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mf_newspaces • Show schema
Hide schema
{'AL_dims': [[[[2, -1], [3, -1]], 21, 11], [[[2, 1], [3, -1]], 25, 13], [[[2, -1], [3, 1]], 25, 16], [[[2, 1], [3, 1]], 21, 18]], 'ALdims': [21, 25, 25, 21], 'Nk2': 20736, 'analytic_conductor': 41.39444840783175, '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': [5184, 1, [2431, 325, 1217], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 793, 'dim': 92, 'eis_dim': 143, 'eis_new_dim': 8, 'hecke_cutter_primes': [5, 7, 11], 'hecke_orbit_code': 33559616, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 4], 'label': '5184.2.a', 'level': 5184, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 936, 'mf_new_dim': 100, 'num_forms': 58, 'plus_dim': 42, 'prim_orbit_index': 1, 'relative_dim': 92, 'sturm_bound': 1728, 'trace_bound': 17, 'trace_display': [0, 0, 0, 0], 'traces': [92, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 80, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 8, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 72, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -24, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 56, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 56, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 16, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 60, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 96, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 8, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 52, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 36, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 20, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 60, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 72, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 140, 0, 0, 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mf_subspaces • Show schema
Hide schema
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id: 1097500
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '5184.2.a', 'level': 5184, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '48.2.a', 'sub_level': 48, 'sub_mult': 12, 'weight': 2}
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id: 1097502
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '5184.2.a', 'level': 5184, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '54.2.a', 'sub_level': 54, 'sub_mult': 12, 'weight': 2}
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id: 1097492
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '5184.2.a', 'level': 5184, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '24.2.a', 'sub_level': 24, 'sub_mult': 16, 'weight': 2}
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id: 1097494
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '5184.2.a', 'level': 5184, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '27.2.a', 'sub_level': 27, 'sub_mult': 14, 'weight': 2}
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id: 1097496
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '5184.2.a', 'level': 5184, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '32.2.a', 'sub_level': 32, 'sub_mult': 10, 'weight': 2}
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id: 1097498
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '5184.2.a', 'level': 5184, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '36.2.a', 'sub_level': 36, 'sub_mult': 15, 'weight': 2}
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id: 1097504
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '5184.2.a', 'level': 5184, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '64.2.a', 'sub_level': 64, 'sub_mult': 5, 'weight': 2}
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id: 1097506
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '5184.2.a', 'level': 5184, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '72.2.a', 'sub_level': 72, 'sub_mult': 12, 'weight': 2}
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id: 1097507
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '5184.2.a', 'level': 5184, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '81.2.a', 'sub_level': 81, 'sub_mult': 7, 'weight': 2}
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id: 1097509
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '5184.2.a', 'level': 5184, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '96.2.a', 'sub_level': 96, 'sub_mult': 8, 'weight': 2}
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id: 1097485
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '5184.2.a', 'level': 5184, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '108.2.a', 'sub_level': 108, 'sub_mult': 10, 'weight': 2}
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id: 1097487
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '5184.2.a', 'level': 5184, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '144.2.a', 'sub_level': 144, 'sub_mult': 9, 'weight': 2}
-
id: 1097488
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '5184.2.a', 'level': 5184, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '162.2.a', 'sub_level': 162, 'sub_mult': 6, 'weight': 2}
-
id: 1097490
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '5184.2.a', 'level': 5184, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '192.2.a', 'sub_level': 192, 'sub_mult': 4, 'weight': 2}
-
id: 1097491
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '5184.2.a', 'level': 5184, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '216.2.a', 'sub_level': 216, 'sub_mult': 8, 'weight': 2}
-
id: 1097495
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '5184.2.a', 'level': 5184, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '288.2.a', 'sub_level': 288, 'sub_mult': 6, 'weight': 2}
-
id: 1097497
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '5184.2.a', 'level': 5184, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '324.2.a', 'sub_level': 324, 'sub_mult': 5, 'weight': 2}
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id: 1097499
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '5184.2.a', 'level': 5184, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 8, 'sub_label': '432.2.a', 'sub_level': 432, 'sub_mult': 6, 'weight': 2}
-
id: 1097503
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '5184.2.a', 'level': 5184, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 9, 'sub_label': '576.2.a', 'sub_level': 576, 'sub_mult': 3, 'weight': 2}
-
id: 1097505
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '5184.2.a', 'level': 5184, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 12, 'sub_label': '648.2.a', 'sub_level': 648, 'sub_mult': 4, 'weight': 2}
-
id: 1097508
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '5184.2.a', 'level': 5184, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 16, 'sub_label': '864.2.a', 'sub_level': 864, 'sub_mult': 4, 'weight': 2}
-
id: 1097486
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '5184.2.a', 'level': 5184, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 22, 'sub_label': '1296.2.a', 'sub_level': 1296, 'sub_mult': 3, 'weight': 2}
-
id: 1097489
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '5184.2.a', 'level': 5184, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 32, 'sub_label': '1728.2.a', 'sub_level': 1728, 'sub_mult': 2, 'weight': 2}
-
id: 1097493
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '5184.2.a', 'level': 5184, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 48, 'sub_label': '2592.2.a', 'sub_level': 2592, 'sub_mult': 2, 'weight': 2}
