ3CnhT48OLvDkT5Nd3G30ggH3icLoIzR2zK4umMztMv4TnTyJ6rEvOUS2d6mky1mWxCLSsmHSOuknpHNpa9D3s29fmddy+hgevvrJmXcEDjEWiHWJtyflkZW7ZYpdE833IKoZP+AHOcti3NlBA/4ORyh7ue8RmquKxrxow0JNWy5OQyuJbDay8Z5XVX7qBSrb3oZ/CiAK/UNvQr7pM/9eZrmp/+3M1zlXVNmw1jMdvWr+D5S/z9vTHPzzk8e8hnqCTYvi5mtGmDlxjSJ7Sg70T4rrl5juGy7SQtsQum9HYyJ952Qm64x+O9f9LiyekyuAm4LRcpbTwJZanxUt15KtBZw5AMoGZNlTD9P0071nSSodfsFU8Bq1gD6NNQ4C8Kv9OwJHpNkM5AtSZF+XrPXYR/Og9zbSTPTASB3Cwzl0woLVAyTtITIIvk+ZPv2dTn/e9ZQmm44a6ayYcsBTom1g4dbdGXAl9JykpTVtr4oyRHJkXqgWIOzbElw02LHRstmo0+Tx9uc3RecMNdTebbLtsmbLasV4w2Vji4fHb72KL1U7tHJ/v/YIBvGjmpmo1N9z3Ka5aPnjxcWd+0OHPrPIfmlvmzT5Q5crxMs2QxUpU0fCNHTU1gbEvj2iZy+15EyQtMt70b4Dohlm3cXk3rWWRamOwQYcXceK/HL/2PFk9NFyK35SGlRcmCkjTWAo6VKAOTCuWAjrsA1Myrg0FQpcBeC/wXWwPceHbnmibk5EFiDfgHwLwG6KeAfc3x5GnMi0fvwcLTaV67wJqYk0oMPD41ODUAF4bKUzntOPCqPdi9qc9//ZkltIab7qkYLxMZgwzRwiYSFm1p05MWXVtSS2Z+ohMywNK4cX5l0RqWV318d4wLtna5+pwVrjhzhv/5+SqPHqqzbsxl5waPPRe/crlU33rfoaMrihdZLwpwy51EWs7sSnv/23/4rWd9NVi+w7np4ZivPDBE0HE5d4PFaNNsMpVKBO4yHepp8u6SF1H2+1RKfSqlHp7bw5JB8iEonMQ1FszZ/5UHPf7df2/xzKFkQ5kwJlYC7rI03hluyrEX5scPloXNyvI/NRgh0/+LTG2Bsn1hCJ2moCNO88MsPfg6Ocop+bY+3Z0v/PvFQoq5Q5MXrtYwQumGs2CeX6TC082elDozFLJVcZNZlAokV4eeZteGPn/0c4v8zH+Drz6giVUMIsQSAjehErW0aYceXdslUBKFMs0RtsaLjdRDaU0/hONzkqOzPvWKy1irwuRIl3e/pcstDy3z9CGX8y+4JLRk+PZ1o61ZKL/o5/uiAG/WXMLwaa56xfrnnx1pH/jLj+/ddeJEl5GSzdikw8ZJyfqxiOMLXR7eazM17CWVS+N4VfIiKn5ArdKlWmrTDnocmIm55T6XILJRMbzirD4XnhnRqGi+cr/Pz/9hk72HfNPzJA1jIi2bkgUVqwDuZJShnZxQRR/vYllYKYgRhBiOthi1EuLK+Hpk+7bBjvbTo2oNTXiaHL344BfC+KlXjoRCS/nuAm+cFj+KG7T0l/PN81pHMBCykN4IU/Axaj5TpFGFyJwV6KRGWhJbxqbET5xvNnWe2ad5NGi2T/X54C8u8rN/BLfe59OsaM4/K+CyMwPi2ExMu+WeKs8vVDnZrRFrBykUtmVmzoeRJo5NrWFsaIVH9oU8uq/MuhGbTRN1xocqbBnpMjnsUx0+68CxzhnPTz94mKsv3PgPBziAbUuefviB6Wqt/q+/65U7bvvCTfdRr5a5YGfMxMgyK/0OX7zZRvVrrGuZoUG+pyj5EdVSn6FGm1pliTufiPmDTzY4vFhm36ESIhaoKGC0scobLl/ljZf1+K0P19l72EN7ZhQFloe08sjtWUnebemBbqLUuFFaOcedFhOUgiDWxFoQkbsuZRFLC0jmpqezHU8bRb/OBrMI5LUmQQOAXAvyQvn6lFTlhdiRU65Ea6dlFNv8zH2alPs2QI1jSRBZyWjCdLuZW17bSmUpStbvmb3VJJ4XT6i+YsdUwAd+fonf/LDiTZf1ecNlfYZrNnHooGLND796ieNLS/zuJ1rc/tgIxD62VHiOpuxhBFpSMzWmGR+b54N/G3Niv8exOY8LdgoWOyEj6y+k39X/et/jd0xv3HHe14Pv1we4EDvpddt4fvnYsTn3a1NjB67aMD6H4/W4/amYu57wmZ+vsGeDnUyEUFRKEbVywEirTSdY5s6nNb/5FxPsnW7ieQ7DDZMPL3dcPKdPtwv7jlgcPm6hbYnRlZgKpSsFFakp2QbgrpWU/bMUhbyzKG3ASBktZT40DYSx0S6HMQMAtxN/aZUY6UgNp8N3sSZRwPyaaK5N10zxAWLgi1OAnck+CoAe2Dekx6TXvO7akykFNoXmkaQrJt0mxmnlEoswlvRDSRTJpLUt32TaUhNbEttWyYzOoq4lOaGKry1jpIrRUcTG8YgdG2JKJUU3sFhdarC4UkVrGGuGbF3X5b/9mwV+8y9DHto3wrHlKq4lKLmaal/R6yuOzlQ4Y0uLd1+7wp1Pdnng6RK3PORy4e5hrrnsjK+df8Flx7rdLuXyi6cnLwngAH6pwjNP3rNvfLTxx1u277jqvgeneeZImf2HSzRKDmdugNEhm1ZN0KiGNCp9JoZXmV9Z5Y8+7XHDwyN02jXWD0PDiyk7iZnNRMyPv3mVay9bpVyOeeAZj+vuKKGSdjNHCpNz2yZie2vA7QzM4hRZ+1xqzasxemStNe0edENBJxLJsFJTys8iYLKrzyqHBa55oJiTVuvSlGQgcqctbYMjvV+ouqnXfJMxKcWvMzgNtq/lSM/PPJGkJKlXYypBNpFcJxEceoFDEFq0u2ZUjdZkoyFty6j8bKXM3sXOdSmqQDxmJ5RUxNJGyQglBDfd4/PHn2zgly3efGnEO19fxrVqaK3x3YhKqcK6oTb/7d2rfOXRo/zBX6/j+aUanqMoucY97dicg9ZN1o+WeNsr2uzZGPLI3i5nnHEhyNof33X3vfsuv+zSlwLdlwZwgC2bN+CU6vcdnVn8XKV+7G1WdIyrzylR9qHTkww3JCONiOFmn6mxZZY7S/z+Jz3+5o5RfLfMxqaiVVJUS1D1JWXfZs82eOUZVSpujGMv87qLAv7+axIlLaSU+NKYvHiSArhNFLeT2VG2lWjO7QTkViqiF8nl2ESl5+YVR1YUsRYIW+JKSUkWjSDJnE/XpgrFJQpReW0OPsCwnEK1FLCcSzRy0GbpUVFMlf/gha4oKYed5sOmyJZPlisqM107TlrG4ODRGosrNppC14xlKFc7GV1jeOvUiCg5EdJ+zsyMSSGlhW1ZaAQ33efRC0q0dY3bHpG0SjZ7NnvGhapiruy9wGGsZfP2K5dwraP8l4+tY3quhmuldRKJ1g4HjvpUfI+xVoeLzp7g/HN3f67U3HFfNVx8qbB96QB3y+uYOXF4+hUXXfFzC8cftFw195ZQrfD4AZeJepnhhmJsqM/GiUVW+ov8/l/7/N3dY7QqHutqMY2ypl6S1CuSetVmpGkxOWyxsNygUooYcbvYlk6aI20cKSlbefROc243bZ5IXEnT/033vkzAblrk0sG0W9bHXHnxLNKd588/X+HJ6TqR6xHZqaVcwbpNnp6mK2JWMNggIUn8+4RYk3+LF9SIv2BaoklazfLUZCBNOZ1UgLxqm07VSK0XHNtYLlRKXZ6aVvzJ5xtIHIY9TckjaQZP5cyC2NY4maW1RjmDn8Wg+CxJg2JFrCy0lkSxREiHWsWlVYJjM8YyZLhh0+pJun1JP3EYHmnavPHiRWJ1jPd/QnFgro5tKTw3olWXbFq3zMP7FYvdGlv9ievOPOuKnzty9OShDdsmvvkABxgd38Cjj9x5aOuOyx9/+Jmlt3zt/ucYqpUZG9KsG+mxZd08/Xie//qZGtffPcpoxWaspmiVoVaWiW7FplW3GGlCrRJlA66WViS3P+YTWw5SGtYkdcdy04aJTFtuPFZMp5DIb04+cdlzJSXPSAsmhmPO2CLYNBmye/1xfuGDIU8eGaJPCUtIHAVxwv3mAqfTIDyLmAxEcZMapBE9Mb2XeWpy2hSloClRCoS1BuQpsIsnQaYiXBPRxWDaYGUpihlXXva7PPt8wC/+z2HufmqcLcMuZ02FjA1pqiWbkmfhuYLYSbtpkokRRTapyKtSBLjCkhaxbaMjhyvOCfnU18yDlVasdmF2IUQrhyiWBJFDFEnCyJwMYWTxpouWCMNZ/uCvFftP1rAt42K8Ydzn6vMWkP4Gtu266PH7H7z30MUXvbTU5B8EcICxsUlGxza+/7KjT2+VqvcDI9VlNq/rMzG8yJce7vLRL40zN1djqi4YqirqJaiXJdWKRb1iU69KhuowVI+oV8Ks+LPUibn5gQra9vAtE709KxVrDYLbsfPIbTr2DbBTawrXlZQ8QcXX1CuKih8ThDYr7SpXnNnnD39mhnf8hstyaNG3fPoK3GwW5enfd3FTlQL7dB1BuQFlPsrkdERhmqZkm0lFpodWhqAYNPfRxhcwJwnXllpzH8c0D7ftGNcJ6PT7/OKf1Ln98SFqFZ+SbbQeq+04K64obWWTN3LbisTpMwG4GAC3VRjtqLFCRRC4XHNBh0alx8mlGquBZKVjpNFCgtJO0otpE0aCMJT0A4tu3+GqMzvs/vcLfPSmPrc/PEQ/grlVyXm7trBp+65PnXvOOe8/8vyRbxSu3zjAJya3cODJ65YuOGvLu2ZO7lt/6Gh4pet0uPWJkD/57BiO8tjU1JRcbUBWEtTKNtWyAXezomjVYpq1PvVKj3qli2V3uf5ul6VeBct2qdqasm3SEy8Fd9rbWUhLTFTPLSncJHL7nqDkQdnXlDzTUAEQhDZB6LF93SrNco/l+TJKuYSJC9QLpibJP+mGsjh1V2ZRXCSifZFF89NpWHQxdy5UWEUB2KJgB2GiuMh+saj/HjjG4kmWRXGj1Jxb0ew9WkFbPiXbRPowgl5gUhkh4uRZrMI71phXVoi0l7OQbRVP+JSS7NseZTfgba9Y4qM31pjrVig74Fgqm+OjlE2krAzk/VDS7jmUvRLNWpV/+9ZllF7mqf1NWi3FyRXr9l2Vne/6q09/ufPjP3h6Sew3FeAAW/e8haeffqhz9vlvCY7P/C1ffPAot9w/yq4xj4mWoeZ6fY3nSiq+RbViUy8L6lVFsxYzVAto1foMN9p43gofuV7wu58cIVBV6r6gZmtKjsZz8sjtroncWc7t5LMSXceIdTwH/Kx737gniUSXHEY2Y03Bu964ym9+tI52FbHK1W9rZIN5NGZttM47vlNqcvCWR3CZpSp5xNW6MMoDstmPQhTArhI2SOrBBoFM5bcW6LmvTGpz57ghH73RZ3bBQ9hWxvVHCoLQGPDYobHNMyemzN4fohi20yMtnAPZhjpNV3xqVsyvvnMVaR/nozdMcXzFw5Zx8vnHGR0bxxZxbBFGZjzlkcAljMpMDlf48dcucmOtQ7U8xbVveXMgpOi89bu+cXD/gwEOsHXzDrRW955zzrmX/Z9PrZYu2ynYvUlTrQQ88qzgxKxDvWJTLVvUymY6RLMW0ayFtGo9RlurlP0l/uomxe9+fJiFsEWjbNNyNBUnjd5pepKD204juG0sKRzL5NzmJnAc09zsOjprk7Mts/FK/zK2JRlrRqBjtFbEkFBgg2Hx9HxzvqHLQZxH79ROI23BOtW5K09LMvykuFH58xtuugBsxcAeoeh2lWC7cFKmAwMUSMXJRYs4skxHCuZ5othor8NQEya+kFKa0e3pCZ3OwRQUKNAiyE+7NM2a4r0/sozmKH954zqOLHloHSf7B4XWYeKdYhHFkuGGYnY54JFnY+olh10bhjlzS0B1/Lzuhqlt90r59V7zWwBw16/y/Inur27d+Wr90+945hf6q8/6Rxc09z0NR47VGK3ZNGu2oQXLikY1olULaNV7TAyv4LpLfPxL8AefGmEpbDJUsWm5iopj0hLP0bndRLKhNIAG25KZJZxtp+ZCopCjk7TJqcQ9K5/2lu7uTLEnKX6/wGYy55aLRY3c8CiN3lYR2Gsm9BZTk6KXSS5bTdKOZDYrytwfQ2KBbOw4pEhHmKzdCIvTMitZtREjQkv1C2b0N8ZCLQV5ZIb3RpYglGb0iSUFQVS4UgmJEMnBIQd5eyWIVSKtTf5v1CS//APLCOAvbhzn0GI5qYqas1XriFhpwtjGd43plOMtc+9TLp+6zeaVl+7o/ecffOUHalXrPwpR/acHOMD68ZLSy3/yG0O7/fDOB1rv/eytS+6JmSpnb3HZvUlQKcVEsaBajmlUQ4YbXSZHlrGdRT5+i80ffGacpX6Nibqk4SpKSeROQWoXQG3JBNxJ5LYtgZWAO+PC0wJQ0gOaGjumzln5EFp9mm1fER2DnHYWwbKNZTFyp11MBtjWAMDz50tTkIwhSU6wXDdjNndW+nrSnIRCkEw5LkxXS95BpghMa5X6NG8kW+aRphnBnDRRXLwZmzUrVlixwIpFdhLnKVlyBmrQSFLz/SgWuLFIWBFJGNsEkc1ww+EXvq+NCo/zkZtHObBQTYbGmpwdYHk1ZnnVQlDikp0xk0Ndbn96Igjs5u//+p/c/NsfeO8Pvaha8FsKcIDP3NwKqrVNv/f8bCnYMfncb20Z0fKc7YrxkUXuesKn7FQYa8W06j3Ghxd55vlV/tcNNe58YpggLLG5BVU3xk8idwrWvPyeVijF4M8SPw2rUNzJpy3rbAJzOnE5dcoSMtdQZGx1oSYzkGtTTEd0dskugnogcqfHJPMIn2IrFmZyr9a5ci6lUoQwftvGpVUQC5N/p+o+lQ6fSkrmxok3TV9S16tE/lTgy1N3lzxqaiItjPNUYrCTg1sQZeBO/peCWEIsBJFIu+Rl8lwimR0vsCxJGGnsSNEPLPqhTa9v0w8cWnWPd7+1zXm7jvLnfz/Ms9MtbGn2SJMj4Jf63P2UYGnVZ2m1SqXWUN99+brf2rJp7A+XlleCD/wj8fmPBvg7vveHefbxz3bP2bbpc89uKP3mIw8/xOapJW5+WPHk/gqX7IZaJWRyeJFnj63yvo8M8+i+FuM1i23DirKr8R2RbRytYgog0hKyyFyy0mqlAZIs3D9oNJR6HtrFuZpJ5U0LTaTSnEAmPoWFNjcGQTy4sRSJpLRoPpofU3ocKchTGk7EaduWJo6N8Y3Rzuuk4mp+z+Qn+dUiFqaHIFbm9bJIrlJzn6TiSD47My2r62QUiS3NPVprwsQzMC502sTJ93FsWsbSW5S8xygdQKWSMxWZuFMZaa2MdDK+RJrPvG/j2g6drkO769Kqe1x76TKbx2Z530c0zx0ZpuYDSM7aaqOtZb5yf0TJK3PJlgt02173uYef63d//B3X/mPh+Y8HOMDw6Hpao7VnQ9V6T63c/7PP3XKHvP2hBhduc9myLmDz5DzPzazyHz48zvTzDc4Yg2ZZUfHMxAfHkjkgZJpT5oyvEMnIZyvfwA2mBKllczL3PLXflXoggqdOWSfn4S++WEY7MkszBqwlilMdChvKTG9eBHYG7oIuxs6PJc3Bo8iAVCnjthpFGp1eFaRpLjCphkx0MaaaqYT5PZnkzkqZnDfNpXXacZ8BPjXelCYdiSx+7Lt6fPb2kKPLEaF2khQlBbW5ssSZ/V4y7iT9XwssldrzpfIXE9nNCWzeYJodyUywBY5j4zvGEXZp1WPL+Cq//eMrvO/DgmdPNGlUFONDHq8628eSPZojr1A7tu14z8jGDc8uzc5+M6D5zQH40Pil9JefCjZtu/xDTzx9oDy3uO2P1jXmuWBXwOjwHB/9csitj06yMFtm16imWYFqyVQaHUdmNFq6tNJEBW+6NP9Nc9vUvVYUUoE0SlvZvPPU0DO1gsunQkSxYvqEA9IYBRXN8E8F9lr2JD3BzHGlaVRRE+Mk3umOnVsAx7GR6c4tKlY6sRnxV/hdM3HYCH0FCinN4Ccp84aNWAqsZKOYAVqlmpEE3FkjgwF5HFtsHAtwrQhUTKw0QZqixGTpShRrYksk4E6cp1TC3iTpjBSCOKluymR2Zqa5VyLbZ6T5nhSGySqXbFY6Dqtdl/Gmx3/+sRVufazHV+4b5sFny7TqNpedNUVfOr/4mqsu+tCd9z8bv/Lis759AA7g1c/g2PFj8ZVXvWW/6z+8MnvkutriynE+8nGf/UeajFUke9ZBrSKo+BaVsk3FN+NRothwsmltLow0vSAmDFVW8UtBJTNmYpBnHgB6asecmqhnN9P7+egBm36UAFzKpKso16Jk/Z3JBqvImGQnVZI2yTRlyqJ37sNo7DJM6165FOP5MQ/sFSwsmvk1TjLaJbbTvDnVb0uiWOfvWYKlRAY6pQpWxVok4EpuxW4dZeZjupbg3G09Ds9ExFoRKkmURGelzcjs7DlVwtYkjI/S+QZWJbm+js2eIE2/+qGgF2CuSon+tx8q4ljjOlAuWdTKFgsrNvNLHhPDJd75miUu3bXCZ24Nefi5MS676nUr23desH9+7kR8xcU7v1mw/OYBHKBcKlEvd6977asv/OmHHlr5wHV/f9vQ5TtmqEtFo+IwMWShkHiOpFmD0aaZu7n/eRew8Vyz+YhiODYDvT5ZlJPpjo9ckwxroms27StNT3JL5tTnMBIRn/pyhW7bgZJtrJWLbW8Fb5c0fRGFqC0L6Ym0ctuDNDVxEtWj52g8V1HyYkp+yORwF8tb4fBynfm5CutbMSUXlAteUjXMlIHJsNtYCmRsjktl0TJPTzKwp1FcSVO0Smi7WFlEsUW1KvnB13T40t0hPRUTaGnmyKfROklR0j1C6gBblJ8U6c444eOtZL8R9zQn52PiWOG5ptjWD0MOHI0pOZLhhkWjZuM5kiM4zC9bNOsW9z0TcuGOFmecc/X82PoLf/7AodXrtm6sfDMh+XVZ+29oNRpNhDPJ8VnxsfWbX//vv+fN18yUKiOsG/W4eI+gXO3S7UcM1WHruh5nbZ9hoTfHI/t7BKGiVVNsXd9j/dgis8s9VjoKIUyV0rZNhc1ssHTCKOR9uCmwU22EnfRrWtnYuhjXCTl8TPDcUR9lu0jLdOjbIp/4YBWGUGUmRlm1chDolkhzcLLUyLFze2gzrDSiVg5pVDuUvVV6YcB8R7DcFXQDTS80fYhhZGi6KMl/0xw4S080BVCTR2pdiN7JLU4it2lLs1Ghw+b1IVPruugwph9DX2FAHhtWRekc5MUC6doJGFqZ/USY6MjrlZiRoTZHFzpMHw9ZWg1xHThnZ0i50ebxwwHTx0MWlyMqpQ6dYIF7n4yZPuowNNRi6+7XznzXa6/+95PDfOycM9dRrTW+fQGersnxKt1+7yPNySvfNzR+wcyuTRIll7n9sT7tLowNRWxev8Cjh9p84uYS/Z5N2YfRZsjk6CIHZhZ5dNr8cR1LUC5ZlH2jk+gHMUGkiFKqjQK1lzY8WHl6Yhccal0n5MG9Fk/tK6FtJzEO0rm98prOIKuQEg0OqxpkUrIIXhy3kfjB+G5EyQvx3QDbChEqphtCJxR0Q0EQ6gzcRQYj2+jpYnQtsCZJq1kcJ5E7TqJ20mtppkebCN6PbM7YprhoZxcRBURK0VciowrTcSOqUCUtNnpYScrluebzbnc17a4mjMwV7uxtK2zYsMCRxZi5JUW3ryk7Lu98bZ/d25c5MBMzs6iolgRXntcFucizhzWXnbdn5q1vuvR90P+IcOr/MLC9HAAH2Ly+wd/e+NUP9aj88rp11fmnp0M2DNe5+AzJ+PAK9+zt8eefayKCMpsnbMaGNOvHVlFiiRvuK2HhUPYElbLFSFOwZ2vAaKvN7JKi21OEkTKRPMvR0yhTTE9UBnLHjgiCiC/eV6IrXYR0cKVIhFwFc/xC/p2nK6mIisFyfGE+kXnNoh+6cdJ1HHPlcOwIKSKEjujHmm6UzKmJilw0Obh1GsFTWrAA9DQtSUGepCRRLImy6QmmPB/HNlHkYMc233VJF9fro+KYvhIEsSAqnkBJipJfGc37c21NxVeMDQXMrbR55lCPuaWQ1Y6m0xPo2OdNF3eJrS6H52F2IeLAUQebFj/15pjz9yxzbCnividtjhwbYueGmNGx4fmpCfuXDz1z/YeEaH6rYPitAzjAz/3LN/OO1+/5+EWv+IGZy88/m8vPWmRsqI/tLnH9nT5Rt8LuDTZT44