-
id: 1097501
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '5184.2.a', 'level': 5184, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 92, 'sub_label': '5184.2.a', 'sub_level': 5184, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'label': '5184.2.a', 'level': 5184, 'portrait': 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04Zjs5pUoZMtVJOthWDwYg0ThBCEtTqnLPBZ+f6EbUQjBHMrRjO22SohylzbZ+j84pAge/DaCC5YFtCbxQTeBJfaY7OB5xq+9QDwwVbBiwseWgD9VCyfUPMuZs7NOojhIAolrT7Dc4sh8w2JWkScvSMz+FTgiOnE063I/z6iCvO6/GTb9CMhjMcOtni2BnF6fmUU4sxxxcM+xcMV160wK++c4nN01McPjXDmcU6c0s+CyuCJbcfl7opCyua+b4067aeo7/7Nbsf/Oc/vPvfhc3zD0ByRIhv/4Kvb3uA/98f+hxpHG9vza7/rSNHT71la/3j/MBr5ul1N7Kw0mJxpc7iSshC22OpQ35wFlZSzrTh0Lxg4/pl/sOPLnHthXWOnZ7l6Okmpxc9Ti0YziwmHJ9POb6csmFdj++8vs/5WxTNMMSXNRZWQuaXFPMrMBhBnBg8ZWjUUqYnEhIDR89A3Y+ohR6eTGnVoTMIadZHCKARapbaIctdSbMuWOoIFrspjdBggGZNsTIUTNdHeFJRr0cEnuTIKZ9Ee8y2BM1QoBQkiaA/FMyv2JNpoRPj+0NqjYTzto34rmtjNk01OTU/xbEzAacW4PRiwtxSwtF5OLRkuObSBf7Tu5bYND3FkVMz9iqRg1uz3IlZ7iQsdQ0LXcHxjqLXafPP3zXg3//Ud5Bw7qc6K+2f9zx1bNOut73YEHnB27etBj99Zp5WqzF16MjJf/J7f/TFax772uNveeTZeTZv8rjwPMH157eJE0WaSlItSTUY42G0whjAgBApUhgOLUzza38m+ZV3zXPVzpip5gwTjQmatZDJhs90S7JpWXJ0foq/ur2BCkZcvGPIOZtTur0B56xPeMMrU0axh0Bzx2MhS72QRjrixIKi3a2xcVvIYh/OzMOF50gOnDbs3uoz1Yg4sazYNJWQaslCt85CV7NpJmaprZhoKM7b0ufQyZCLdiScmDesdOpcsC3lnE0RRxdSJloj2t2YOx+vAZIo1rzi8gHXnmNY7PmcvyXiwnMkgagzGK7jsedD5pYk80spCysJJxc1h+YF3WTISy9e4Zff0WPDxAyHT0wxt1xjYcVnsS1Y7mhWujHtXkq7b1jpC+YGiuVezI2XLvODNyzRO/15FvsXvCWVO83m8773kdFw8IEk7q80J9a92JBZ8/ZtyeBf+spd1GthuLC08rsPP7bnxx57+og6dKLDchpypqe5+twzvPdn5rj8vAanF6dZajdZatdY6vgstT2Wu7DcTi0LdRIWOnB0SdCcHPCSC1d46ytHXLClTq8/yYn5BvPLPottyXLHsLCimVvR9IYp3UgzHCVsmBpx0Q6NMYLAM+w7EZKkdXZulFywPWV6asjccsSzh5pcuQumJpa558lpNkxFTDUFi12fC7ZFRFHCwwcmieKU3Zs1y33BTGvIukmPe56OmWo0uHxXyrNHYuaWfGZbIRdsM+zYHKGJ2H9C4fsGjOHic2PWTQj6g5D+MKA38Diz5LGwIljupCx3UhbaKccWBe04Ydc5Hd5ywzLXXKCYqk9yYm6ChezK17bMvdKNWemmrHQNiz043ZOcbqdce8Fp/svPLLB7W4vFlUmWOx7DZAMyPC+d2XDxH4f1qZ9N4tHo0itueLGhs+r2bQXwhfk5PM/zv3jbbf7k1Ozv3nX3Az/y/L7j3iiR9IaClYHgTF9xppvwkl2n+a8/vciV5zU4szTNUrvBcidkqROw3PFY7granZTlbsJKN2G5YzixIjjT00xO9Ln2wg5vvynhwq01+sMm88t1ljoBnZ6k0xf0BoUkiRKB1uB7hnoNNs9qtq4fghrx3LGEZw4E1FSdm66O8YM2jz7XYvN6xaN7U7atV/RHKRP1lPllzRW7BfPLmmbNZzAUbNuU8MhzNbauh0f2jwhEnRuvhKDW5+lDKc8friMJ2DKr2DID9Rr4niDVgjiBOIHBEHpDTbev6fQ1Sz2Yaxs6ccoF53b5we9Y4drdmul6g6X2BKcWGiy2A5baiuUurHRSVroJ7V7KSs+w5MB9pq259sIz/JefnuOSHXUWlqdY7jbo9ELaXY+VnsCvbUt2XnDNnx47Mfezt9zyhjhJknj9+g0vNpTy27cNwNsry0xMTnlHjxz81dtvv/3H9uw9sH5ppR8OhtomaIaa7gBWBpK5geR0N+aac+d4788uctWukLkc5DVWugErXY+VrmCla+wlt5uw0ktZ7sGZNiyNDEIN+d4b2lyyPeHa3YapZo12r0aS+CSpIk4kqRaAQRtD6CdMtPo8fkAyHMXc/kgLEdfYtTXghit7RHqZrz4wwxW7Aua7HY6favKSi2KeP+IRG8Ohk4Z/9KYhB09oYt3i+WOal+4WHJnrs7g8xRUXxHztkQHxqMkrLvPZtT3CiA5feVQwGgqe3B/Sqvs0PGFlGKA1RKkhTg0jDe2+ZmpyyNUXDbjsnCFvekWKokG312RuucFSx+6b5Y6k3TWs9BI6PQvuds+w2Jec6UnmOwnXXXiG//aP57loe42FlWna3TrtXo1Oz6c78Oj2Jd2BIErD0YZN587fdNNr/njXrl3/YWVlJZmenn6xIQV8mwD8K7f+PieOPF677lXv/LcHDx76lccff1J0+ynDSDMYpvSHmt5Q0xsaOgNoDwTzA8npXsK1F8zxX396nivOC1hpT7G40mSlW6PdC1jpebS7inZP0OlrOr2Ebj+lO9C0+4alvmB5YOhFCRedN2SynqCThDfdMODKXSmjWOFJwyg2fPabDfaeaLJ5WnPkZIBHnd1bFVdcYKg1ejz4XJ8z8y2uvqDOzMwKdz4W8JKdAQu9LoN+k+l1hsf2SN5185BH9hg2zIT0Rl2WV6a47II+dz0GGycmuPqiHqdXVrj/qWkafpMrz4cLzhmivB4HTms2zkQcORnzuXtCBrFCSohiw1UXjPjuV46IY4+pOlx2rqA3aNDp1Vnphqz0fNo9Racnafeg00/p9lI6/ZROX9MewFJPcKonWe6PeNkFc/znn17m8p01FlcmaPcsc3f6gQO3ojcQ9IaC3kAzjAyXXXaFOXfneb+689wdH9913o4DwPDFLuJ60QF+91d/h3o9aCwt9v7V0lL7V+cXewxGkv5IMBgaBsOUwagMck1vCJ2hYH6gONXRXHP+Im//jgXefEPKRK3J/PIEy5067V5Iu+fT6Ss6fUm3D72BoT9M6Q+0vR8Z+iN70vQjQ5RqgsDgufDbVxBKg9GS0PdYN6HYtkFy7hbDjs0DUtHh1vsVzx+Y4HVXB7zi6mU++PmUqWCG17+8z91PxkzWJtmyucfXH6nzvTek3P54ys51Ic2JLvc8HvKd1/m0Wmf44GdneNWldV57bYcnjw758n0+JmmwY2PAzs2CbRs166YiwiBGmxTfS1HKlo0EHtQCQRx79IcBnb5Hf+jRGyp6A0lvAL2hoTfQ9PopvYE90TsDWBkI5nuCM23DxESHt944z9tvGnHpuXUWllu0e3W6/ZDuwKfb9+gNCnAPRgZ7lU0YDFOCWku/6XteH1904fnX9rq9p66+8uL/7wL88bvfSxD4tW5v8G8XF5d/eXllIIeRT38k6Q8Fgwzko9Qy+Ui7nanpDqE7EiwNJXMdiNIB73rDGb7/5X2uucAjTVsstZssd2t0+/aS2hsoekP3u4cwHBmGsWYUGeJEkySGVEOqAQNSCXxPUPOh1ZBMtgSbZzXbNg6Ymmxz15OG2x8MCOQk11wQcNVFHR452OOpPVO89mqfsLHEF75Z47uuD5meWuDWu6e56RrBp++P2FRv8J2v6HDrfYaGmuKmlw555ECXp/ZOcs2uGldfNCQIF/nyw4q7H28w0wjZPuuxaVYw2ZS0GlALwPcNStr9maaCREOcCOJYMIoNwxEMIsNwqHOi6I8sSXSHMNeTzHchFkNuuGiJ73lFh3fdkjKKJlhYadLp1+j2bRBrN1nsQwfu4ciS0GCk6fYTgrCpZ9Zt+LWJicnfHI1Gww/8t3e/aBh7UW3CiVbsJXH/l0288K+kGclmPUQIy0gCiRC2CUcIhRACKVOUACVBKoPnGXylqXuC+X6Dj35lO195sM13XbPM996wwhXn9ZidarDYbtAdhPQHPv2Rx2CkGI4Uo0gwiiVxAkmqSFPQxp71UoLvQegbmnXN9ETMtg19EtNj74mYT98X8OyBCWbqda650OPGl3T45jNtvnrvJNdfGLJhdsAXHzLotM7MRMRiZ2RPGmDTVI/lhRAlarz8yiW+fE+NY6frvPH6Pkm6yB2PrSNOa7z04o18z8va7NzS5p6nPJ44VsccCtk2K5lpCho1QRgIPCUcyA3aWF2epPakjWLDyJ3Ewwj6kb36LY8Ey12Q3pCrLlrhrTe2ufnqmHUTdRZXplnp1ukPA7qDDNyKwVA61hb0h8ZKyFHCcKTtFhkSrVha6MrFLv/2qivXn/PeX/3JR3/rPf/0/Z7/4iTN/48D3PTez9LCRvwgendv5bnvag9O3uDJJGjWa0iZYA1sz4FbIgEpBFJIpMCm2ZVAqRRfQaAg9DR1zzAxVCx0Zvjjr7S444ku11/a5sdev8LF29usm6oRJzUGo5DuIGAw9BjFiiSRxKlEa4E2woJbGMIwpRkmhEGMVEPm2iM+96DkyOmAg8emMXGN3dt8Lj5X8ZKLOgh/jsf2TXDObI3LzjPMTq+w2K6xdVaB1Hzh/pAQST00fPfLBnz0Cymn5kPWb1AsdEc8fSBk6/pprjl/nrufaHPvM5MMRwEXnTvL1ef2ufzcDvtOrnDkjOHepxscPNogFJLQkzRDqJWY3BhItSFJIUohSgS9kaAzFLQjiHWCUEOu2NXhx2/pcP0lmu0bfPqDGeaWGpaxhwH9gZU4g5GtTbdXVCxzj1JGUeqAbcE9cFeLSHvML/TD7mMHf/KXfudzK/VWQ/3aH3zlt06dWuADv/RDf38B/l8/+HFo/ABe97d+Toye+jURzbUCT9Go1RAiBmEQwiAESKGQwiClDaSkEiil8JTE81I8JfA9TeBpQh9qgaEepEzVJJ2Rz9LKDJ/8xiTffGbAVHPAO29us2vjCknsccE2w0U7FcORdUtSLTHGqjUlU8IgYf8JODQnGCSaj321wUpvimE/YLau2DLjsWOzx3lbBZed3yaVi/z+51r02pNcf7HHru1dnjiU0mnX2L4LmvWETlQjDCQYQ+D7rAzh+BnJheeGXLJryJ69EU/tr3P9ZTP8gzcu8OEvdHlwT4vewGOx3eK8rTUu3TbgFRd3+e6XdWkPFvmzr9bpxwHHzvg8eSgg8CwRAGis1Eq0Jolg88aISy7qo9OYXZtH/PBrRkw2PDZNB0RxneNnavQHAYORT3/oOVArBiPpNhhGxsq6UcowShlF2j6P7DaIYBAL+rFgoD1OHG/z5Mfumrp81/pff90N56Uf+KXo/dHyHxFM//jfP4D/pw9+gau/42b1T3/to/9gUt733re96unwonNCoAku0hYVgBuk8JASlJQoJSy4lcDzFJ4n8b2UwE8JIkM40tR8QzPWTNRgpi7oRZLOoMXRdov3fGQW0hhJwmUX9rnonIhRJDA6xRgri6QUSCkJwoCnDgTsP1qjHvg0Pcm6pmDXFsmGGY8t6yU7Nmsu3LFMzCL/47Mtjh6Z5NrdPudv10ivw+2PhEw3fGanYHpiSLNeQ2H9684gYLGnWWwbVrpNbr6mzRN7Iw6c8JidrPHSS6b4B9+zxP/4DDyyv0lvaFjpeZxenGDzbJ31MyO2TA74xR8e0Kh1eP6Y5smDijA0SKWRwuksYzAaokhw0TkJV+1OEcYjjgMw0wyjkFPzPv2Rz2DkMRwphpFl7GEkGI4kg0gwHMEw0owizWhk74eRtho/yrYC3L1YsBwJuokmHfQZth9r3XTJiff+RveyuBf96B8M5z+W1tb/8N8fgP/mh27jkvM2+7d9+rM//vDTh3/n3vvn/MefmeI9P9th97YeUhrH1gYpNEoalPRR0uApD08ZC2hlkxyBb7eRLxhFktDXjIKUemSs5kystTcVa6IERrFgmEhGaUic1Nh/qMUz+wypsdWHAEpYueMrQehBK4SLN0CrDlNNyXRLMTvlsX4admwesWX9CiOzxPs/PcmBg1NcfZ7Hzq2SXduXeejAiGOnp3nFbsn0hCbwBtSkjzJYX10DeshSp8bJeY/rL6tzyXkdntwTsm5S0qi1uHJ3ys++eZn3f0bzzIkW7Z6m3VHML3usm2oxM1lnqpUw0UiYbkS84dqY0I/xVYJSGint9zJGoLUkShRLS4ok8YgSRRQrRrG7j6TdYmmbQ2LBKBIMIxhFxgLbMfYoNkSxlSSj2LF6DEMH7m4kWY6hG6cwGHDFOUu852cXeN1lJ8LevPc72v+EHvlX/9HKiU/EU1v/99ex/G8H+Pv/521sXt/ynnjm4E89/tSh377/6RM+EzPc+kCAVJJf/0crXLy1iyc1UmgbSEptN+WjPIOnFJ6n8D2DH0kCrwTwQBG5gxPHhijRRLEmTmyQlWX7ktS4S7ZBaxtMZskS4QJXT1q7LfQhDCWNmqRZU0y2JNMTsGE6ZcfmPhOtZT55d8w9z8ywsjDBZecozt3icf72EUKt8Im7JtjQUMxMStZNjbj7KcmJM4oLN0OcCs7bkPLKK0bs2T/FYluw1G7xtld3eHjPkIMnJc2aJPAnuXQX/McfXeDuZwd87s51LHRhx4aU5Y7HVEsx2Qpp1QOa9Tq1UFMLUnxPW0KQxko+wABa26tHqiVJIkhSSZwIokQQx5IoFowSy/ZRAqPIBqhRrIkizSixgap9zTCMHcDjjLklnVjQjmEwSiDqcfk5y/znf7TId16r6fenGAwP+iaY+IBXrysVnvMH80c+k6zf8X1/twEuicWhY6f/8WNP7PuNZ5874k83PDqJR4zg1vslg0jxfTd0+JFbuky2ElS/jic1ykvxlMbzUnzPw488Ak8S+IqRbwEdBcIemFgQxYoogTguLL8k1SSpycGdpgbjWNuYXBmhpEBJgecJAk8QBpJ6KGnUBRMNw1QrZf1UxIaZLshl/uLrio9+eZZ1tRqX7xCcs9nnnM2aHZtW+OKjmqXlOldul0xNSKYnIg7P+XT6HkpBmkpadcWWjQn3PqlZ6WhOL4ZcuqvBq65qc8f9IdNNCMMApSa5bBf81Ovn8OUcn757mudO1NjUiVk3mTDZVLTqkkZdUQ89wsAj9K2H70mQ0uTfEWNPam0EaQqJFqSJPeGS1JJARhBxoolj7cjCELurYgbuUQxDd2UcOEnSSQTdBKLhkEm/yzvfvMD339Dn1VdCt9diOAqJ4oBh96CvauF7wwnfFzJ8vzv//m4C/MMfvRWt9c/f+8SeX92771hzuiYZpAYlBB0RMBKSrz7icf8zNRa6i7z7bX1mpxJ6gwRvGOKrFD/2CTyfwEsJfI8g1oSBJIoUUSKIHPvkbJQIkkTZg5Yaa/1pQ6pNwdol5hYCa7Mp7JUhgHoAjZqm1bCDfdZPDdk4u8x9eyL+8ItN9h+d5JxJn12bBNs2BmzbKDh/Ww/hL/O1R6aZDhWzk5KppmGqNWCipQl8a3tqDaPIY6Ub0+mntHuK+RWfbr/FzVef4bb7++w/1aIexngqQIhJdm2V/MhrFrn+4tN86AuTPPTMNFu7ko0TMRMNQbNmT8gwlIS+xPecdagEUhQnsjFOspjC709TTepS/UlODBnQLaDtVdAwcqAeJVaSDBJBJ7bAHkYJejhkotbh3W9b5F++vU89CGn36oyikFEcEEUeo9hn1D3S9Pv+r09tuEodePbW9+265I1/9wDe7nQJfP+ffPCPPv2rR44cn2yEEKcgE4MS4AlBV/j0paITefz3j/s8/PwK73htl1uu7TAzGdEb1AjigMAPCAOfUeQRxbb7JQoUUSKJE0kcu/vUATx1LJUKUk1uARojLLaNDWKFdNJE2UKqwNfUAk2jltCsJUy2RmyY6dIZ9Phvn/C4/bFZup0mu9YJztkg2LregvvczUNajSU++rWAE6eaXLJZMN1STE+kaDOiOxB40oJNG8vik40EqRKWez4rHTizVGf3OXV+5OYV/uJrAUfnfHwvRkkfY1rEqeKy7Uv8h3d1uOOJHh/67DpOHW+weRKm6ynNMKUeFvGJ70k85QJnl0+wX7040e2JDzrVJO4KZ4FuySFJIUoswKNEMEodayfQS6QFdqxJoxGTtS5veM0yP/TaHjdeoZGiwVK7xigOiWKfKHbHL/GIYklv8fRklO6/+fprTr/v6196P6/+zp/7uwPw//Se3+ZXfvlX5JZzLr36yWf3T/rKIKVAJcb62AKUNPhS4EtBT9boRB633l/j7kebvO6aNm9/XZ8bXxIx1QqJopBhFDDyfaLYI058J0kUSaIcuCVJKkgSSZpmelM4vS3QY8xt/XSNUuArje9bDdusxTTrEa3GAKW6fONpw1/dM8Gdj6xjU1Nx6WbYNCPZtC5gywbJ1vURu7Yt88j+IZ+9ewOzgWJ2QjLRlKyfHrL3uOHuR0OksSdTmgoEipuujrn7yYj5lRqdXsrCssfW9S3e/Moejx9o8+Rz62gECUoJwEenDUYjxdaNIT904zKbp07z6Xvq3PvENCc6NWZCwUTN0Aw0tQACL8VTLmfgvm85b20yyaKtZ54xeuKAnaQQa0sYcQqjxDJ2PxH0EhjEGp1EzAY9bnrlCj/0ujavuSah4QWMYlu3MooCosQjjj1Gsb2PYmWvugn0506+/o67N//nWG77la/e+vvpzW/8mW9vgLtpUrX5+YUd7/udD7/jmef2/FS73aMeSmIHbilsQkIm4AnwJYRS0JU+g0SxlAT81Tcb3P54j+su7vLut/a4YlfE9KRHmgYMhgGj2CeOLciTVBGnNmGTakWaCBJtnQNtBFoXlXcmB7d1bDyl8ZUm8FMa9Zh6OMJTI4bJkKePaH7381M8tn8aLw3ZPWvYOGVYN6XYMBOwaVayZX3Mzi1dzqx0+JOvNjFxjc0bBJMtj8mmYaIRMUhTtFEEUiCkY3CtUJ4i0ZruUNPpp6x0PU4t1Ll4osU7b17hN+fqHJxr4HmxlTbGI9E1RrGk2w945cVdXn5xmycPHeN3PzfBnqMt5pfqhFJS9wWt0FDzbPeRr9y+l+PHizzg1hoS5/JYeQdRKoi0BfYwhX5sGEUJnolYN9njygu6/Mu3rXDNhQmthk80atHph0SRT5RY1o4TlV917WN3tU0kUTTy+8OFf1dvysQE63/j1r/6/eEbv/9vF+R/qwB//vm9NJvNi557ft/9i0sLfjTsi0aoiFPjUu2Owd29J8FLIJCGUAkGStDzQoa+z1JU40sP2wGY3/nyNm/+jgGXndvjnHUDJpseUeK7DnmPUeQRJ4pES9JUOWBLtAaDKMIYB+7A15bhvBTfi/FVxKnlhH0nNd98yuPxQxM88MwUSVxn84RhQ8swMyGYnVTMTvlsmJFsXpewdf2A6aklPnEb3Pf0FFduFUxPCCaaklZD02qM6KYRga/wEisVjLEOBiNJf5jScQVQ7Z5hqeMxtzTBDZf0+M6XLfHhz4c0FyVKxBaQ2iNOAkaxpD/0WTdV49rdXT747h4PPNfh8UM+9z/Z4thSjT0LdUIlqSsrjwLPEPoGhSNyt1syJk+NlXOxtswdpTCIrFSJTYJJYlrBkN2bB1xybp/vf22P118f0wp8hsMW3XZAlGSMnQFbESeeBXOiCimZSHdlkIwGfdEfLf5KoyFSvz7z3k/+xQf7b337T3/7AfzUqVNs2rSp9vVv3P39X/rSV/xo2Jf1mkeSGpuJlAaV2JoJlVoW91Jj9W8KfgI1Zain7lKoQkaBTzup8xd3TfCVRwdsnx3wxld22TSdcO6mEdde1EegmJ2ReEqSph5aS4yRjrmz63KWPNIYYZsCBiON9BLufc7jwCnJlx5ssO9ki5WVOoHwLVvPaCYb1gefannMTnnMTgk2ziRsXjdgy4Zl7nvGSpOtkx7rWjDR9JhoCCabCVJGPHtE0e4rtjXdcFsDo1iycVZw0Y4R35g3tAeG7sCy+MJKyOnFKd76yjmeObzIQ0+tx1cGRIwxkKRWog0jxWDo0e4FTLeavPqKHq+9us/izfPsPwm3PVTjwMmQh/c0EL7H/NBjuKiQQiKEcJpcOJAbB3JDajQmtS7WzMSISRFzzSUDzt04ZMtMzPe8ImLTjGBmQjEYTrK0ElgQp06CJJ6Tjdkm19hsnGTvPXorPUaR/x+uv/Q6edXVL//NhZvfPFy3buO3F8BrtZp34MDBXzp86NC/Hg77slbzSBILbiGFlSbCWPaWFuiea+D1U1uWGqQQJIa6EjS1YJgKhp7PyPdpD+s8eSThicOzCB2zfcOQq3cOmGym3HjdkC2zMWmcYLQ7cKaQJjgNKpUh0vDAk3WeOdggqEkePdDg5GKdmucxEUh2zBimapqJmqFVl0w0JJMtj6kJj9lJWD+dsHFmyPaNHVKW+ejtUywuTnD5ds1ky/ZYthqaiUaMMTEPPhOwuORz/ozNLhoDo5Fkw5TkZZcO+MZjKd2BpNdP6PQUy12fM4tNLt014F2vbfPgc3UOLU6ghAZiV2PiuwSNoD+S9AY+K72QiUaL6Ykh114w4IZLh5xaHPLUoQ61espTBz0efDIkNRIhBXmddm4jGjAatCZNDJvWJdx43ZDpuuaKnZpt6y0YtW4win0Wlu3V0zaGOKno2DqLi7I6n8SxdZzIAtiJIM7NAI+l5Y48cODgv5uZ2exNz8z+RyD5tgH4A/ffzZe//MWg2+294/nn9waBL0m1zU4mqbsXIBXI1OpvJQ2eFHjaXgb91BCnNpsYa6ilhkYqiLXVgqNAEKU+kfaJteFEe4KjD2qkSvnSYzENL0EbbQ+Ssd3qIjuCQtpNSrRQtHs+SeQRepJWzXD+LDQDQytIqIfQrAkaNUWrrphoeHmiZ3YqYcP0kE3ruiR6mfd+vM5j+2Y5Z51hqikcuAXNekqzFtFsDKnV6/gu0BNOFqRaECU+g8GQlaFmOrS12t2Bpt1VLDcCjp6e5KrzRvzC28/wXz/ucWylDiJFmwStIU49okS62hFFb+jRG/i0uyH1WoO6C5ZvuiLCDyKuvSDlba8a5ok0IbSzSYvoOyOHVFurcaqlUDJgOPRYWPFcxaUFc5IoEm1jnyTN7jNA28dZ0J+B2nru0gaxiXDBrHCuDTz5xJPBSrv/jmaj+Z5v3H13cuOrXvXiA/ypJx9BSBFu3rT+d7+x55lzPGmQviJJNakL5lJp75U2Dtg2Urdnr8FT9sv6OovgjbWttLE7wEX5sbYBZKIhCiVpU5JojzgJWYhsBtyYIm8ghC1P9YS9YvguW7mpaahPG0JPU3PatOYL6qHdGqGiUfdoNRQTTcF0SzPdSlg3NWLDTI+tGxf5gy9oPn3nBjZOeqxraSYb9mRo1rEAr0ecWtLsOxFSD2z84cpDSLVgOPK4YEvCptkR3V5oGzoGKZ2+YqXn0WrXmGhM8fZXz7Hv+Gn+6PPbnGWo0TpxnrXHKMrqRyT9oaJR86iHPvXAFo0FQUrgJ4R+Si1I8USKkqnNGguDkLrik2dXvzSVLCzZiQVaZ/fCgVySaIl2IE7TDNAO1DmQLVMn2t3n75FbubHDQZoK4iTlwIFD59z46pt+t15v/MyDDz00uu7aa188gLfbS0xMTDfuv/eO9z/3zGM/akwkgsCeoUJIG1RKQyINUmpSbbOGqTQopUlTUCl4mVXlfOus1DMds7Dy55m95TJzxmTgrn6+rLxWiuzEsp53IA2+5+paPAh9SS0Q1EKbMKnXPJp1wUQDJpspU62E6YmI9dM9tqxf4omDQ/70rq00ayGbJjSTDUGzoWjUBc2689HrIx47LHhkT42d0/bvC0fh2kB/5PHSiwy7tw154MlJ+hEMhim9gabTk6w0fOaX69TCKX7wxkUeenaepw5twp6ymlSnJNq4ZIytJxmMJI2aoB4q6qEm9H0HcI3vaXxls8NKaScVTcHkpf2WJYRsUkjkbpR2qf5Ul6zYVDrnRbiGC/te/jxj6bHcRGZFZiSX3Q9HA++BBx760euuu06//pbX/dzy8nL/f6W/838J4MuLZ+i2l/7FiWP7fqK9fIrQ90lTa0el0n7BjL21EpbVpSFVApUKUmXwtCFNjfOtbZ1ImlIBtXZZyLRUR5InKzILsAxud8BsRaL9PEqAUjZr6blOncCDwBeEviIMBLVAUatJmjVBq2GYaKRMNhOmWhGzU302zy7z+ME+//JDGzl+aorzZzVTDWjVJc26olmDRi2lUUvw/RGDyOBJj1CRa95MosSJJE19WkHCMNX0RtK2zw2tJm93FfUwpBa02LEp5r/94xV+4UOCJ/ZtBCNJdUqaapIkJoo1o8hjOJIMR5J6CGEgqQWGIFAEniHwLMg9z+QAV67IrZAqJZADuPyByQBuRF7TUtS2kIPcHjeRW405YWUA1wWo88fZ8U8NqbalFUeOnhDN1p6fOH/XrgNRFP36/wpG/18D/MF7bqW9fHLbkUN7X7q8cJwwUGhtSKRAaUik3ZQWFvBaIKUFdZpqtBLuSxlSZfKEg82uiSLLVvJqjWNt42pJTPa4iu0C4NI2SyhpM3qetIkPy97SVSZKBwZpJUrN0KxpWo2UiUbMZDNiZnLAxtkVHt3f59/9z1kOHJ9h57RhuoHT3IpmXdKsGxphSqse0e4nfOaeOib1CFyiS4jCe44TiRIeb7qhy93PRHSGNdcCltIfKLoDSaPnUQ9CwmCCXZsSfuMfLPKLH5Y8umeD9fx1am29JHXjLSSjWDEc2e8UhoLQF4S+cd/XBvWeMijlZKMA4WpWBFWgF0yepfgpsbm1FnPA56RUgDp/nr23BrC1u0+0QWf3RrD/wFE+/dnbXnrJxRdv+4uPf/b423/ge//PAbzTWaDVmt265+lv/lavc/rNSdwmDHzS1CDdl5Miy9w5WaIhkQ64SpJqnX+5DNymVDOiK/d2h2Z2VuGQmIJtKNLRWaZSlACuZFGf4Xs2le370gIgENRCO2KtHmpa9ZSmA/d0a8D66bYF9x/O8PSh9eyclaxrpkzWbeFUs65olNi7UY8wIuL00gRS2GVOZCWLaBlNG59N0wZPJ/QSwSAyDEa2Gbrbl9RDRS3wCfwanjfJZTsSfuOnzvDv/hAe2bOe1CjiVJOU6kaiSDMKFbVAEkT2+wW+dCd1VohlAW73i3H7qgzy8mcdAzquMjEzXUxWDkGJ2bPnY1fjUl1Qtum09Nw91lowv9hGqtNvvuKKy9IffNub/tlr5uZPbNzwN18l7v8VwFeWTjLsr1zY786/NRrMUw89e3mRApmClpAo9+WUcF/MSoRsB6QuEZN9wRzM2eZYOgO6KTM35aIpUzkiItfdwhknoqgWVBLPywAuCHxbGlsLDfVQUw9TGrWUZj1hojFismnB/ci+If/2D6Z56vB6tk8r1jc1k3VBsyFp1BSNuqRZs7+jUUsIvYgH9sKpxYBm4KxSYa25/HKvJf2hx+YZwWXn97j/mRb9UdYOpl3QqagFisAPnIae4tIdKb/5D8/wCx80PLJnA4lxTJ4a4tTWv0exIQokQSBdbYrMr1ie52SaJAd5BvCsMCvfm6Ik/TJZiHVbsmOSGuGATg5sXX7uKjkLYBfHuQzs7IqdPUYojp+c48Sp+bfuef7g+zvd3on/Iwx+7OADhL7aOn/ymd84efhBfN+NLE6x7C3tF1OpfZxoC/jUWLlSvpRpDVqJKrjd47ysNQM4du/mjFJwjGOdEns7n1dJK4uUIi+HtU0TEPjG1n0HtsCqHqbUa7YWpVUf0WoOmJ3s8Oi+If/y92Z57ugGtkx5bGhoJuvQrNsqvoK9NY1aSj2MCfwRTx/wmJ+vc95GiloQd05q56QMRh7nbxdctqvPnU9o+pFkENkk1GCo6Q1sdWDge/hegKcaSKm5dPsy//0fneGf/67hkec3EGuPdam2AI8hCm3tdhhqC3B3tbIFWMJtrk5FFlJOZGB34B6/ZaSSAT2TjeMpf21crFSJnQpQF4+LuKpg7yLuihP46h0PoFTwG5ddesFbb7/rgROvvelvtjLc3wjgJw7fz4f+y0289Sf+cMvywpFrkmTZSRNtg8r8gwq0tNpMaUOaM7dBl1g8O9utK5KxGxXGtun2grkxJSvQHYnyZVUK4TKnFAkl5TYPfGUIPIPvG2qBJvQtuGthQiMvtOozM9nl0X0j/sXvz/LcMWsHrm/YBFCz5kpUa8q6LqF2DQcJtSBGqhG9yEcqD18ZlMKxeAGQNM2aDnyaQQwkdKPQtopFmmGU0h9KwkC5QNHH9zRKNZDSsHur4f/6x2f45x/QPPz8RuLUdw3Ghig1jHxDLSlpcF/jK3uSZ61/Skqbm3D7KQN5eX/maf2xYL6QKyXpqLNa+wzEGdiNG45aPP7r70EjOT2/wr0PPnnNwnJnyz//2Xee+OpdD3LzTdf97wF4PFrmH/zrL0/1Oqf+fNg7GtQCQapTpJQonbkmWYAoKposLV+60nLQmOlrKuAua+1yVjJnbpfJyQ5