IN4z1ajUX+/j6LoydqTLU0tYpFqyZZPxJxzvY5SrVFji9qun0T8XRS1jOVv3zUd5535xMiHCtkqau568kyET6WZVGyjDNWOrQ2j+IiYVVEIV0RAxvdIm1YjPyWlReaBsazWEZwhNZEWhPEpk80YzCK4FYalVyhUiajqBFXAylFmm8nE8xiM6oviiRhbBFGFlFkg3K5ZHdIs9xDxyFBrAmUSE4qcRqQ60w5adtQ9hUTQ13a4SyPTgccn4tYXIlYakuOzpbYMFzhjZcuM9MJOTIb8/zJiKcOlilZLd5yWUCgO8wsRXz14QDh7F6ZXLfu3954V/CXm3b/0LcSgt9agAO0RrdHI+M7f2Jq3dQ7pb+lt/94m89+zWF5uc6FOxy2rLfZOBEyMbzAX9ys+MRNI2xsCobqkmbNZrihWD/aoROu8tnbXYLIaCjSsR7F9CHjvQvDRI0HYoRXDvjMbT5ziz7YLr4lKFupICulFslzamutUlBnQE83tKIY5a2UgzcsTvE4rGS2Z9pDqVRaUUzBWUgVkj1GtpEslOhT3jtLU3SalkAUC+JIECeNBFFsEUY2YWQTRA5B6DLalHz/K1ehl6QpMYSFVCXW+XGYKK6z7iXbUrhuxFtfuYJVCjg6r5lfjlhY1swuuhydafKjrxG887tmOLKsOHIy5MCRmPufqtIqNfmeq3qsG13mkvM29VvDU/+qWhn7VMmr/KPK8C9lfVNZlNMt3xH6Yx//v3c0auN3h7LfjS35V3Oz0/7OdQ57tmnqlZjNk8t8/p4uH71xmImyy3gTWnWHoYZgpBkwMrTCkYWAo/MVJny9RsWX04OnGyJqW8ab5bkjmv/7lSqLvTJ2yS54rCSirtSwyMqjeM6DJ61nQqypaA5uwHKaMb2C5BOaRab9M7c0NUiLLEVmJAVxrhzMfb7V2kiuTCldxhAKaU66SBNKyzQ9WDZ2FBNEDvWyw9tf3eWGe9vsO1mmZ7smTUmrmnF6DObqWDRMUloQRRYTTYdqqcPRkxWGa4pqKaJacqiUfKrlFj/+upP0o1m++LVRyn5AL7CwrDJD5YgNF23qX3X19680h9bfGQTdeGyk9a2G37c+ggO880e+n6Ozx+J/9Uv/4rNXX1z9sXe8YbIz0upx794e3X5AN17hrqfqTFY8No8m/XsNi+FGzEizS6u+xMduriJim7IHriMywZUsDKPNtSjJhNwk95ZWwBfvdXnmuTLYHmVLUE6luNn0CcNLm83ioNBosNgz2MxQtGwQ6UzPLOKn/iSJ0Evkou4B59VC2pEJqnSRi2YA3Jl8VhXz70TsFEqC0CIIJWFoEYQ2YegQhA790OOMzZrXXboCuk8Qa3qxIIghiky6kheAUjbHqA2DUNLp2UhR4l+8rs1Su8fJZVhciZhfjpldtJk+XmNuYZxX7NS4XgffhwvOWOL4XJtDC9s68/2Jd27atPnsRs071hxq/lNA758G4AA/9a4f4eidH9BWtPzpyy9o/autm5tLEw1JrdLmf11Xh16NczZbDNdNa1uzphluBIwNLXPD/Zr7n64z5AvqJfA9getaZjxhqkFJ/DwcKx1uZcw9PTekH0Z8+b4Sc6tlHMeiYic+K9kt7/HM7CcG+Pdiu9rg96ereuYV0byNjEzJaFacgpZCRF7TkzkgnCr8uiaPqhnIY0EYCYJIEoSCfmhET0FkJZ1MDr3AoVG2ed1FPXy3RxDFCcAlYaG6mY0EjA3D0w8EnZ5kue2yslrhwh0Wr7t0kWNLmrllzfJqzFIbZhdsHnu2jssYP/Hditl2xMximdbY5NKqGv9Xt947++lf/68fPS6EiN215evvdIADrNvxC6yfqnL9ned/ct3kZT/7htdcMvfQgRFcVeYNF9lsnopY7mnKvqBVi1k/usr86gp/9rkW/VWf8YamWZXUKjZlX+I6YiByO+lQq9R/3ArxvYAnpgXPzZTA8SnbIgO3bxuHOC8ZUOs6Iovk2eQvMdhRmegP869T4Iu0214XCjapKnGNPLfQqsZaEK9NTRh0sdKF3wcSlyoIImGm3YWSXmAZVV9g0Q9sgtAiDG2C0CUIPTaNac7b3IZ+SE9pepHRfgeR6caKYrPJjWNFECo6Pc3SqmRh2eHkQpmaX+Onr23TaK5yeB6WVmM6PUW13OfAsTZfuscl7FZ505UVJjZfNnfWzkt+9t+8ZcsnN28a5T//0k/8U0LuW5+Dr12TO/4dAHsPLv6ltGz7NXr9703v+/LoxtETfPH+iDBq0qjC5HAfaS3z8Zt85peqbByC0abFSMt0CtmWyGSvZqefz/4x3hohjhNiOwF3POmy7/kylm1Ttkj6PU1The8IfFckvuaG+kt9SHLZadGyIQd3+n8m+xaD9w06BxU/hbTj+FSLilywUHzsmuct6NRNw3LeKBxKTWQZLQqktKltil22kbBum+xx+Z4udz/Rpx97tGMLP5K4kcKLErpSJfMsY2h3VVKKlwhcfLfGxEifH7pmiQ9f73F0wWOooXAdTbPV5q4nFNVqi++76tUzF196yXsh/kshRv6poQa8DABP187NTRZXOh8eufxyISz9uyem/3Z033TI+dtstk312DY1wxcf7PP5O8YZdm3WDQvGhxzWj0nWj/ZY7UbsPVTGsUQi6lHGg9wL8N0A1w0o+SHHZzWPPu3Riz3KJZN7+05ycwUlzwDcc03jhBD5pTlSxjpBKNNxk/T/DADuxZZ4CY95sfVCjUbpZjbVmysNQWhycYGZahcrlVlZy5SXD2N6gUPdtTlnd8jEaI/jy2VWpYWdVGU9SxO4Jr+3LEm1LNj/fI92FyaHbWJlY1kl6pUG33PZCR4/uMCX7xml7AmG9jvs2Wpz9q4Sb3/r1TMXXHjF++JYf9i2v/WbyRdaLxvAAZq1Mlp3PnTNqy6J7rgz/qM3de5tbRo5wXBrjs/fE3DDvR4l22HjqGBi2GFqzGLr+i7lyjz377M4OedSKzvYlsZ3YyqlgImhNpVSmzBWuE7MySXBswc9VORQsknSEyPTLSUAL3kWvmealqUQdPsxQRgRRknHTaI5sQecOcUppvlrEXm6Dv2vv8SpT5L+ROTUpJVQnEJCtyfp9gWdvhHbug5Esem4MY9VuLaN65hcXFo2uzZ1mWxEHJ+PCcKA2Y6k27OwJZQ8RayMPHlyRCPcFW66z6Yb+Ilu3aZSqrDDrfB9V85TcgQPPFHnvqdLVGtb+LF3XLIwtemyX5pdkH8xPvr1/QO/letlBbj5o5WZXdQf233GlfMNb2Gb0mO//6nrb3XmFoYZq/WIWpqpMZepccmGiT4bJhe4/r4eN9wzxoWbDQBdR1MphzRrK9z+ZAdpKa48K0TFDlLHSFsiLIlvJZvKJDUpeYKyZ1Eu21RKkrIvKHuadh/2Pq+QSicCMKMS1FkqkK88Fy60nmX3v1j81tmPcy+V3Hel8OM8584KS0bvUvKMTXW9EvP0tEOnJ/BdSdmXxImfiZQS27LwbIXnGV5cxZbhzDEekL5s85qLVomlx0N7h6h6glZkXlRKeNMlirnOCjfd5eJaIUIIPMelUq6wuNjj/I0+47Uu9eFLQt+p/PJZZ122v1QqXS+E83LD6+UHOMBIU6j5mSevO+/Sa9zb7n62M76u8qcTzQfFk4e0HGt57NykaNVjJoc7tPsrfP7OFg3PploS+C5UShETQ6vc9niP939ilNG6R+/aPq86r0cQLqC1qVJ6Nkl6kkZumUg5JfWKoFGNGRsKCNQy//uLDsO+y3DV/JEdW6OcYjjNAVik7lJ2ozhlWK9tDBZ5Hj8wdXkNG5OubCIZJM5VRtRV9iOG6j3q1Vn+5xdGoe8y2jTWGErbCCSWlDiWZfYngSn+xEoihAW2R6PicM05Zd791ojR4UV++68Vdz00ylBV0wuU0XF3qrztslW+9kibY4tVyn4PdcSmVfdZ7VU5Ojeq3v6ms3RjZOvPHF8966NPPXskuPDcPS83rIB/YhblxdbQ6B5u+tpCEOkNH9s0tWPP2Wdu+PXtU1Ps3hjx1NE20ycUpVKbWx61WVmqsL5FYkmhGK73CeIVvnBPhSioM1Iqc3xmlJmFGkHkooVRDZYsnXimgO8KfN+IuKplA+7hZsDkyCpjrQWWg5ClvqQfJuKntO+xUORJV0rzxZk2O28pK5rtr/3gT5m2LPI0RIhCaahAGeaVRY3rxFTKfcrlNsdWQo4uwvyyYqUdsdqJaHc13b6gG6TMik0Q2sSRmYRm25L1dc26Ron5xTEchnnzxR2E22NuRbDajVle1Ryd9WmVa7z6vFVWgpiNEzE7Ny3y2L4Yt7ydkfXbf31q3Y49O3ZOfeyK3ce/bcAN3yYRPF2vf+VOgO69d3xkb2vM/b1aead764P+ry4fPm5dvqvL5+7U/PXNI2xqCYYaNo2qpFENGGmu8uA0PHGgweZh2DBmUS6lNskgbAvPkZQclRgDCTzXSi7nglqpYGtR6yC6bRDDiZd4Ouc9j7Rrm4pTU/04NtrqVASlClF87Rpoas6aq/PezvTnmeCqMKXM/E7ejqe1oBv0WepUqfmpF0ycGCHZRp/tSfp9SS8wdGEcWmhlilKdrmL6hEu92uDMjT3O3bLMo8/6rGsrltuK2UWLY7N1fuy1PaRcYd+hJmfvcPtT6xsr852df7rhrLHfu+G+Y/G7tlzxckPolPVtE8GL65Ir/iW9pcn4Fa/6kf/0w9//k+//hZ+4qt+jxonZBtvGBJsnHFp1m2oZmtUQJdp88st1HOUw3pK06hb1ckzJC4hQxMKl6kLFg5JrNpieKyn5knJJUy3H1CohjWqXZm2Frzxi0w8dbDHImKTNxZk/S/LpRbHRR4eRIIxNVTFWMnehyrre82cb7NhPJLeZJZ15DTB0XWrpEMV5+pMek9YC17J47XlLLLcjozXvaNo9RacX0+0reoGg25d0A5tOz2G146OUgxQR7UCz3FHML2mOz3poVeWHXhMgZI/FDnS6MfNLcOB5jwNHamwcLrFze4Pnli659ZztcxuEVfnt1acX43d9/9tfbticdn1bRfDiOvui72V2bpXhoeVfXT95tZSlbZedueXj8q5HuGxuoW1HsU+9YjPS7HHbY5LnjpQYrwtGGjbDDRhuBlhWh5se9DlyrMzGhqbqQ8kTeE5u81byFJVyTL3Sp1ntcHimxydvGSKK3UIrW67/tm1TFCr5RlrbDwTdIHewsm2JF6us+aA4vo/BFH6A8rMS30XXlfie6RXt9RVBEBMmrlyOLQaVfxriWGJJhx96zQo3P7TEyaVhKo6g5GlKXkzft+iHkn5oqpGO7TCzWGbTaIfXXtjhr75YY27FYXg5YmbRZW6xwvbJFa44t80jT5SYaComRwOOnOyw3B+Jnjps3/VrP/c2VWpuewC+v/dvLvnmNih8s9e3ZQRP18hwFSHWIeXI+1T38NXV1uu++9KLLvzM1IZJpYSkF7TxvYBuJHGlzWjDYqRlMdoym84TS31ufbhK3bUZb2gaVYnrWJmOxXOMzrlaChlpdnDdJX7nY2UeO9Ci6ggD8FQDbhlrC88RlH1NsxYzPtwniPscn41YaSs6vYSPjkUmmhqcbcPA10XaL3XqKnlmPPrkqMBxY04sxiy3Y7q9mCBU2QiWtO8yiiXdvseZmyx+/cdO0o87HF+xzESLftLBH2uiCHqBxcKKw8l5n063ztVnK0aGOhxbhLmlmJn5mJMLLlFUpuQoeoHCtns065ot26fUhq0Xfeba17/mux98fObqjRPN/7Bx4tsb3PBtHMHXrosuu5bFuWdWfG/Xv92wceu+L37lobOI598WRffgWoKhqmRi2Gb7hpCt61dxnA433+1w+GiNXeOaiWGH0ZYkigPmlyQa0wFf8iJatR6N6hLX329x+5NjeK5PydaFHs80hTBRv+IrhhsBU+MLPHxA8syhJjunJLbtUvaMdDVt1k1L9WsrmXlbWCr1FbiOcRpoVAW7NvaY66yw97jPpiFjTVfyDVDjWCQNw+YkimKLbr/GK3Z1eOOFc/z9PTazbYd62aQ2AnBdzckFRRgKxoZcXKfKtqku11zQ4W++UuHACQtNyEjLZajh0+93CMI2r7hwOxsm659rrrv88YnJqf/e73dXzt65+eWGw0te3zEAB2gO7wKY3Xfg6K9d/eqzN5XEvUQd/23tB5+h7iu2rIuYGpthftlBSHh6ukTLt1g/Itkw7rBjY5cH9y0yv9KkVTcVv0o5plFd5cYH4AOfnqDslClZmpXA9Cym3n62zG0hSl5MsxLQj1Z59FCZxY6m3Y2pVBRhbJkyuc5pvcwTMVs6s2BLC+4miks8V1ArxzRrAedsW+Dv7h5mqe3TqJguJuNdkli/aYGURli2uFwmVlV+/nsXCfU89zw2yljPdOdbEobrAUudWR7e26IX+Di2z2irzp6Nc9xcCmnWBEcW+gwdhpGGYMvkGOu/5zy27d79uTe85vyfX5hdnh4aHX+5IfANr+8ogKdr+9Z1aD09Ddt/aea497Grrrzo50ZHDr5yqnEf19+tGa5WmRiLODlTZsekZKzlMDWumBxb5t4bLPxEZu/ammalz1Kvx6dva9JbrXLxFskZ2wKePN7mnkfqTBbsIUwnfTIH1AvZf0xz92MeW0YgiDRxVOgTlQXDIcv4sRhFoUFnmNimpQ0GYKK9nXTlK6246pweG78ScHS6RBjl3e9xspFVGkp+yE0PKw5MVzlzc4lzd1i846p5nnyuy3y7ylRoTq5KKea8XR0+e3uVkmtRKbk8e7jG+maPnVOKdU2bcnmVJ6YbDE9ewPlXbLttoV3+79u2rH90/6Gl6e2b1r/cf/Z/0PqOBDiAEJsA9mmt941O8LiFnNy2efTPp5eObA+XH7fufMJmXcNn04SgWpaMNHs0qivEajgzzy95ikatwy2PWeybrrJ9XLB9yubKs3sop8+dDylcR+C5iW2a0knUJBmxp+mHxqwnjcgCsqYL05cZ4dghlhUVhu4E9GOXbiwJoziTqEJuvAlGq26LmDA5CVJKMVbQDyRBKLGk4onDLg886uAIi1q5zu71HS7Z3eGOB0t0A4sg0oSRhe16rHb7zC65jK3E7J0WbJyoc9HuRQ4cFrzu0qvicy/dvm+46fyb88+74hiwt+hp/p24vmMBnq7kD7BX64N7o0i94fKLRtdrcfFnTn7h1vrUyOHKoWNtxofAsUM+d0eZqGfjt4ymfKQZcHwh4Lo7fBxts25YMj4saNZ6uI6i5EoaFUGrbtPta5bbMfWqjdZJQ4OtEFJmA6ikSChEW+O5Mb4XUC71KPkdtNcnlAJHxThhDxXaLFklKo6gFpqJC1GSfqRFnSi2si4bKczAqEZFY1kx88sS37Xp9lzisMdiO+bEfMTzMw4bxitce8UczxzqM7tUZnNf0+tLhhol3nJ5n/sf13T6EVPjbY4tNrn4nAvab3nL1cu9vnp7tTn+vBBy+jsd2On6jgd4uoTYjNZqeveeLYcPHWuf+S/eEb4iCPX/PnL4qejE0aeGljvtWth3ecXuABUHlH2XWqXDahiz2i3TLEuG6hajzYgg7nHPEw4jVcFYy2bdmOKOx9sEPZeRppkObHJfjWXJzDTIssBxNL4XU/FDmrUOSq9w84OKL91Xp1pSfM93rfLOt7W5/t4a9z41zGynRs0V1BP7iDjr0jF9lVFsrhRCSDxPsnWqSxQv8LWHmkhRYX65xBVnLnHbwyFzSzZzS4LFFZ+aZyNtxXI7ptNXHJntMX3SmO8MtTST68dZv3374qbN21aVtn5yzxlb7tbUl5TWyv5HGM5/u61/NgAHEv9qlI6fW0COf/H48c7Oe+/+cP8nf/J///u7H7j7nXr6ubDWXNl98PnQ3+W1+fu7I8aGm5RcSdm1aNYkY0NtHj4Q8ei+Fmevg+GmxcTwKpHusti2CZOc1nUiIm0mjJmGZYlrC3xXU/EjhhurzCyv8Ft/VefWR+ssnrC4ZPcCH/iPM1y0w+Layzt87fE+v/GxcY4vN2iWDaUXRjppHxPEsY0tIzqReX+uDUP1PvOrHU4sVPAdzfyyxzlbXM7dvsKBgz6bVxTzyy7CKbF7UrJ+eJkjx2tsXi84Pu/2Nm8YenrP7g36iiuvdWu1yh9++gvX/cWFF1yjH3y6rS4849uf9vtG1z8rgKdLWFvANMx0luafw7bt3xfS+v2LLjjTqtVqf7p7tr9TdZ++8tDsSavsdtg8qrBVjO9JQtXlujurND0bzxVUy1ArRzgO6MSQz3MVx+ZDPvnVBkrboGMsS+A6At+NGKp3mW+3+S+faHHnI8PUSzZqCCKnj+5VmDleZ3nV48o9Xf7Tjy7wW39lM7taYbSpjRFQnI4RsfiBqzucXOjSDyvJ1AZBL7RY6sJqV9EPBO12lWsvX+GDR/u0uxb7DyvKtQoSl/XjLSYnR+JNW7ffvm6zu7fXW33PwlI3dh0X3/P0j3zP91Itey/3n+xbtv5ZAry4GkNbIOfoormFhZ8slbzW0WPn/45lf8kdLT8WV6qtC7SWF3ZXF7j/6RBXVdi63tipDddjSr7Csm0syzjh1qt9bnvM4rlDLS7a2aO3YuFYEs+Fiq8o+R3+/AaPx/cOc9Emm3oZ5tuKUs3jyIkhlhYbLC77VCsx526e552vXeQjX/Do9mz6gSKKbLSOeXCvZPtEjVee0+PehytoZZSC3cilHUhmlxQQ8PS0IFZVztjYBlUnsIcJ++oBLVceHB3dab3+ta8JytXWf4jCYKFUSTtr3vVy/2n+SdY/e4CvXcOtFsAC8G6AYwdvQkrxyqXl1dd3u+Hb5xaXdm3dAnsPPsnzx2z6UYcjJxWeBWNN08Y1vxxzbMbm9ec41Jsr3P5AlWrZolrS+K5i3zHBw3trnL/Z5vztlmFQ6NOsh3zpnhrNioVSEltYrHaGuXB7yFfXBXT7Du2uYqUD3b7inieg5o8xNTzH/kaAlB5HZwQLKxbNcohjCzp9n5MrNps3ncsll9hA7ZlK1f9MGHlf2rpd3/aO77vm5f7IX9b1/xzA167Jza8DuC3szd0GfK0X9Lf12guqc/0B1Wps3FIfa723uzrNlRdI2ssnOPL8Kk8cVNz/tM07rlIcnHeplh1GmopGtc1yW7AceHiyzPYpybrxPp7dYaltsX405u/ulAgdM9cNKcuI+hGbcyp1hpuS3opgrhNRXYClFYdm3eXQUc21u/scPCTRWrL/RJ0NU1t59Ssizt45RWd18feOrs48t+vMK+TEWFOCsx/44vqJoZf7o/22WP/PAzxdjj8M8MX0+yefPYFte82F+eN3Lc8JpJDh8NDOXzg5b7/OcTWT22LWe3cjD/YZq3o06hGeH7G8IpE6ZPNohOOEPPGc4vztfcLQJgwNgxPHgtW+ZM+2HstteOagT6+vaNQg0hJtWxw8WWWxJ4msJpt3vZI3N118z2F2hZtsen80NBw7519wJsOjE7ddS7AoxHdelfGfYv3/AH+BtWfHOMAi8HmApcXDCHh6dFKMWxK1bipi/uCjjC6A71jYTkQU98Mzznz9b8TRyTdbJTccakScXHBYP9Wh0ZUM1UMuuaDEcF2wvuuyazJmZknTrEgucKUz1mx84Y57vvYbtlty2oFNJ3Cw3TKtsfOpDrvYtpQbQ3lCCJ7bNDX5cn9E3xHrnweb/22ypvfdgRBifHlpX+PgEVuPNCNmlxwmhnu0e5JGJeT2x3waFVjqOaxrwdwyDFUVM6u22Di5fklrfeK7X//t1zjwnbr+P5UEIAFQroOqAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTA3VDE2OjQ0OjA2KzAwOjAwpOj98AAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0wN1QxNjo0NDowNiswMDowMNW1RUwAAAA5dEVYdFNvZnR3YXJlAG1hdHBsb3RsaWIgdmVyc2lvbiAyLjIuNSwgaHR0cDovL21hdHBsb3RsaWIub3JnL0jPKKMAAAAASUVORK5CYII=', 'weight': 10} -
mf_hecke_traces • Show schema
-
id: 6151267
{'hecke_orbit_code': 137606725645, 'n': 1, 'trace_an': 18} -
id: 6151268
{'hecke_orbit_code': 137606725645, 'n': 2, 'trace_an': 15} -
id: 6151269
{'hecke_orbit_code': 137606725645, 'n': 3, 'trace_an': 161} -
id: 6151270
{'hecke_orbit_code': 137606725645, 'n': 4, 'trace_an': -1793} -
id: 6151271
{'hecke_orbit_code': 137606725645, 'n': 5, 'trace_an': -2280} -
id: 6151272
{'hecke_orbit_code': 137606725645, 'n': 6, 'trace_an': 2118} -
id: 6151273
{'hecke_orbit_code': 137606725645, 'n': 7, 'trace_an': -1939} -
id: 6151274
{'hecke_orbit_code': 137606725645, 'n': 8, 'trace_an': -14478} -
id: 6151275
{'hecke_orbit_code': 137606725645, 'n': 9, 'trace_an': -33654} -
id: 6151276
{'hecke_orbit_code': 137606725645, 'n': 10, 'trace_an': 46923} -
id: 6151277
{'hecke_orbit_code': 137606725645, 'n': 11, 'trace_an': -5433} -
id: 6151278
{'hecke_orbit_code': 137606725645, 'n': 12, 'trace_an': 8712} -
id: 6151279
{'hecke_orbit_code': 137606725645, 'n': 13, 'trace_an': -212524} -
id: 6151280
{'hecke_orbit_code': 137606725645, 'n': 14, 'trace_an': -9900} -
id: 6151281
{'hecke_orbit_code': 137606725645, 'n': 15, 'trace_an': -347428} -
id: 6151282
{'hecke_orbit_code': 137606725645, 'n': 16, 'trace_an': 400127} -
id: 6151283
{'hecke_orbit_code': 137606725645, 'n': 17, 'trace_an': 248589} -
id: 6151284
{'hecke_orbit_code': 137606725645, 'n': 18, 'trace_an': -38738} -
id: 6151285
{'hecke_orbit_code': 137606725645, 'n': 19, 'trace_an': -311001} -
id: 6151286
{'hecke_orbit_code': 137606725645, 'n': 20, 'trace_an': 927069} -
id: 6151287
{'hecke_orbit_code': 137606725645, 'n': 21, 'trace_an': 1553030} -
id: 6151288
{'hecke_orbit_code': 137606725645, 'n': 22, 'trace_an': 1857242} -
id: 6151289
{'hecke_orbit_code': 137606725645, 'n': 23, 'trace_an': 591609} -
id: 6151290
{'hecke_orbit_code': 137606725645, 'n': 24, 'trace_an': -4492800} -
id: 6151291
{'hecke_orbit_code': 137606725645, 'n': 25, 'trace_an': 7008998} -
id: 6151292
{'hecke_orbit_code': 137606725645, 'n': 26, 'trace_an': -3801525} -
id: 6151293
{'hecke_orbit_code': 137606725645, 'n': 27, 'trace_an': -11603482} -
id: 6151294
{'hecke_orbit_code': 137606725645, 'n': 28, 'trace_an': 2697168} -
id: 6151295
{'hecke_orbit_code': 137606725645, 'n': 29, 'trace_an': 11014155} -
id: 6151296
{'hecke_orbit_code': 137606725645, 'n': 30, 'trace_an': -6597836} -
id: 6151297
{'hecke_orbit_code': 137606725645, 'n': 31, 'trace_an': -23148076} -
id: 6151298
{'hecke_orbit_code': 137606725645, 'n': 32, 'trace_an': -11868417} -
id: 6151299
{'hecke_orbit_code': 137606725645, 'n': 33, 'trace_an': 14131427} -
id: 6151300
{'hecke_orbit_code': 137606725645, 'n': 34, 'trace_an': 21859862} -
id: 6151301
{'hecke_orbit_code': 137606725645, 'n': 35, 'trace_an': 21112794} -
id: 6151302
{'hecke_orbit_code': 137606725645, 'n': 36, 'trace_an': 10792871} -
id: 6151303
{'hecke_orbit_code': 137606725645, 'n': 37, 'trace_an': -29215749} -
id: 6151304
{'hecke_orbit_code': 137606725645, 'n': 38, 'trace_an': 14572188} -
id: 6151305
{'hecke_orbit_code': 137606725645, 'n': 39, 'trace_an': -71569875} -
id: 6151306
{'hecke_orbit_code': 137606725645, 'n': 40, 'trace_an': 27322222} -
id: 6151307
{'hecke_orbit_code': 137606725645, 'n': 41, 'trace_an': 3328377} -
id: 6151308
{'hecke_orbit_code': 137606725645, 'n': 42, 'trace_an': 39828306} -
id: 6151309
{'hecke_orbit_code': 137606725645, 'n': 43, 'trace_an': 6074381} -
id: 6151310
{'hecke_orbit_code': 137606725645, 'n': 44, 'trace_an': 31824624} -
id: 6151311
{'hecke_orbit_code': 137606725645, 'n': 45, 'trace_an': 32857342} -
id: 6151312
{'hecke_orbit_code': 137606725645, 'n': 46, 'trace_an': 36693338} -
id: 6151313
{'hecke_orbit_code': 137606725645, 'n': 47, 'trace_an': -45575052} -
id: 6151314
{'hecke_orbit_code': 137606725645, 'n': 48, 'trace_an': -30270064} -
id: 6151315
{'hecke_orbit_code': 137606725645, 'n': 49, 'trace_an': 10293266} -
id: 6151316
{'hecke_orbit_code': 137606725645, 'n': 50, 'trace_an': -49601730} -
id: 6151317
{'hecke_orbit_code': 137606725645, 'n': 51, 'trace_an': -136587494} -
id: 6151318
{'hecke_orbit_code': 137606725645, 'n': 52, 'trace_an': -35278230} -
id: 6151319
{'hecke_orbit_code': 137606725645, 'n': 53, 'trace_an': -29480016} -
id: 6151320
{'hecke_orbit_code': 137606725645, 'n': 54, 'trace_an': 152965386} -
id: 6151321
{'hecke_orbit_code': 137606725645, 'n': 55, 'trace_an': -18710998} -
id: 6151322
{'hecke_orbit_code': 137606725645, 'n': 56, 'trace_an': -7665444} -
id: 6151323
{'hecke_orbit_code': 137606725645, 'n': 57, 'trace_an': 523363230} -
id: 6151324
{'hecke_orbit_code': 137606725645, 'n': 58, 'trace_an': -163479359} -
id: 6151325
{'hecke_orbit_code': 137606725645, 'n': 59, 'trace_an': -32715855} -
id: 6151326
{'hecke_orbit_code': 137606725645, 'n': 60, 'trace_an': -188638416} -
id: 6151327
{'hecke_orbit_code': 137606725645, 'n': 61, 'trace_an': -220502845} -
id: 6151328
{'hecke_orbit_code': 137606725645, 'n': 62, 'trace_an': -59980476} -
id: 6151329
{'hecke_orbit_code': 137606725645, 'n': 63, 'trace_an': 166572574} -
id: 6151330
{'hecke_orbit_code': 137606725645, 'n': 64, 'trace_an': -924604030} -
id: 6151331
{'hecke_orbit_code': 137606725645, 'n': 65, 'trace_an': 128091756} -
id: 6151332
{'hecke_orbit_code': 137606725645, 'n': 66, 'trace_an': -48128076} -
id: 6151333
{'hecke_orbit_code': 137606725645, 'n': 67, 'trace_an': 112659045} -
id: 6151334
{'hecke_orbit_code': 137606725645, 'n': 68, 'trace_an': -238942419} -
id: 6151335
{'hecke_orbit_code': 137606725645, 'n': 69, 'trace_an': 86003951} -
id: 6151336
{'hecke_orbit_code': 137606725645, 'n': 70, 'trace_an': 2040150992} -
id: 6151337
{'hecke_orbit_code': 137606725645, 'n': 71, 'trace_an': -236450709} -
id: 6151338
{'hecke_orbit_code': 137606725645, 'n': 72, 'trace_an': 995206683} -
id: 6151339
{'hecke_orbit_code': 137606725645, 'n': 73, 'trace_an': -211881220} -
id: 6151340
{'hecke_orbit_code': 137606725645, 'n': 74, 'trace_an': -455580507} -
id: 6151341
{'hecke_orbit_code': 137606725645, 'n': 75, 'trace_an': 968954813} -
id: 6151342
{'hecke_orbit_code': 137606725645, 'n': 76, 'trace_an': -365789708} -
id: 6151343
{'hecke_orbit_code': 137606725645, 'n': 77, 'trace_an': -2399230890} -
id: 6151344
{'hecke_orbit_code': 137606725645, 'n': 78, 'trace_an': -441111970} -
id: 6151345
{'hecke_orbit_code': 137606725645, 'n': 79, 'trace_an': -817519096} -
id: 6151346
{'hecke_orbit_code': 137606725645, 'n': 80, 'trace_an': 580424625} -
id: 6151347
{'hecke_orbit_code': 137606725645, 'n': 81, 'trace_an': 176914851} -
id: 6151348
{'hecke_orbit_code': 137606725645, 'n': 82, 'trace_an': 941792217} -
id: 6151349
{'hecke_orbit_code': 137606725645, 'n': 83, 'trace_an': 2225691456} -
id: 6151350
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id: 6151351
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-
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Embedded newform data - 13.10.c.a.9.6