GtuWuSba5y7CnDL7vAO5rAl8TBin1IKUWJNRrMY3aiMnWgMlWh4f2JPzc+zew59h6NrR81tc1kzVDyzF3o6Zo1BT1mrFbqKmHCfVaxOHTmj/5aouwBn7Jqcg+tjGFxdbtB/zILW3+9K4+cws1Blkb2EgzCFLCoSzKXz2/ZO8ZLtwGv/1P5/n530m599kNDJIa61NBlGoaPoxiQy0whF5WQmuvYJ6nHcCFbeZ2V7qMHKycykAuQBgwBaVnBFOWjToP/E3pCrz6ypzdF3goGwwFPtLsSo7i2b3Hgisuv/gTJ06d+b4tm9Y9WYbB3yrAB+0nRJok1/d7nQ2elyK1RGYsrUUO9ALUpoi4dWY14Vh8zCHJQK2F9bR1obVz5i59lmx3lwOjrOYlC3AtuF29i6dty5unHcBt4qMWJNTCiHotYqrVZxj3uO0heM/HNrHn2DrWtTwL7noB7npNUasplxiygWktSAiDhDCI0CT0R3UmA4EnjWXGPATOTmbrKceJR6up8MSIYaIZxCJv5A1HmmGgGfiKwJcEnsJTHkoF7qQx7Nos+M2fXuG//3nK3c+u40S3xTBVTPqGVqCJUkPoGcLEEHiZRWpKOlwUDO6cnuy+LP3Gb8UxKTlaebxUgL5ce14cc1PS7MUslzLo09LVPU7g3oee23nFZbv/eG6hfR1/gzT+twzw7vJejI6/6+jzH/+DNDo1Ffie007CRdJOgqQCbWTRaJAB3pgC4DpjbVEEkyWnpByxr2LuEsDzgyCLUtxMnijnFGS2mO984MCz4A4dIGtBRKM2Yt1Uj/n2gN/80wZ//LUNRGaSDS3F+rpmqm6YyFP4tlezEdoZJ/XQjquohfZE8b0Rtz/qk2rfsqWrvRGy+B5F65gkThVS+Nz8ki6/9/l1dGOfScfitchOo8oY3FfKMbhjV2EwWnDxOZIP/UKbP7t9wH/+yEZOLU3Tm/CYThUTiabuG8LYOD/cxiC2b1OU3BQn7coAF47Ny4xSBnlOPqYgo4pUKdWdm3IOw2RlL3nSrgzqcsCaOmw9+dxR3v/hWzf9y3/8ltc//vSBL1x12a6/XYAPOvswRv+cSRa2BL5G65RUG2cBCpQR6FRaieLAnGbJgbTwUDNZkllMhRQpt5SJszJ3mbWz8tecvV1pgE1iuIPoaVv37el8zEToJwQ5uAfUa31uf1TziW9M8Oe3b0CLCTa0BOtqTpbUoFETDtSSWqioOfauBTq/EoR+jBcM+erDU+jUJ1TkoMl1bVHTZFPYqUJJj1uu6fPBT0f0k8CyeGzyjvbBSFvt7NnZMEqRM7jdP4LpScmP39Kh7p3iU9/oc/tj6ziT1OkHislE0/AdkysIPOPiEpOzeHbiKFcYl0s+6aKc8WxniXUyFs9AP+56FSxeTdJZazjLSJdYPLvCmeJ5rCUn59pbntpz9OekFF/4W2Xw3sqzCOn95NzBP7tO6HkCz3OuiHaBpK1X0NLk5n++GWGdEl0CeR5UZiwuKu6IMWJNYFcAngEb46J/l5lTJs/SVcCtbE1G4KcEQUToR7TqA4LagD/7isd7/ng9h5dn8P0aG+swG2omatpmJ0M7Jq1es+CuO/auBcYFqPaKUA8jljqafhKgPEUgde5SVDQ4xdUtSRSjOCD0BkxN9mmPmgxjaadGBYYgsrXr1tpURXAo7GJauPoRrQVTLcnbX9Plppcu8Bt/NOIjX17PUtxiEPo0Y0HLt00QoRI5yH3pEj+lK18eqIvSvi6x+DiZl4moehyrDF6we1WeFs9FpQwjUwGpsWRw9HSb2+568rpf/Kff/5MPPr7/w9dddf7/OsDj4Smevm0z57zkQy8nObHe91K0EQ7cTnMbgy6DPe+kERUmN64BoUj/FjUPVUlSKnWtANvkO9iyS2lIkAu+PGmH33jZ5qW2Jc1LCIKYwIup10aEwYDnjqR86u46f3LbOk4sT9Os+8zUDNOBoVXTNEJougKsWihtKj+U1ALrnddCG6iGvmXvVnPIV+5W7D/YoJ4lVDJ3ooSQTJKlrlApij0u2QU3XdXlk3fN0q17tBI7PHMUGYaexvN1YfNJWTpxTCUxk6SSzZM9/sNP9Ni1JeaTd0/y1OEphl6dXurR9ARNZQi9bA6MK0JTdn96oohjshNTiqoNu4rJywB3XzBrEcwBXgb/WC3RKsDn0oQc3Kmx/v6zhxfWf+TzD778vf/mX3/44LEFztv+wkun/LUA1/E8l77+wD/snPrLH5PmFL4fYEzswO2Y22jSVKKMwBgLdFNuG6sU7xSWYO6QUHVKyFh8LXCX2VuYCrjtLBV777nCIt9L8LyUwI+ohxFBMKIXj/jdj9f40BfWcWZxiljVmWwqZkPDRGCDszK4LWMrV4wlHHtbcNdc1V4tjEnTmGcOB/TjkJnAXf5lBgpR+W7lQDNJFBPK49JzIz7hjehGHoNAUI+ddo41fqRdoZRESYFQNqgX7hBabW/3eZJKJho+P/8DPd7x+jP84Rc6fPDT61jqtxh4IV1f0fAEdQWh0hbo0srN7DPnIM8Bbqr24RiNV2KlMoOvYnIx9nw12DP2zkCeaEFiIEax58Qyl5xp/9hje+5+8NiZ5Q/9LzH4qPskQfOyRuf4/325iZ4MfC+xWtuBO83Z2jKLLoNal6rRHIOTy5GMsUXpTC+KkSr0ULosFuC2myyxty0gspVynkrdcM4E30uo1SJCb0R7kPDgk4I/uHWKrz06zWJ/glotZH0Ak4GmFRiagaEeWlmSM3eobL1KKAkDK01qfgHywE9o1CLOLCfc+o0ZRngEXgncWWNRpsHzy7Hdh3GqMMbnTTd2+OAX+8yvNBgkglFsrb4gBj9K8wSNp5R1PoQsfnflxLHdTY26YtPMgJ9/65Crdp3gg7dO8vi+CRZ7TYYqxA8UNU9SlxAoY6ssXUlxluGsgrwE9OKCxPghy+WlEVXmprCHdQnw2eMM5EkmUYwgNq752UBsbB3LPY/sD973p3dc/j9/9Ucadz20v3/TtWeXKi/M4Mlh4s78dyrR/WfKnED4oUvOWBB7RpKmEm2kaxXLwCxLLF0GdVlvFyBfxdglYNv9aGyQMw5soRGOuWUJ3HZLCMOIwI9Y6SXc/qjk019v8sUHp5hvt1D1GhNNxZQPE4ENwhqBoR6Q14Vn4LbSRFlpEhhCB+wwyNyYmNAf8cQBycIgJPQkgbQJHlW61GeSudLRngrXAeMxUxdcc36Pz90/TT/xGSaCWmwIIuvfe54NNtXIWbLSliWXWTQHuBYWIIlHo+bzfa8acNNLlvjSg13+6utN7nlykrlug8gL6AcKX0oCKQglBNJpc1FYrhmLSyFW1ausCkArSbnSdy6dhFlgmaX7tXFNz8bKkQzYiXtdZwIezbHjpxn0dvyzv/zSQ3e2u4O/+n/F4MbMAevX686ffK+O78X3EpugMBKjM1ArlJIlOSKd1s6kiZUqBidZEBXNTQXgqykhr2zLgskM4FnyRBpbvC81StpC/sC3ciH0Y+bbCV952OMLd7f49H2TLHWaiKBG2PJpeYIp3wK77hvqGbgDQS0Utj48kNR8O1CnFpCztwW4tm6MlxD4MbVgxBfvDzm5XGe2JewlP3ch1gjMcolS6PB1Ux7f/bIen/lmbAEeC0Y+hImdJuVH2lp7pTIEy6olkFMQSeqasLPf36yNeMdrB3zXy5b43H09br27wd2Pt5hrN0hUwCDw7Jg8KfClxBOW0X2JbTcUwh2HQpuPlQKVjmWhySsgzwBOyS51IE6McCAvg9qASV1iJAWTADF3ffMRrt695Xv/7c+86Ru3HG/P79y29qK0ZwX4qdNzpJidDfSPzdSP4XlNkjhFaeUArHLm1kYVDG5kAWb3WoW9oWQDlmTJWFBZLnstyxLhOlFkxtrSzjMM/ISwFpPECcfnDc8c8fiT26a475kWp+aapGENr2UXcJrwoOmlNHw7V7vmOnosQ2fgthV5FtwiB3gYGEJfW+b2UwLf1q48fcjw3OEaQvoEilLGUbggs4D5KhC6hE+Selxy7pDLzuuy50Sdvi9pJKkFt4LIMy54dlOrpESSJWWk/e1lS84Rjy0L8EgSn0HkUw9HvPPmEbe8ZIX7nunykduaPHukzuG5OkkvJKl7jDwPISTKzWX3pLQ19cJ25ufShTWVCuVDmteusJqxNZkcyUqfbaqfvP0wBe2AbVL7WxLNqf2nmKlFPxbHZz5Aujz/N2Lw/+vDn+Xnf/1P8YN1al3rABdsmuSmqzSXnRe7PyQw2vbm2fEMynayG+HuZaG5S03A2Ws5yClAPr5rKj53xt7ZgE5hge15KUolCJVwZgluv9vjucN1br+vwalOjSNzDfBCVMun4SlaytD0DHXPgdoz1HwIA+FmjBfgDgNbBxL6ktCHoMLeKaGvne2YUK+POHAaDp+so6Rn5YksX9oZ08pjAVbeCuZx3hbDhZt7PH1whn7DsnjogZ8Y/NhlZ5XOM5C2fiRzaWS+T7UppKJNwrlWs1QRJz5hFLBuIuL7XzXi+ovbnO61+eq9IXsOh3zlkSZnFkOM9ImlB0oRSQlupY0slS8RRXFWGejleYhjIC8Y3TifPKN7XWy48lOjLd5sWSJW0adcvivilZf0uXTrF5Htx1RjtEza/jPU5Du+NYBrA2983S0bH3hs74c+9LHTwpebOG9HxNYNCT/xxj4XbY9pNjTbt8T4WiKcPDGOjcpgzxm8JE/IAX4WcOfBTMHaShqEa5g1KkUbzfw87D2u+Ms7Gzy6L+TI0TrdUUg/DcELkE2fmhI0PGgoTU05UJerCX1hnztwh67MNHQgz5k7q1/xU8fcFtxhECOJafclkQlsKlxqO/xSVD3wMsOarCwhawNLJXHqIYyi1YyAEYPYZ+gJ6olxZbAuOaO0dVLy2htZKgWQBaDKfyOVOcD9xI1Rjn0CP2DdZMTmdTGXbR/RjfocPtbm8X0Bf3FHgz3HQhbnAxLjkSiFFipv4LbpWXv2Fg3eYuxoZg9M8cw4Pi/p6hzcunistEaZlO1bY5qNlIvPifnx7+6zdWPCzu0JNfGkEPKiD63bcsPN6KUz3zKD/8uffJP45Fce3rXQjs4fxoqBH/D4gYAn9mvufqyBkpqd22K+71VDrr1oxEsvj0m1dSGm6kDO4NJmLXMwi1yenPXCJrRrN8u6vjWjxLDcM+DD0ROSux4K6AwVt91XZ9+RGr00IDE+KB+8ABUqAiWpK0MjA7WyTkGYgdu1qwU+hJ5teggDW55q2VsQBhAGhYzJQJ7VsmTuyYmFlL+6fYK5dp3pyUyzVtm7RGpVFs/7GyWjkc+6GcVbXjPkzsf6HG836AeSRiIIYoiUwUvAi3HSjEKLUxoFgSxKW/OMYNZKZif0JqnC9wqg+16C78e0vJirL0i46vwRP3jLgOePSL50X0hnpLjzoRrHjwfgSRb7HsNYOUBLTHaJOpu9UlgrxVlOSYqgEcYwVU9pBprUaF56RcS1F434vlcN2bktQQloBWCMJNUBaZoQR/3zlT+xy5t4wxy8Y1X2ZE2Azy116uumJz7y9UcPN0y9BcJqIWM0ncQHNI/vC3niuQab1yds2xyjU8O1F0d8741DjLFNpDMtw+7zYmqh+w75EZasfbOBYzQSPLlX0R9JPE/y9CGfT3ythhGSxa7P0WMhiVFo38coD3wfKT2klIRSUJMO1FK7hIatwQhcmtrPezHJZ40X4M5kSdYQYWWJZW9N6Dn2doAI/RF3P6m48+kmIlCEKhtdXHJPxogtd5FKtTlZZ/po5HPjZUNeeWWXv7hzin4SMkwg9CBK3CyZrNbGOUhWMsgxnZ8xuagGtO5qkfhu3EOq8FOPJEmIEh9PJbkLpVTClTsTrto9IkVz7Lt6LHUERgg+fnuNpw76eJ5gMFI8tdcjGilXc7MG0Mvgxtb5h6HFx3QrtZWD2vDmV4946cUROoVtm1I2rTcQWUmstZ0qnBsduobpPNtoTrzlIzrtXAX0vyWA3//kYfYfnguWlobg1araSNrHRmqMrznRNpxYspeWh583fPDW1H6BxLB1Xcrrrh0x1dTo3BA9C7YdCqSElZ7k8/fWWOophLSSh9QDoWxbUE2BtM+VsFF/qKAmDaHUBM7X9UvA9pUDtms29n1B6Al777peAle1Z9vYrDQJAmMZP3Cs7Xxv38mTKIl55khAp1cjbElC6QqscjuzXEdYHOvME85zB1qSaEUU+6ybllx27oDQH9jalEQQJjbQ9GJT6sbRtn47P4mykC+zYmVRxZeXT6R5LXriSVJfkqQpiVKoJMshJHkuwZMpUlmHasfGhPO2pAipeenuHsbYgraVnuDz9wSsDISbfyj+msjTfqappubml0ZsWWdI3fpjUlksGCNJE5+4VzIvSjGecXa0SbpE/YOBSqI1/9wqgB85ucRyu/8Tv/GhL8/EUiKQLqotX1JK2klq8EsDd7KfCzQnlg0f+WKzaopWUV0FeCZjpIRQgC8xmebL721k77msWyiMlR4uSRG41Q38LA2tTN7Fk9VD2y4XUVoOxYI7kyaBn2l0OzvFzjLUbvxC6maV22GdRxY0X3uoASogUM4eHAswVxvH5eyecBk76YbqeCSpzy3XjvjYbX2enWvS9X3qiS2U8l2RVPY3RG6Z6oLBx8oCbCyUuRfCNqi4UotUS7xEkWQLDqgU5Sm7CIG0ILdLoqREkUZIjRJ24JKVkZpGoHnn6zVCGZezKOltcM/LX96dhBqSWBENpZshKdCxyIFspa0sHLhSTFe4doLewt0z0zv+yU8ko7kPeOGGFwb4J770MKMofuehI6cnatKghTsAWcod5YCcgVaXwKtLwYQBZSCAs9N2CeROy+WIyKgJ6Yp/bFLak3auSSAMfp55s6zmZ7Xfrkw1e+x75N0sGYv7nsD3s55F5VaPcLIksOAOfEPgun4CP3Wed2rrWvwYKWOePSw5cKqOUF6eIMnrRMplp+6rVuoxsg6mtKhLSVLL4uduGnHxzj57zowYJD4DT1BL7RxHLzF5vbt0WrzaMCzdIRClq4Usmgu8zH+3m+dpklQ6gEu81AJcqtTd63xZGemcrNzRkhbUg6EurFwHckFWJ2OqxzoncueoOQOC3IygZEpkoKYEelFJJKb9kxP95QfeKYT/gRdk8PmlDlqb4Jf/+yekSiKanslN+dQU/mXqUuwad5mAkt1T+kLljtWzAjv7RxQzBHHd8O5xllXzJXjCFgRlhUxeCeBKFSAvNpEvXuW5+6yrPvClA3kB7mIrOn+CUpOEDcYswGMTc+9jdRaX63gTiiBLc4+nuNf49hWQm5KboiXDkc/MtOQVVw346kMjukmdQapoJMWVyUuNm1hbTnzpSqBp97zIL7hFw7POA89EC/xU5pWXFuCu7kUqEjcoSIrsvshBlI0AWclVZAAvstClb145/uVpWhXgV5y3clFehreimM+g8bon5YadPx4kUTvygiLpUwH4YBAB5r2+4lqPFKmKOm2bhTR2gTDnb2ZjdzWlKkH34YvHL8DbpURBBmaVpYcdkO3QzmJofrbSsRIFwJXMRiHYg29rwUUF4LbhWLjO8nGAizWA7eSJp/F9uy68lScJgRcTeBGnlzSP7KtjVOCyf+XV4sYKk8aDzFwnl8cXi3z2n0k9rtkdMzvbp7PQoJ/UaSiB77R4Psg0G0uNttPE0KU/JSuJtaL+wy1869nCOK3sfarslihpJYoyVqK4yWTZfbYaXtY6Vy6byFi7KI4rSK4cd65Sq+W8SJYEzF7TJbA7cBd1TdnoCnmt1tF7gX92VgZ//OmDAJuefu6QVGh8JYvS1lLjb17A7kA/npLNzkQ9/iVEztXFJrIpVK6+xL2WgTrv0imDvdxzKSywc6C7bnHfFfJ7OXvbgNK2bMl8s3qcwj70NWE2Ccqxt5+B3E/x/QTPi5Ey4q5Hfe55ooWoeQQO4Ln/nW+l9q9VDF6wd+GJ26RMfxDwisuHfMdL+vzpVyOiNKSfSmqusdiToJLMB3ddPolelVTK5IpGuOSKoChNtUNStSesJleC1BOo1M6uUVqjUpmDW2Xgzk9knZdMyNIwTzEmT4oT/eyUlzN5CeyUAF1Unoq8OC8DvNaG3vJB2V/Zv2n89+YAn19cYd3M5O7f/O2Pbx8N+gQ++SSmHMTlghkKWVIGckWUjLF42Q8ugzuv787LYEtpYJGlvUuXfidVbGdLAfZiHEI2+6M0B8R1kxfzQQpw50GlV3Tc5/P8Ssztewm+sgw+SBN+//OzRCLEk4ogq0Uv5UCK71i276o6PDtwaZZWdzZemnpI4/Mz39PlM3cMWU5r9NMa9RT8VOCloBL7N+NMqji5IBgXAiUm9xyLe6453LPjGnxPuDklto0tTY3LlhqUks4Z0khVAreUpb9bJOXKJc1rAf2FbqulSnG1I39cZnaHy+GIzvKBc7df+MOXxKPOs344UQV4EPgkafqTi8udV7bbXULfKwG72pCQDUsrV425r7Bm72QZ/HlYkRXslIGeV6xRBbrI5guWZg1WNlFh77wNK5sB4uSJ50kH8qzLvCRLHLD90hy/wLcs7vvZahCWvf0w4tmDkpOLNVA+Sgqrv9dg7jy8EGvvD5PNh3EaXKd2KRY7kthn80zMhdv7PLi/QewF9BNBTQkbbEoLcun6PmUylgHOE+WAcUyeFzyVe2Td31faMrcHqdSoVOS9rWn2N9Js5Ju0zJ1boqbK4KX68WxE87cC8ILNHaPncoVCnlBmdHcf9+ksH9wAnCuEfHYVgx8+coow8IlGQ1vLrCj90qLnTlcAXa0ce2HVXe2ELzO6rAC8XJpZgLs8RLPI4FFIFiVyFleqGGyTL//tAG4ZnBcAd9GgPM7enrLBZZTE/MkXm5yaryPCTJ6UB1qWsphUr1pnawLIHJWMwbVWRInHlvWCd313h6d/v0UvCRmqkEFqa1O87LsnlJhUuMBOY10pnR8ZjSuCIws4s8Is4fxyK1k8N17PkofOx17bEl1NuckkP1b5eAxTZfCSFh8//n89wMtBaBHfFf2fVekyHAz13PHHdJoO8/+fA/xjn/oqSkoOHT5G4NlLU3bm6DUAnf3xF4b0GgCv2FllcFfLMMsgqQBcFnMPZYm9lRSOtYs5hNmmspFtStrZKBnAPeNGSZSY2y87JgXIfbeeTz2M2Hsc7rivQSwClFSEsgBbBdyyyuKm1JhZcQLG+lhT15WTJB5a+7z25SPO+XSf547WGXm+TfxIF2ckjJ1UprSfHcjdDA5jSvahKWbPpG7+Y6rBc9MRvNTNL1QS6QCuBG6OShFM50SUOzmFLCkzOZXP9a2A3OTUUMjdMpOXAlED2mhElFwwf+qx1xiTfrkC8Mef2stVl+/m5//d+8Ioilx/XqGxVzF19svLnP1C2gT3pd0QmZzVxmVKhcHL7C1WM3kJ2FIVqxVn+jubRagy5nZTZb0xcAf5Zp2Tgr21S+gU4Pa9GOVFPHHQ40w7BOXbBZ5cB3+2ROK4L71WkIkproyFE1DS4mm2goLHxokRV+8a8NyREToN6KvQeuJZUqlkF9q0fTFIkwzkmVzJs4GZNALPPfacPlduBJ+nrSSpDOrUpavUONAr4Cb3yMtlz2WjYW37kOJzrsHq4yDP2V1DHEWMhu3wD//TzzN/ei/rN+22AO/3Bzz+1PPv+MKX7/m5J596Hl9Vzdu1RzgYxq2e1Xa+ey6Kc7FclzEOgHLtRqZhq8AWBUuWZUrG3rLQ3coxt69kPrbNU2PM7ZfufYOn3FrvXnFfpK5t03JvmPInt02xOAoRocITAk9qG/TK6sk5Pv6svJ+cUrbORpYcNtlMGdcO6EpbJxse73pDn8/dN6SX1IiVz0BaFi/qUsqBZim4c4GnLRLRNjOY3ZenGahMtth5KVo5sEsnYZQhFcUCBrnuFwVzZxKlCDrFGp9lTKrkRF28XoWVqOCuTLBFmsVeCZPhiClv+uf+40f2PpTEwz/LGfzQkRPUa2Hz9Jl5X6cJQeBXpUjpDHpB1l6DvdfS3WXQl9PZWfH+uDQREpSbm1eVKOXxY2WZkuluWUn6+L4b4ZYBPH+cWYGZJNEO7CmeS+z4XoIfRnz0CyEPPdMAGSCUR02ZSnAp5PgVyX45MYbwiouS12+PraSQZul7n+suGfCO13T50K11tBcwkAG1PNFVCsDLwCoDx2gwFtxZqD/eRqiNY3MJnnFDVF1eQekyuIslIQsGLyzdig6niKfy479KjxtW0+LYrcTo42xuH0uSJKLXXfC7KyeaiatN8aAoucwu8UpZf3DtS8QalH0WgJc/cuWS7V6ojF1bU6KU5nNU2DtjblllcNdxXg40xwdvVjR3WZKokuftOb9bWVvQU7ZxeWFJ87X7Wiz0ahD6eEIQCFOMh8j8aClWsfiaxyxn7XKwV7YMFam2C6lONyWvfXmfz94z5HQnJFIe/VTkTcL5fsl1rws2S6ahyTW51axZjUr2OTxTGnNthGNvO2ovLQX4mYtVnYRVJJ2KE6zqpFRdlWpMZl84C6DKcxFh7SAUu9KEMcpVUtr/4x0+cpwtmzfs+NRnvvKm+bl5wsBDyarWyX61KX2ObyVLaXEsVn2Zii4VYxulEWKlkb5Z90q+YysnpVhDplBlb8/gVVi7vFn2tnNUyiMnHIOrhMCLOHRGsOdQDUyQ1554WfA1HhyzOpmVHyBY7aKUhyXlCz+JvABL43HJzoidm4acXqpjUsviQVqUB2SZzSJdLnKpUByxTKbgWF2UgG7ZW5eA7klRTDDLZaEhHTupMtIR2rgrs7EnOmW5Mj7q2lQwkvsk46RgygLGYXGVJhcY47G8tMD0+v6bLrr8dV9aXjx5xDMG+oPRhVrrN83NLxDWgmrzRf6PeEFQVwA+zuCr2JtS21P1cj4+bKbYiQVz59JE4qyrsQBzDNx2hNtqcHv5ujWFJPGzey+ri07x/QhIuPuxJntO1yG0teeBLGafjLenidIXPhuJl6VeLlEqUkXlMiUa+lywMeKGl/S5f08D0oBEeQy0JExXuzhlHWyZUZSOoM51a3WJEjv2WhvhNLmd7a6kBb6Uxt2LErApMTf5CSalQKTkzJ6fcBUcmDXJ8GykWeyv8QA0i/A82iuLaKPflCTD30ZwxMt/ec6Aa+jtteTJ2B9f9TwHuSgAvxZzu/fz4esO1BnglbvkF0GmqLB3Fnhmnz0Hdz6bMGvzWoO1HWNn8sTL5Ek2esKL8VRMGEY8eljysS+3GEUBNMryZC1gZX70Wm5BdlCK+yLIpFR4VVrRzDUlT9Y93nHzgDvv7/PIgQCjfIYiYCBcsJmOsWUuDcrRXMkZy4+xzkd7aFeekUkUJd0CBmNAL69/JKStmi5bvNnxRDjZhKjKE1Fi8pLTUv6oZyWGcTyWGF6bkl9lwEvimDiKQBczo8u/5K+7rRUeVM/KNeQJYkyaVEFdsLjId6TIAe6GtotCjsgs0FJFUJQNns+YOwe4yjrTHaO72YW5JFEpyktdZ0tCEEREScqX7mnw1JE6+D5CqKI01q3gnDsY499tDZBXwJ2XP2QuRnW2TD76QStGI59Ld8S8/hV9nj3aYJBEaOkx0IogLUoZVIk1ReVPZ7lkU2mwMQZcFTTKaIx0YJcSowrrMHNWpBFIbf9WmluGIg8wpRAIXb2KjJNbFRulq8sLAPuFMGh1urEL0caaJI5JkgTvzz/+WXzf58yZecJAWf+7cmZ863+wfIUR7qiuqb3LDFe2BWUV7FkdeC5NRJm9KbE3lfsc3Nn45BLIvdKccM9LnRWoK/cFg9vM5f6TcOvdDeLYsreUwsoTUS2NzRZULn+vzCLKgVZOmpWAXXUzzh5stmqK73nVkL+6a8CeE5bFR1IySB2La4PS2CVlMmmQOnmQZkLT0aSqfg5POW9e2c8jnXWopMBIq3S0LOp/pHRgF1Z7y9LxK4MdCrCPmwuZuBBryLlvrXalSq3GKA4eeJKF+ROkaYJ3+sw8Ukr6/UE+isAUJ1NJooxReumvi9UvneUsfSGQi0KiyCwyL2vvYgUCpQqrsMzaWROAJ3HrQWbdPQXQPS+bEFW4J37ezZLkwPa8GF/FJCbhM1+vc+/Tdah7IDx8KfBFqXNnPIO5Souf7eiISrLHjM1UrwScqUQrxWjg8/LL+rzppj6H/rzOSPvoVDEQPn5q7VSVMWea7ePCWSlOr5KqzX1wuy8zX1wZnYNdG4HUFuhSFqxeMQGMfayFQWh3LKFoqxs//mPktwo7Veyusf9Wy2ZjBMNBD6M12mi80JdIqUh8wcgxpRn7vWt2wa/xIYoPJvLnVf9bjIEgA/jYygJijLHLHngJVJWCK2UbHYrHY5tn5Yi3xqZUkdTJpImnEnwv5sBpwR9/qQVeAMJHSFmMNiv1XuYHOmOrVUdjtdWV79fKHO1y+r6U9HEsnmoPHXv82Ov7fPbOJs+f9kF6xKliIKWtMsyuKpgxtixfj0typVxzVKr7MMYgjcA4O1ZKm9KXxq6FqiU5qKUrf8ks3bxGBRzYi+NcnoibuyqlfVa8Z9bafRWAj+9jbewiu9JTGA2el2tYa60J8a25JWLs2apETnZ2lnRpAfpCk+X10nnmslgnpszasnxpVEVgp7IZgC6oVFm7Wrboaf44CyhNwdp51jKTJJa9s8yl8RI+fVedfUfq4FkgedIFl6L0eUQBaln+fhTb2Q5MUWNfmr6beeKrun3scKA48bngnCHf++oev/XnNWIVY4TPMJX4IkuxZ+ApSiTKwM4eGyNAlVZoyE8+K1WkAWO0lSKZ9pYGIy2jl5Nx+WNd2g+y2DeVoHc8TlmTwQswfaseXrbKskrtPvSSNKHm14QouRN/XYA5funIn4s1NHf2euVLilX3xZk/JlUEVYCrMoObCoOrbJh7WX8rU/K3dS5PPFX43UqmFEM7LYv7YcRzRwV/dFuL2M1cEdIGl7n/nVtj7nvJ4sAVZ/Pa7JMBSVOUr66lyTOJktWnpMr64vVA8ePf1eeL9zR4+qgPMrKNEqm08ilj8QxsqZMqZZAbbN/sKibPPoPdv0aBNAapJUoWS8xIYRBOg5cDz8IRK4N9tSzNgLuWZCmT5DiJnvVm3KoRBoSQIk1j1F/8xZ/t8j3vj59/fu9GY0wpqFt7Uy/wvJw+Vzn7uvcy10NK95rMXREls2mpwi25J1bra5XVe2fgLVmCXuGSZBnLtcBt3ZJqQZXd3AxxV1AVeBFKRnzosw1uvXuSxKvZEXDSo64MdTeOwld2JIXnOvfz9rgsk1rKqiop8xp15ZVcn1xmZatTZN9Xl5ZjKUZE5100aGamY+ZXBHc/GdrsnbCTp4SwDdqrE06iSlBClJOEZc4c85kNq4Lj0glRrY4ck2DjZQl67DmlIa2lScTlpU7Weny2zf6M4bIrX37N9a+45Tbv8ccfbxw7dmJ3HI/wPB9e4FIwPt+DNc46nCTBMUh25pW1lhxj7uy1IvouXe7KEXuJtYuFpkoLTslCoijP2CIoB+psffYKe3tpLlF8N+hGqRg/iDlyRvDJO5oMtW/liVB2LEXeKlftMMpkSsUeFcW+yR5XpECFfESefMkXCXAypdyvqZXKpUrdV/zAa/p89EtNDp32QMYYoRhoD1Xa7zYucEEnAjEuV8pFHkZglEGVWRzh9DgoU9LhEoQxGGGljM4SPKYaa60Kvln7cZW9RQVfqxTEWdlc0OuNOHH82O441g0viVN0qnM9+a2YgqL0F1Zp7rK+Kn3ItaVJtWpQlICyWp6YSnApy+CuADxbc8aUwO0YXGk8mVUIansCqMTN/igCTK0Sfu/zE+w9ajt2kB5SKAIBvrAd/uXRbLJ8sBh7fJb9uRa7FYs3lfV3BvayTJGk2k6L3X3OkJ/5ni6/9KGQNI1A2BOgj0DlAae1CKv1nqs1ec7MDtAq+4yQJwCNwelyy8ZSWgtaG2sJaveaFoUO12MAL2vycQuZ0j4s46sAWbFv16JiQbYfDQaNl/1mIWyxEt+CmK8APAc2a2jw0vOK2S/yudnVEtnVmnt87UupsrnbpqK9ywBXpWROsVaPtiDO7lWaA1upBCUTlEwJGzGP7fe444EGw9QtZi9tfU555kmRpjaVk3b84K2KoEr7sOxBUwJ2PuIh0+BGl2bTiNxRSRLL4q952YArvjrgsX0+tGLQHgk+Q2Fb2ypltCW2LJ1uubxA4VwdkYNdufelNC7YdGwuHJsLB3oXRBojVgFblo6/HmfxcSWwVuA5xr0vQOB2ipq9VuF5pQ5zKc/638YCy4KXijOtAHyW4MhB7gz+CtOVykor9Sd51ZoZkyem1K5m3NCbtRlcjYO7HFDm9+41Nzjf82zWcm5J85FbJ3j2YMHeQlh3whel5E6lZmYsiBo7EGvt1Uo2kzJ7l5f1KNelyIptmKaKRNq2tkt2jnjXG3sc/0jAXM9qcSMkI63whQv+8s9iStQ0XkpXMLkq990anGSxIDalxxbYDuiOlHQWgOYlA+NgHye/NRh9DcCvJtm1b0lqF4+NE/CKUlOXsTrbRTX7I3mdgFjzA+SeZqb/KmCvArlcaJUBpugWyRjcOA+8kCnKdXbnnSYqW13N5PM8MhAXW5nNi0YGlSV2lB2oefvDAX/y+Ql6cWBnSQgPKbKmYmHHlpX6RcdtMMbAvibdlFPkTgNXAjeDDboqTF4CeqrQMkU7Fm/UE370e/rc/0zIX94egHJSRQgGWqLSota+YO/xAqwC5uWZLcoUksXqbpOfkEo6aSIzO9FOQpNuIloGcun+XuY0aShS+KzeX6uShGuA/K8DeLaQrGfXFTe571xh7LXE/fgfK9s+VM/G8UTP2jXfGcBL3fQlCVBZ8UthAVZi8apMcYPxcxYvbSUrsGoLJngyxg8ijiwbPv6VJoudwGUtfZDSBpfluu9cTo2vRFYIt4pCGat3MBQlzhUnIgvsKC/ehVtRQxeWoSlS+FJ7RJHP+smUH7ilxz2P1Tm2rEBGICQxthgrl1LOE1+rAKv4gCb/gBmbO7vcaXD7+6xV6CxOmTE3Yzrcgj2XqMYVXo2XNGB/J1Rxk5kUZfytAvfYFTPrIRbCNTxknrMNMsf+79j1VpR/51hQ8EIgH9dbxSW+NAslTxqUNHf+OGuTKoFbFJo7s9E8uRrcFSaX2eMk19+elyBkytcfDrnjsbrta5OeCy4lgah2zajyZy1Jrsp+eMFMTwH0MsjHV3wuF19ljorWZXBrlFZWrkSK11094lXX9PnLr/noNJMqipFWzvVxa+ykwlWEO7CLMZBLSvrbMbm0nzhjcyNdV5Aw+ecWApvKdzJGiEyXF/snc5qsai1qVYTAMXsRv1USPGIc4AX4xvskiiXhwcsH4aiCwctfd9wlKT8u/8FV4C4f8NLPlAFcBnsmR8rAL1bezd4rml9zf1iV18csgVzqitb2x1LxdiSZCy5VzJF5+OxdDZbbQV5zgpR4AldYZXKZVAZ3BeSiiuuzkEyB7pJdOD4IaFWdtimqDFMtbdLFWYdKWhafmkx580197n+8xsFFl/IVCo1gKKQFN0WVYSZSVnf+2FgzA3TmPeSSRdoA1MoUYe1Bx+aZm5IRk8l0uLYNEFk1ayYW8oBTFiW1FdxV7ssSZo31QdwLSWJIEju8yJMlkGWzUCo/Py4jRRX0FWCPPV4FbJFpL9aUIzmws9elKVmEBcCrCZCS5i4tBlvIlLTE3NljF1wqW1QVac3vfGyCT93ZhNoYe8tioE9VWpmKA5Rd/vN9tgbQ1yTysiFuKBjSuDkmeqxGpbREeqpVvuK01Ip46PHW7xhybK7Nr/yeTz+NycZOJ9pniECVtS+GuEJWRUYzT+xk3rjMDRaksxCFsFQtpAWycUDPAtFCh7t9ZpxscdZimSidD1EKPEsp/TGyXaXHszfdZy7WA7IzXjBUSz7XPCBjH2gtBi8+nA0gye7Ldhrl4MysKVWUNKX3y/2OGbApzcszRRDpZud5Y3Ik093ZVu6U94KEp/Z4fP7uBqn0LXOLbLg+laaGSmks5RN4LFgaI4ezwTvvqqcsU0osrimq+coVhkZWXBXptHiapiid8KYbB3z0tiGPP68wMsKleoiFx0A7mUJJjzuJkskkcjlSkibu5FOiOCeVsGgWBow0DuSUrEKTA1q4EwBRyJmzEeIqwjwL7gpcFlcfe85lDo7NJleq8ladIeNny/iZt6buNtUDLqogFjnAy8A2FYuwLEvGmTtbtttKGAt0L9PWOeBLzF1m75L37amY7tDwwc83OXSyBoEH0lmDUpTGIZu89mRVWWz5YIzvC85+M+UHOUNn2tFe6stSZXU7W2YdKrTWduUGrUhin52bR/z0m7r8wgd8OokEEYOWGCGJkPnqaJKMzdcKNkV2SXFgdpCXrtvHZHrbOGa3ADayqr2tHrdgN9nJIsvZbfu3pXuvUqtCVnUoxp5nnzADY6n1zWQzFrUdgZHPBimNaxuXJav00CqAmyqYx8Ht3q8mdcrzM8adk+y1bA6eySVLecpptoxH2UGx8qTseadjoE5QMkbJBK+W8Id/3uQTX2mReE6aCKtb85a0cuHS2OccB7u1Pcv6jVW+eBnh5dar8SKnvO4iB7IpLQ1o3EB722qmU0kqFFJ6NvCMU37g9X2eP+rzvo+5NcWN7T3T+IyEtLXceYQmSge+1NBrBEY6AMtMl+PcDndCykwBOAbPgkt3DMsyxThZUzB4MTclG2S1JpOvyeAuv1LEoCUNroljQ5xoPErgG3dRVmnwEmBZ40OsDiyr49iqz1cHlJkPLioBZtU9sYPYSyAfA3dZZ1fXrrdWoZQ2wAzCmD1HFX/+1SaLXR9C5QJLDyFd2alYe6B9RaaMSZLKwamYhmszuMk8w/IUsQxcpgjmsoIkrV1jcDn5I6xM0VqjU0UqFeubKW9/XY8vfLPO88cVhDG4FTRS7TMgqy4cZ/AM9DjGtZ9BlT53xuYZoDOga0cGQojcMpTSWoyyJF8KcJev9Fn8Uq4udPuvbB+uwdpVhWHIrG8MeMbYRVwFuMtElb0zq+aFWDy3fko/W93MmNtg1gwuz8baxfPMOdEVqeJllXd5+asu5Ihb6ttzqXhPWmmi0dx2b4t9h0JbkigLBleCfHmU8uD9cb+7wkIVhvnrSzvLb692UsY6fdZsaZN2pQYtkVLmqyZLoZCpR5yk7D4v5g0v77P/Uz5p6nShtno8wWMobNpdaMeG2oFcCUxpJrbKmB1yaaJy3V0khqTIzqHCQakyenlflclOsGYzcgZ2kzG2A/YYBitk4p57nsT3Fd7uCy/vKyX3nji29zKtk4rvfTZxv/qAVmt6CyYfY3DM2YPL8spkqvS4ornLGrxUPpoxtcwSPWkhTxyoc1tQJfi1hM98I+R9fzrB0sC32tsFlkVa3g3XF0WsUI4Ziu9URPFVLT6m89Zi8HGbsMTqGYtrbWVCeTCQ0QItxuvFHYNLV4gVa2Zqmnf/SIeDp3w+d5eEugV39qljoXImB2FRm4E8T/oVBVrGYK0Q972MY3mjHdArgM5kSyZLCmLLiSH3yp0Oz/dfwewZsIUwhd9dkSnFHhXCfpYgqLF9+/a9V15xeV9dcdHsUqc9v1dg3pUkUT4abbwMNC+AGvOs16z8G3vPsm71cT7UXpUCSDXmcytT+NvlQqpSQOnlMkQXFmAeUGrKjQxKxfh+zKlFwfv+YpK7n2jaeW4yABWA9PCUoC4NYamxoTz7pLxsSnU2eTEncXwg0VpjLrIOmKIzaa19adbY926Ca4kAiudjswkxrJ9KSIzhvmcCuv0xX7Pkp0jKV57yyP7xy85Yb41Z/UNmjbeyEoA8Y5ufyGLVyW7/w9jrprhSZCSQ92SW4plUa8Jag7kzi++8+54HHvaUp8BoI1wKPJMpq1m7rIMYCwhM5fW19Hb59ZwJxw6UEoX+LuZP6wprF2w+FlxmTkn+XpbIsbpbSpuxjKTmT25t8cmvNgtpIhTIEnvLYmJVvozKWEA5vmX7bNxRobSv8mNX8ZmrDF5ePaNSSqurbsoq61AWPZxSSLS0nT8yTvmB1w146pDPb39EMUxl6QMKG3TmDn6VyfPSWQfRTGsrrGOiKBVfOW/buONntHAyxbG5Y/CM0TP2lhXsiLNgyp14pixZMlyWpInJVgI3pDo1ylN4WtuVaw0iB1ZZilTux4GeaW/cBy0dTLlmgFlK8sjyJb8E6tIw9bL3nS2bUQ0wS353FlTKshVY9r5jEAlffyzgI19qMUo8m9QRDuTYge9ZcKmcRKlcxVbVnqye7/ICqmQ1GZbozWSslQEbF1ji3BNMDmQ7RzMbg2xrVIyWaOmak4VBaLsKWpJ4hA3Nu17f45GnQm5/zM5bsdkZi0ptPEZGWC2+llxxn1hlwafLYNqPbJxMyQDuThPnqmTuiXF/MkvR5xZieR+aaqxXWIZniwEFwlQNj0wiSVc46Nkl4IpKvdUMvsYvL51lZeegfNZVWXythE4J2MJUAF/1v/UY2LOA0i5IWmbuMrilA7Z0nTqel3BmIHjfn07wzIGwWC1Zepa9XVq+GOZTsgRLAC5fmQoeZNUlPdeQL6DBzdleW5W2N6uCzWLL1r90WlwYB3RrHQrhEQ9TLtsV8+4fafPkHp/TgyqLgyDFYyhBGAeadDXILRHafVMGusEU4BZUAss82BQU2coc3GXMjJGFGSfT1SXaq2bNY/dVkmqSxOYGvA0bZlDKo7OywPJiF+EQvmakWhH/5WDTrBlYClYDuypRxpfAyKSJztPzouKg6JzFpVwD3Hm2ssTi0nrfUWr4o8+2uPPxum2kzLKW0sOunozr2CFfvjAbA1G5CpVhMS5TSqxejjHLGK80dJuqNKlYhWvWphRAt2zuAk9RSBQtHNiFQkuNNopU+8jI8JorI37s+7r81sclo6xAW+cfnFQrhtmnlqtBrkTpPU3O3Mr55TnAXSl0xupZkqfcylZOBGW4yGLbMtgLq95U9rv9JSVwO2ZIU0NYazIzu544SfCue/l3U6u3eP6Z+3h06StIKVdlMdfU36uSO+XnpgqKymtj86RFNS1fXf+lCuxclmQ1KHIM3GMpeelcExkkPP5MyG99ZIJh5JZ5cAmdinNSsgPXakmr6vDyDO7VYF6TuM+mXcoJnxz041q8YG2jLSOaTF7Kkg7PSmmFRKYKLTRaKNJEUQs0735nhzseDXnoaYUJhEsCiXwhiGQtkMsxf7yUAMq+tEHkGjyz9jMgZ9WF0gFdUnZQqiSRuS0F22f6uwrmvGDM/ZPt2jhOuPalV/G619zASruDp5SP5wUI4bkz6OySZO2MpamcCC8E7MwOrLB4hb31Go+ri5AWBVZpCfiZLCkeK5ngCWsPHjzu8V8/MsF8PwBVAneJvQvtbSgPky9nL9dibLt/qmvxZG+cVZGXmBuXSFlLluQpfEw2v95ahLIkTSopfImR2jUFF3UqqdAIqRCJZn0j4d+8q80vvF9x4JQAkVSkClKQaMkIy6R5hZSjV6OtlM1ey4uwcg1eSJZsiJTBMTogtD0JrAwpW4MlMsnAXWbujFBMBuoym1dXh/A9jzAMqAUBXs4Utszepuvz47SGJBln9BKoy8wu1wR4NgWqZHGJNQJLJ1/yhUczJ8Xp7mzt9FymlJ0TlbkmKV6YsNKH//jBST57Z4PEL+vuzPcWFtxl16QSWLJ6qUO3fyqvl6w1Uf7BF6Tuaroek/3sGoAHVqXxK4xu5UmqJbbIySCErRsXwqBTu3CJJzXfd9OQXtzm5/+LYqXvtFlWjK0FSI/ESIa6LEky4JbqwBGufNZlNzNAa1eXUvLEK7Up+ePsZ4qroYExAqXqoDjg5fvZVPFps5jFas9SYPC98HlPic/NzM4iSKmWplaLnCpNB6X67LJ8WP08s/TKddzluR+FtlbSAXis/HVNcDvfOwsobfNwihK2DNZIzafvrvHVB+ok2ZAVYRsBQJ2FvatSpNx7OV4eW0nNl7aKVBkX4WtIkwzoq33f1Xo8G05vqM4SKRdiVYcGZWwvSY1dYNbTktdfN+D7buwjdQJpAiYFHYNJQCcYbUgMjDSMtCA2EGtBYiAx2dLjkGQjLTRjW9YkjVsesXqfPU4NbglDt5W+Y2qKn8237OdN6ee1QWuIopTZ2XUY5Ofq9drzBpCz67eyf8/XjzSbjc9Nz8wiRFKx7KqANXkQWCRhSss7lwbUVDKO5XR7Blwxrq1N5fE4Q5ctwfx1kRbyRBW62/MSNJpP3F7nPR+e5FTbd7rbtaEJ55w4cPuy3ExsKt53fhXKWNvpwnKGd1VAmT8fE+ircZ0DuPJentSoDqnX5ed69TTa3C50m3HAzjqAdOqhtUccK7ZMGH7xp9q85XV9PCyo7eZAbizIYwNDB/JIO5Br3FYAOzFjIDcloJd+To+dCLr0sxbEFrir3hsDe/XksL2hcZyyYeN6mq3W5z77hTuPnLN9q21ZK59BltbL6xsWQWQhS6qOSv5YVhcfsmDQlBcmqqyKm1uA5Fq7ahNaL7caaBbuiRSloFIkhf4OUo7OSz56a5N9B0NoZHq75HsLZwsKsyqZM15QtVZ5bOGulFctKFA8XosixpG9FtDXYOzi+bhdmKXvZd73KEtMLrSd7y0yX1zYgDM1EqE94thw4c6Ed35Pl4eeCDg0L61UyawQbb+k0R6JFAyd9y60S/645mOjrYSxGtzVi+fP7RfP0/V5oqcqV3JnxYzhqyRfMimS6fP8eaainMwuGMPuXQ+gNbkZ36/1Gs0jsacO+eMLelb0dungjQeQ4+uTC1mAebX/XQ4w7WNbSVgGtNXfUmW2oc4DTAvuQqbkmUuVcKYj+O0/m+DLD9Zt/YUsA9tJEwmhdFlLUZ1UNb6ceFkLjgfZGXqrzL2atV/olh8PZxWWU90VoLOGXegYXFbmGQqEkOg0OxZOnwurx1MXb6V9zXe9dMT+d3T4zf8pmOuXPrSEYh1ZC3L7PCvEsmjLiq2yojQDKF2AOQs2Zfb5sZ8p6/wpa/IygIuAs4zBsVETJXNHY/B8n00b18Xn7tjaGwwG+dfA92v82Ot2/1kar7y/UQ+dpjWr9bcoFz8Vmrpi62WyRuk1pY1URZFUuRy2qqt1SQqtDiQLcFuJIqWTKCohVpoP/1WT3/1Ei8hUa7yzlDzY2X0+Jve8y7NYKuMgxhI7OU+XIv9K8DkOarE2zvOgckyelEGdN0OMA72Url9dbWhliRlzVwpNrpw3bse/eULwcz/Q4yfe3KWmUytTTHafgE7BpGvLFSPGpEnpsTv5CqlS1uCFPh+XKxUNnkmUPKg2xVaWLQbi1BCGdeYXVt5/2SW7/6xerxUMvmX7bh6958NIIUfR0Md0Te6UVDxvgFKjQoXZ3c8VcsSBhSJjWWbuojiofILo6n1JltgTJwsodSlb6RqHRYLwNY89F/BXdzaIEjcZs9SCVmZv65yMzRhcpb3H2GSMvWUJxMW+KvT5C8WX4zKlCnh7DTY5O2cAL02cyu8LJpcu6WMH7bhRDZmE0Ta/kbkrQnhW66YaL0x4y2v63PlgyIPP1vM68Eym5B9SK8vkmTTJMpiysDKVWC1ZKLF5xRsXoqgyNeWalTE5Mn4VzezDkjeepgblBTRak6Nf/29/yGWXXFgAHGDjlovxvPCOlaUjb5PSXFD2vCkBfJUMEVXQV9LzlGVK1RK0DoUe88IL3a1UJlece5J53LJwTjI7UMoUFaY8us/nF943xcPPhQ7cjrFlBnSJEKKivVWJvSvuCVWw56RdcVFE6cRfff8tIdtdup2CrGpu9+64DtfG9lVqbSf4agNCS7TQ1lt2HrnUJi+rlblvbnW5lSrKomVkuPbimN989wr/4r8LHttbs3ocikxndjY7kGf6OyiBuazLpdu3VqLYz5vVjGd2YuZp5+OzXdmtMMVxYA3Al/dzDngjCMJw3yuuv/KO/mCU79sc4Ou3XEUQNuTeZ+6UxuAAVmXvtZI6q3S4Y+xypWAZ3FUwOxCLclBZDS4LBl8tS3Ld7adEWvCHn21y3+N1tK/sVxMZsNdI6pQ6ddSazgmlK1QmW8bGso3Jk4ou+RbAXQkyx14z5dfHbEKZg70UcFIsEJUDX7hg02lwQeaPG4SWCKEQRiOMQsaGV1414iff1ONfvc8nSoQNThD5MvdlkKdCEGUJHwdsdJHNVG7HmPIJIFzSR5uCxfPrFbYOxuElOwHGgV1O35ff08YwPdmQN93wEtnr91cD3BiNMRyenD13rt87tcukfaT7DeMAL1cOVgJMCmALinqTshwReQ1KObGjC7DnzwvdXTyvgltKuyJaCvzep1r81e0NIq8UVFakiWWJopmhpL2zjQLMa3bPZy1epRMgkyVFe9rf7FYkeFaDeVUpLZapCrliQS2MWz8nY3MnbWzhlEQ41hdG2vkkzlWxj+1KkikGLza89bUDnj/q8XufbJGkomjEHAc5ilQLRi67alwjhCYLJo0Ds52RokypGEuIvBliVW2KyRwXR5BZIEnRqlF2VKzuMkxNNLh498454HCa6nz/5h+3Vp/g9PEHn92wecfhZiN0iZPysJty6SqscjpkNoQnmzilc++7qB+pzjORpY6cYgxEMYWq8p7zuuVYnUmk4X98qsl7/nCCk4ulVPx4cOn0oE3qFBWD2ffJQFzIlLXKEsaWJhl3UiqB57ewIoE7WGUvvKi/rnriGTqqzD0eYJaGBTlP3HrmpZFv5QSQVqXA0yNNFVtmUn7xJzv8zFu6hDKGNM198dwrz567YG+kYagFozGPPMl9bDfj3BRBY2JKr5X97cpzF4yO+efjiaA4MQRhgwsvOO/wHV9/+NmpyYnVDA4wPbsT4PTM+h06Hs1LY8q+uL1mrCVPxJg8KdLxVWlSNDfoEltnsqVg6jKLS5m6gZeF7y2zRgbP8MkvN/j1P5hkru3bJRdWMbcNLAv2NmOWIPnVJhvpPK61q3MHs9fLWuVvztxrYr3squQOSml5E8eQMpMqOEBnLWOmVICFKbG427KA0+B0uNXumZUoUCSRYdNUyi//gw4Lbcmff6lZjajXYHKDJM5qUaStXfewg4ts4OlmG8oiMBaiyuZk+z17zz3PGL2QKSZn7szJNAh2796pL7po5+nxBu8KwJUXgjH/SmvxMlDXC5FSrH3u+CW7dJSclALArAK0kOVgU1c98DK4K1IkOwGyANOxt3CBpUhRgWbfaY9P3d5gbtGHetkKlEWAKWSRsRSlRoaK9i4kyl9XFiuruF4N/PKbnAX434K9stoatAVNiDJ7r64TFyXJokUhXYyWaCAVmaMu3TGyEkYYZevAjSGNDJtmUt762j4PPhaw/7RwQWfKmprc/cbEvZe5KuX3pHNZpAO0Kn9H4ca/lQL8SrWhKeQimU43LiDFoJRESR4Kg+BfybHLZmVQRBBOcezQ/VGttVULGZBV/8kxeaFKAWE53V7cj3njJW87H/1Qkh7Vstcq0DNZkrO3SFGh5sBpj//4e5N86ht1qJUBnY1/yMBekiZZ7UzG4JTYW6wGclmH5/+O/VwuRUqhfbkoKHdaSuiv1nqvTtVXSmbLujx7ThZwOmnC6tS+Lt3rioTJvHKRS5liSpZyssUjHQre+qohv/KP2py3KYKoJFUyn1zHhW9u7KiGWBf1K5HGpffHU/aCRBdj6VL3XbL6llSP1aGYNVL2+feCei3g/HO36K/ccV80OzNRAXiFwQE2b7+OJO5/dGXuicuGnYMT0p1O+dDGSlBZtgarmcoKk68hVzLGLh6PM3kWUOqqNAk0B894/Pv3T/LxrzVLNmBWQDUWWMLY8Pq1bcGz+t1lXV12VsaYuBRzVoi6/OiFSLtcbFVBO2VwrzHmDcfgOkvXFxOxbEbTtaKJQqZAVmloI1JhQOjsk7qrtTYIEfPO1/fxFfziB6Y4eCYAPy0+n8t02kpE4+IeC9JMrvjui2TyShnb+matQnt8pDGlCkN7wtpMpynJlDHbMGN5BNu3bu7c8LIrPzox0Vi1X+X4C43WLEk0/z+37rhmKQjSfExxlZ3LgByrHVmr+EqMAXisriTT2qu3MXCHFty/+IFJPvnVBlpmFYJF43ABdlv654nxPstxx2RsZgtrJ3XGWXtVsVV+AvyvqfE1pUkmSSiymFTYOivEygLMscKsszC7MUVxVpoHokXgmaYKtOBttwz4tX/SZufGjMnTEpOXs56xy3xanR+V2Dwv0nIBZjKW9aywd57BdKxvxgLMUqYzTgWvuem6pZNnlv/nxg2zq/ant9ZOnpw5j2EQRLV6i9GgkwvP1axdDTDLWcrycwsiPZb00Yz73iKvENSuEKtUIehrDpxQ/JsPTPKZOxsklQTOOHPLNVwTp70ZS8mXZEgWHJfBbr/36jEKleRP+b2yhfg3ArZrcig9L7ewlauxyq5L3hRRmmkoKDcmF8VXGZsbIdE6Y2sJxiCMtEkkbci8QculCUqk/ODr+vjK8AsfmOLQqWA1cjI2B/f/pQ0+Sx9dY9f78d1PZNpckQ3Pd+ydWYyZDjfFKhGyxODaGKanTKE9owAAJhJJREFUJ9m9a3t0wXlb1tyvcq0XlT85iKPeuxqTF/ftMCBcwFe2Bku1J6KknUXRT1lm6tz7LjO30KvALRy4q21nGnz46FeafOGuBonJmLsUVMqqazJeClupFmR1Wn6cxdcqrmItVj8bYr9FkFfAOvY809blx+MSJR+WnzkqTotryOvFx0tstc5qVWTFTkzzMlvlasiVfZwqfGH4npsGvPOWvhXVuszkJTY32abdZtl45LbEZLXl1k5My3aiKdmKjrkzxraaXBSLcQFxnPKyl+zutzu9d81MNQdr7d81Gfz4ga8YL5g4gJrcjwiuEKR2ZMCY9pZj+luM6W8ptSujLaXkhS6VyTq3pAL0rBXNuSVKoz3BF+6u8bHbGgxSZUsAKzbgWcC9ljQpB49rAH4tAK/axqyScpKnrMX/OrNkTc1t7B/I9HaR+ClYelUyqPQzWhftYNqY3CLUJR2uTZbJrCaApMS9Z3nUnk6WzdNY0wg0P/yGHo8+73HbvQ1Slb1duZyUvojlaWMkRghil6JPje2isgv9WV1uKw5N3uMscd8nI6byPnVJozD0WDfT3B/HowMf+9TtZq19vCaDA7TPfOMMuvsPJ6a3G6XifCWFzDlRcg1dPqarx2WIynV11fdW5YpAmVbAnXrwxftq/PvfmuK5g+EYuN2IqArALVhtGaypZiypgnjNQT6MgXuMvTN0r2b2NaD817H4GLjH0/Tjr63q8hm/L1mGlRnjxq37o6suSmWgZ16FaPW3ZfFS5aHxSCPJpefFvOfn23znywd4qXaJIL06GZRv2fvWJow1RMZuI6fFE1NUIyal5M8qd6XE8qNYs/v8c8zySv8ffurW+8+cTRauyeDbz389/fY+vGA6bc/dzdzBpzGibvegWIO9cSl5yBM4VSelzNjV59LJkuxxZglKqUk8wRfvqfEr75/kqYOBLeAeL33N9besuCYea7B3SXtn5QYVEJ8FuBWve4ylK3jOdXnpnbOB3FTfq9Se5K8Vtd+rymYzshRVWxHIaz+yNL5wTJ6B3DonVqoIafW31va4am2Lty2Lu6S7tE0xQgKjhCvPi/j1f9ZGSrjtnhpJZnWsdXKb8RcFaXZtcEzsudR+NjlRGbvsoHIML51XbtnbIISgOzTcdMNLeMsbrkvPLLS56tJzv3WAA4T1dUhv+pBS4o/92syPR8OuTQpk9SWUAUwJ0BrGak8KYBsHYF2VK2PgVlKjA7vzfvG3JnnqUOjGG68F7iKoFMIWUQXjgeUqebKWRbhGmWwZzGsxdumkeMHb3zDoHPfGoei8L5oixBoSxSV+XGBGFnhqBw5lmVqYrPaomI5FZiFabYAwWfCJS+zYi72RwDDhJedHvOfnVzDG8MV7Gmifqh7QVHegCx9BgbFzw7NpFSkuADWlCkR3emV2oXYnhBSCJNVs2DANUv7x5o3Thzz/rDA+u0RR/gxLJ++YF97GzwatK7BDy6vzAtUa8kSe9XWdg7uwBdcGN77g89+s8+9/a5KnD40xN2Vge4UlSFFMVYC7bPuNgboE2pzNS+9Z4I4NoBnD67iUKdej/LUgPguwy++vAjBQLLVdOhGyx7p4vVjXp5AoedCp10gA6TEJk/V06kK6ZPJFG490JLh8Z8x73t3hja8aIJLUdUOnY1u5dqUcgNqTMTUQG2snRsY2UcTGBZ66VLdSCjqN1nzH9bvZuW32s3/5+XvnN8xOnHU/nxXgAF5tC1MbXv4lRO23vSBrSC7pb1HW0WVPe2wTZUBnJ0iaNypUwB3AZ++p8Yvvm+LpQwEmkFVQr2JuJ03kanBLMdZvyeqsZR68lEBcYesyqEuAX1OOlBM6pf88jvdVcWWJsU3ljfHXxCp2L4YElUdLjBdgOW+c1c3LugL2IqtZ7QRSLstpQZ4/HsEVOyPe8+4VvueGISLW2fTLAszlLqFyp1AJ6Nr545EDeqwzoDvfvAT0UZKyZdM0E43gt7/7NS/50vk7NrwgkXgv9Obk7CV0lp7tr9t2y1MrYiUarpwKhHMpioaHkvywhRBj0qSQI0Xmskji2Pdt9aDxBF+4p8Yv/fYkTx/27fziDMiMB5PZc8vcXmkb193ZpKoyQ+cgL/ne+ZyTtezCNYA6Lk1eSJ9/azcBFMt55FZ4icEzuZIzuCh0eu6DjzkreSdQyU60siWbimW1eAZ+kUsXbEZT6tJznNuibPIySrl8R8x//mdtUm247d46OndXwOUvSz556czFWM0jnU3pflo7YHpG2OlxrkAM7Oe+7JJd0TvfetNTDz2+r3/d1btfcI++IIMD+OEMp+/d+aFGs/XHjeYkSsVnrT35f9r78ig7iuv8r6qX9+bNvDerRvsuIZAlGYkIcMwS4gCGn3FMDLHzIzbEiZ3Fx+Akjhcc4jghIeSAsQmYnx1jYjv28c8xeA/H2MHggEHIAotFyIAWJCSN9tk085buqvzRXVW3qvuNRtJII3DqnKf3Xnd1j173V7e/+91bt5irjLj6eEpNGKUlXEmBwA8eK+Kjn04dyrCZQ6kA72n0cabqCiZBg6xyokDdxHo7QE7ASzg2bKuelybLcpA9LpnQ+W5p4FIBOj1bhrKwLE1J6QiNdFpW3EmzldJo4qYfz6gr2rqnGrmmK8KDSC35P31wCJe8oQpPqSvUcue9BH0X+jcoa65eDclQlwyHIolKVydKHe1fOm3xb/xrb0/HYU2Gf7gOxdI01IefAWPB43F16+VR/WCPlKqeoNDOpolOks/pO9W6E2ueAJuxGF4INDjDD39WxA3/knLuXHBz2LKgHa30QGqb5DiWmXwTKMc4q6Lk8fRMduDRmeixUZ6jiVN1RQd+tKJC0mSlyeCTAhCJYpooKci35iLV1BmhNBAcTJV/Ezxx8NLtKu8kUVs8a+Y9ajGWz6vjxg8MAgB++GgREedIk1GSC6ZyVrKCqPnBLC3pDKDBUgUF0NmHi2ZN2feuy858/HcvfgBzZ41NT4BxWHAACNuWozr8wheD8tlr4XUDoKmvjtOoc7epDk6dTANuHgI7D/r4xo9acP2nK1j/0jgst97OcgM6dmSSat7ZiQ0Z6+3ybotr27ybOpjufkt6Gcd4sAI+klhuZr5ri+4EgCAp/86z4KnzqSKcWgM31lyXf7MqZaUZh4I4mpbjmVpvaWbqixpw+qI6/vG6QVx54QimdzUSXk45OZmpn4mEUmsupHpDJAEhBeb2tuOy31y2ds36LV88d9XCcdmPw1pw1YLWUyBF4w7wntOBfdO5I/8xCGPVGdW7jdVmFPgFYEufjxvuKuOnTxTxygG/uc4N8qKSIEu2+oSOuOXXrNqClvXOkQS1FWdZYDNGPhvYuoMCBPywNzuItsEtnf4asMwJ/Lh0REpCU+zahSzl6InhdCcvmwnMTCYOKCQHkzGx5MkkZZ6wBwhVzERyO5OQvlcTS37zhwbx0JoC/uaucpK7EqofkNa/06OavNI4i7HkPIl8gsGXErOnlHetOm3mHcUwwHjbuCw4ABTbTsXel797P+P+1S2t3QO+X88oKWrWjbHidnagp/aFCbg/fHsF33ighFf2+9nwu2W5XSuejMwQyWEJsMm69kgttgIynZamtkFmwK2dT9iOqMany8lzADxu5kKf1M4mCedcxEE0nDzjriX5JxaAiZxoWXGXm1PlJeXiALH2Kn+cSoWuJTfvsg7M7orwzotHcPO1g5g3rZ5IIxn+7UqHap/9mTUaWLp4Bj78x5fubgmCB85csWDcAB+3BQeAabPmSuaVnxC1bXurB7a2x3EAgCUJUqC5JTb3ZkxFLCV4CGze7ePjn63gOz8pJbNAxqIloN8TcCtVxGOAj2zptezqbjZg80qxuRQjj3cnffIgPJY7eXRk3XIeySlMeD6JUNrzM6WermarKGk9FCsaqgAroOqsiPQpwARPLbZII6AyBXbyf+Bc6IinbcGlxcl9X+LyC0YRRQwfv7OCrbt9IKBDUk8jtq8VkwnnT615IBr4rdXzty6e33v1/JlTYhxBG7cFBwA/6MTWn/72gBDVd7JwUR1oAO6cSiZSKuLULvEkeIFhc1+A6++o4OsPlBCxdJmxXFqipEH1zjS4zUoMaupZzqx4BWhko5YAspybGQAzF9h53JzeDyCHvhwFtCVsPk4+5s20V3/F8HMzA8gcw8g+asVtzu6qKzQAlICbWWpKkktugkLCsuypJY8AXwr83kUj+McPDGDetEaSJC4ciy1da57uhwDqEZadNqfef6h6xYJZM5/+2vcekeO4kgazRzQa2v4Pqv0/BvfadwlMebJRGzibif2p9Ywd3Ts2FtxLpJ7Hng7xhfta8f9/XEonJzDHcXSATQI5itsmnJsEdLhtvbkDaJ5jjelaQmMlW0G/m4MteZCC+hhUFeuOqUmIdLvKOdGdXCud/Ecyi8cy2Bq42g9i9VUpZg6dnCW4TGodCp6sGysFOLgJ70MNFg4p44RSy2TOp8vJWRyDS4l3vGkU9Yjh7vtKWPN8iHpa59CMbK5/t77wEdDb241Lzl/55LlnLNx17hmP4Kq3nnVE1/aILDgAFDt+CyIWO/3SWR8LK28y5dM8E5HkOjopwHyJmmS4+3ut+L8f6cRXf1jSKkguuHMzBJPgkpEECe9GVj2x1ook1pxOaFDX0OLTKVDzqIvGMAVzDqiZGRVN++QB2wRyHA3csdgWdSE6uCARTUG5Nz1/xoorrk0sNlz+nuXrVsQz1cJlJpxPshIFwITEuy4ewdduPohrLjuEkMdJeDIvtC8aQFwHEzHe/dbVuOT8ZR+rR2Lnu48Q3EcFcADwivPgtZz6QtjSc69f6ARjw/B4lAI7DeakSknEOD7/rVb87efK2LnPh6Sz3nPBnZ9EZS8SlSzOSmfAZ+sKSou2uIDmuSBmFmWxsMrUM0RhnFk4z1VO6KBoAu7c523uTmZRGJumOOAng8TQkRzHU0mEjvPpOpcmZK/AbdMVXY9c2Cm3NsiT0suzeiL83Z8M4b1vOwQfcUJZNF0RxvmsD2PR7BLmzGi/940r5r2wfHH+jJ3DYvVoDvr7G2/BJ/6ia8jvkI/+99r6gsAfPLW7fCgFRFrdymPYttfH577Vhlu/3Ibd/VQpIWAeE9ypUwlTbs1Xk4etfO/smpYed6y6LmBEv6f79TZm7UsKhjLTlyd9EmWGpceaWfPqnTO19kxSxpg7+11alFt/3H2S5BwDqEtkUno5+c7JIGV551P3y3Gy7drv2adc5qlHuJv91XFyZOKElksSK09rgDFg226OwWF1QDo6GzFWLglx1aW9397VP+3aB3+2ZueVb37DUQH8iDi4NTI6rsO2nWt2LF52xrou+f/eJuKfAQgTHh4yPP5cAZ+8s4z/fibEobqfIJRRft0M3Ny6shwkzwSknqAWzdJsQGtdHalzSzQTcji2am62ILXGTbm421xibm2TzY8bo0uOiqgtMliSUchS9UPLI0xxb8PFlepj+Dfh3pzmqDjb9DFKR2cQ4OBSpNxbQCAp6ikh9OJYQKKba5ElVVc0LRcxRENgWnuMG947hPPPruOTd5bxxLOF5BHNJBBHmDvjNFxx2TvWjYzWdpy+7K1HC9OjBzgAzJ4+C8CMT4mBX1sQDe2/hsstrMEZnnqugA/fVsEjvyhA+jwxvWBGHWE8B9yuc5lQAGtWPJdNp5+pZPmMBdTAlWNbQhfhBKT6qwY9qREOZyAc5bXUlIMRdGvQqs/JTkn26aAPM6BU0qKQREpUwGZ2zrjh6tLeBuggEJAkOXGOVB4UgGDgnEMIkd5PmYT2eQr81EE1ICe+ZyrYt/kCl5xZRWsg8Ve3VfCLjQVE3McpS+bLXztj5b/Nnb/sU89u7D8WiB57RkU8+H2A8UJU6/vc/r6vXPWlHwj/vofa8PPnQ0ifms/DgVtxc67R4jM1ecGsYUkL1tM1dQzoTfZgUsA/O8nBpSnN6AlX/F9TlOQme0zRk6QP19SFJaonY8n59H5Gzk/+Dv1bnFIrabZRlYiDFGGi/bKLE5hMSqcIk9PX1GQ3VRA8TqRfuqwMiV6b0tfpu1shwdqu0jZIJJvFms7CB554PsS9DxZx/yOz8f73XfNYscgvAFD7g8vPPyZ8HpMFBwCv8hbUDnyz9uQvX/mzX25Zfd6N92yZf6gq0iQbZizyeMGdjjm6+pmfkyVI65uYUDyRCDksSpLLQ/V2luGV1GorU2A5kRkqku9kHmmzUmLVhsx50xIT2qITmkISr+x0WmYSs6jE6Cg1jCUTj9Wk30T+E0T+4yTQk8qHyeKXidVPAzScAwIia8lTQ5E8M+Okwm1dYvWSOlbME1i5YnH1nHNOfzgMirVpPS3HfD2PSkVxW6HrCpSnvr/eO/c9X7v04vPrzPNgFl5RwM4Bt4InBTczignVu7XGbY6CWwoi4xjBAL+Zs0bps/XRGQwKfbajlc9L3NyUfBA335iTY9d0BpAlH8IFrFuJ1g4UGa4NW1qkykoazDHyIQkG6Sq1SiIkKoxKzALT6ooqRUEnOOt5pRGHX7q4/s63veXW2dPqN0wEuIEJAjgAcFaLLjlnyY0X/vrimxbPaxU+a5jVAUAAbaW7cpMKS8BtJi0YumGtX8lhFpNlsKx3FsDSttjOZ+QMCAuYhKNnBgXsfdYB+pMNzYy057w3TZ8lgLansDEHtFnwZpOsmDlOf3f0cPflrMmZp6mLPJCrGixkWUNJBgTnDKONGAOjnSLyV9zE/NffGNXq0UTh8qhkwrx25+23YtNgPfrJkwNP/O5vDDW6K9ULnt0kAK+QnzgFqqIYcHvIrl3ppaqJ5qluxiDP5n8349sapFw5mYYTa8eTcmvd35b5tIRItjHGMv2SdwZXJrQmXpCBY6UUaCc4rexE6FRGRoRDtTTdIv3TUZd90pH0BOupJXMHvxnkMmcbiQ9QTzz9/+m1BZFcw1jW8ZP10zDsvy+qdK74i337X97R1X3qRMHy2Dk4bf9+203Y/PSfjsxfPnjz+z66oDR3+sBHXt5TBbyAWOnUonM7x4TBgFstq23oSPM5la523LSuoLrIsG+YlZ+CsY/JVVeI5WbIOeYIG7XEnBlebCi34UlWMU7FtZmy6kniFUv7K+WE6b5KFkQ6qQFqQr3m6snfZbpaMiR0TfIk0m6q3RpOnqTeMsDwdfCUgws9CEWcHMu8jtqpS6+uH2IX/VW5p/W5kT0TicgJBjgALFhxF7bv2l/75+sLz5327cdGb/7Cj1p2HxgkaMgmUDE4ciDsEHyzScIZS+aAK7NKgwt8NxpJrJ5uxHTZwGdjI5hatpx+Rqcm4HX7qNNQ+ZCZ4+kxVu44pSV0n1STKNKBwYwzyhihNCnw1WJX6tYpp1Sk8zIT7dvwXOp4JmXw04VqlXSolmtNuXcsK43An3HLzDln3cKC1hEZIZo79WjMQvM2YRyctlnTurC9b/Ar773ivI/+zptXDxb9wDyaHJQx2LybrpvD0u/GOmfrCzKyfywwK8xpvJKNNNBjyeG53Dw9zKboOV8moLlhd+Rwbji8XmUPZri5O3/TKSmht5NjhOHZQuTwcifED4erW3M8CddPnNoCEJzywJb9y/66vuuO/oLH6sVgoi/gcbDggFEX/vqz/3l7Z3sLX75o2ief2rClEnlmpWEX3FbtbtaEa2fAayKWudYbY1lvB/wOyO1wp/WmUWdHOenvP4qLRoM6LEsV3H5WoEdLgSk4LUpDsgqZGSQqYKSBzNPxRP42YCw6OEneYgqkHGkOYWKtWUJh1PIqtOCskDzRvyHBeAQvWDTIW5f/eH4rR3naLccDhgAm0MnMaz/9wVdxzkVXrpneWx4W9ep5O/v6QxkUkoAJs8Gt5EC/KbilLv3A0dyxZDy7j+ajGMdO5ZTk0CDlPGon0+SfZJ1O6MBO1rls7mSOlWdCfYqmeSTpF/tY5Swyu38KysxcUsbswU4GsjJS1GBAHyMtg2LYmiSD0V0tJ1m6xPeqKLQuPOSXXv9xj/F/aZ367uMJweNjwWkLeV3OmF2+i8nFDRa03L5mw84g9Lm+OKqmCV1WxINblJ7knRBwuzfH4uj04ruWG9ltcG6yuWkUkFJ/17dtLHN9OFPu7JawOaM20joUT+uhQFdZlc674u3U8WQkp1xxcUatuiTcGmnIHyrkD0BycJZWpCLWWdcOTH+QOkfyX1CcO3mciFggLC1v+KXFH/Jber4gG4O5IYGJbMfVggPAw/d/E2ddeJWYt3DO+nLo72z12Zt39R3wwLgGuOdab244dl4JiFzrzExY21VUtNwHahVtedDuz6zPtqUm1pJnLbW1n/ThtB8IJaKWGo6FhjMQ06eKlg+VVSbvaty40qHxLZg5L+xzuFZeFel0/RLVbOtt0zzmWPMoAnhxaSMoLX1/qbLwnpHh4ajQffXxht/xBzgAPPSDr+Hii68Q77xoxfqBQ7Xd1UhcuLVvwBcAfM7SNFgT3GHMSaiCnVNigdoFOQUNb7I9B9xGA8+nJ7beTQeBnSZrUyBmQJZDUXLniI5BS8zTyNa7KWCb0ZR0Sz6Q9Xt2G/VTFHp1KSJm7cn8TV1glQkELafUgtbl13qVC+8e7n856phx5YmA3okBOADc/51/x8JVl8qP/Mnd6y5/1wX99WrjvD0HhkJIiaKXgNxzyqzR6WcuYJU1ti3wGNbb2s4y4MpaZrsf5d15Vl0lW9l9XR7ucPA8y61wRPpZlt4FNpAFcpP9Fu3KbGfWZ+tYi5KRv0Hub6ZkNAM4jxEEDIXS7OFCedlHKvF1d9XEatkz+/ITBbsJF7YO2/7y1m+hkJSqu25guPbJBx95rn3wwEGEPrc59Bhlj1lmO7UYzjY+tgXPcy7NoCHWm9N9Zju3QJ/2IU5pso+T2oh2NiF1gDMDU/kaVtZjOog5vRY0Q5BcB328NNdP10g3+xjNFkyvo7vcujrGlMHOrpynrHvyOyMUi8Ghcvu0R4uVpfdzLj9drXG0z/iDE4q34+5kuu3Wv0xGb60efabeiOIPDg+vfPKp6lX9gyMFzj0tbzEHyNbMEzhcle53H+cgHBGOZaTb6RfSGEOuGWB659htHF0A2NKc3pa+lIOotjEAuuwVs/umbrAuBSGZNKUfWOJMMkgrKMRApMJULWFKs4aSCaV2JBnTk3MSN1JZdSkhwCGiGF7QUYff85nRWviJzinvmbDckiNtJxzgqhVCH+/+wG13lEqF4sLZ3du37sAN+w6OcO6p9beyUUoFbJo9mFzy7GoNep9FB5xHL/QJDPD1d8B96lqfm4De2pwiZEyhxXnPy46l0cgM2FO1hBEhXXdhrnatgM7SaGdiFFxdHOkAYUhVFKhC9ND9zJVPFBcOJFp5HIN5HYIHU2+qx5V/qjaqkwbuJrfpxLafrX0e7ZXWZT9/etPPP3PPA8Ge/cM88ICCb5L/LWCzPE6dw73zODZYhhK4DuThKYrDv639juOpj+GEChEn1nWCufOZ51AyugQi1fsdemLnxpOJDmRFDnP+lGboyRVpnwwNgUVN1Hk8LuB7ETwvBvO6wLyeTzCv+xYpR0YWrfrYpOLrhDmZzdoXPn8HpnS3D3qcf2PmjJ59LaXi+Ztf7mMBE/A924rrG48seC2wosl2SxGxnUuqgFBHkgLTlgVhATqTVajO6TqfeU6m8zL0imXomOucAvZ3ml1jnVOdixxDnU31mFHUyzq/Uk8UFUn/lZpTSQSBREfvalmZcu7f7dn+wM2lcs/ogtMnF9zAJFIU1VLaUN2y88CG91x53j+cMn960OrLDz+1fmMwOHQIYEwn0Ckn1AreMJl5zLv8W92QzA1uyq2b/GfTZ78NpMO0ccw5HutQK3mKkQQt67chnVEjTaCH/G16jKEjCd9RQR7G1FzOdB5nSlPAzPpAeraRimpKII4ZPL9UC1vn76v0XvSlYmXpjcu7V0Ze2DtBCDm2dlySrY6mzZ/RhU0v746e3LD9huuvffunrv2jy9bOndVTr9ejZPVdZT2Yw81zrJrrNFqWEbYlomClFovlfLfb2EG48TqX+kzj6U9m7yRfadlks8/aT48hLz1wrAkU7sJW7qQIpq8Xg4AUEfzi9Khn9qVf537lFL/Q+7eN0V0nDbiBk8CC07Zo3jQAkL33/eSjpZaw8JaLzv7sY+teuPrZX77i9Q8MobXFN/QAxno3AzQjG3Uf5vQ3hx0WZGw8O9g4T+Y09ZSiofa8QZJJoW12PrLbKCeqSL5yRlNFJLXolhXXc0KTxFc1RxNcgKGGsFBGoXVe3Nrxui/7Yeefibi1FhQPX5D+RLdJdzKbte079qJSLrW/tLXv/bffc/+q7a/sfvvBffsQBkBAclkYjHNGubf92Zm1A+rU5UUW8yKW7j4Ga1YPb87H7XNknUzXKbYjqTLbjzsOpN5HdXOqXTsOq9K+iTPKMnp38g4miWGIEfgR2js6UGqbem/PnMufLJRm3BlHIwPF0sljtWk7aQGu2s13fRcj1casRbO7PrN/3/7fefDhNdh3YBCe5+sfkBeSdwGZN0WMAhKW05oDSD1AmOOwZitcHSvAbefXSU3gLqiJYqKDQImAZ6sqyAKYE8XE2cY1wBMZMI4FgkI7Zs9fjXKl/T7EfdeBFV6ZMvcdkw2RMdtJD3AAGBwahu95czZt3blg7bpnb3ps7XOrN770Co9jMM6TWiQeiQxSfs4ZsyKGlmVn+RbcDtEz27JnclQmF+DNLLe1neVLiFQ+TK6LAXmyDqoAICEEk8W2OaJ76rK1vTOXfqytMnOzFPG2oNA62dA4bDupOHizVim3AcC2dU9t2LZ86cIrDhwcmr5i2ZJvPPbzjfNf3PwKiiGDTywx5eW2tAVH7sof34z0s47P7X4MMskRNldVMdtVxBKWiqIjm0R10UoI0kzBNOCjAkEMqlC+AOcRSq09A5Upq/bWavXf6+hZuKtRb+zwg+IJ+b0T0V4VFpy2B3+6Dhecuwp9uw+s2PjSjns+/+XvT61Xh2YODfYnP4gRfk7oRl7GnrascCiNlWVIAkBUCwdOqAXPBqGkc5x0uDe13E6Ah/J4QlOS9TOTicGVShs62kt9QcB+v3v22x9nTIyIuCqnzjpjsiFwRO1VB3AAGBmpoaUlZM88vUbWZcelmzZv++CTTz27bGffvul9uw9CSAnP9+Cl9MTLoy6UT9NtYDbVcemK45jmAnoCAG5/tqviUqC6fVwnUf0ul2szBms5diljSMngh11oae3ZNWvu0mc7e2Z92i9M/c9dv7wLS1ZfP9m3/ajaqxLgbnvhxc2AxB/+6OEn3rh33+AVz2zYXN63vx9hwFEMuQYHQFQUns+9k315/JxOccsJ13OTh30sAM/6CNQ627ybcduCG/UoB+xcEsqWpiV7Er4XwfdiFFs6UOlcMOQXOr45fc7qRwHcPWXqvMm+tcfcXhMAV+3AwcFg777+q+/93kPLarX6tRuef4EdGhpAGHrw0ruv9OZsKN6mI0cHcNuKA+MDODAWRTHqh0VVKBXhWYBbx5KcHiBdDUIkHLuzo4wZMxdK7oW3z1pwwbOFUseXCsVyY7Lv5US11xTAAWD9c5tQLIadW1/e9caB/oG3e1xcs3bdL+SmLdtZtRrB87wUcCxHeWFaLrS1baOlu/ko+QBXgyC5vE0BnkNH8gCeoSQuTXEArvKy1T6PC3he4kxGUQyJAB1ds+T8hctZGODfyuXKveWO6Y9GjfrBStf4Flh9tbTXHMBVSyfNTt23/8Ccr//Hd3mxWPrXgcHhxb94+sXiwNAwQg8IfMBTJDzVGBQHdwM8hr7YU9j0gGgCcPdJcKQAz2rdlMoYju1xY+m1MoKEZ4eBRCGQKLS0oaN7UdUP2l4cHa2+d9VZl4i2cuc2ALvHnDz9Km6vzV/ltAcffhxxHE8plUoLW1tLX9m8ZXvw+BPrOg7u39seNSI0ohhRLDSd8NIXncYGOKoKSb9lRwpwZZ0BR7HJBzjVtG0rnYDc85TDCAAirZGSVHINCz56p/QMLDzl9P7O7pmNanX0XdWRkU2ce3sXLDlzsm/NcW+/EgAHgP0HB8CS+mQt3/r+Q/U3nbfqj9evf+Y9O3buiqJYvv7Fl7YVhoZHMHxoGGHAEQY8BTnTl0k5oIriWFmLjBHrnrduTw7AmQti5Fhp24lU+4C0mI+U8D2JIABCT6BYbIEXlNDZM6dWb2B9V/dUf+Gi133xwO6nPjdn0XkhwEYhpSy0VCb7lpyQ9isDcNr6+vbA9308sXYd3vCGM8N6vXHLiy9t6d2wcfPMoaHhc0Rcw57duxBFEUZGRlGrNyAl4HGOIPDgeYmFd5/qZiUHk6eiA0WKqxOAJ9ttjVv5BbQpSS/JjxeIRZwszcd8BGELWlpCtJX8jZVKgU/pnbuvs3vu9p6p8/Z4XvChDc+trS85dSXiOEJH58mXDHW8268kwPPaaLUKKeVpYRBcs2PHLvHAj/4LIyOHCuVy5X179u5vlRLY2bcXA/0H0FLw4fsMnudBCDOFi3OGwOfwfY+A2xS3TFIKDMD11K8U4B6X8LyUashE7RACiOMYvg+0hDG6urpQbu9BI5JoK3cdGhwc+ny5rRwvWLzkvxafstyTQmwD8IwfFCb7kp4U7X8B3qRt2rwZvu+Ho6PVK3fs2FWKY9kYOjTyNs7w22HAACmw/uln0N8/BJHWBfQ4B2QDQjTAeVJVKgFoUmk18DkKAYPvJ5c9jiXipFgUPA6U24oot4XwuISQDHEs4YetWLJkGcLQQxhI+D77ThCUvh0LFnR1TxsJC8X/EHFUnzFz7mRfspOyvSpyUSajLVywAADqAL4KAAMDg5DAwwzss5xDNBoN7NixE7VaA2qx1cD32Nlnrbptz+6dpwIyjlNwR1Gy4k7gcxRCjsBPQB1FQCwkoljC97g3d+7sjVs3rf9zxoQUAogiibZKN1auOgthGIBxcMbkiwC2tPyKcOhjbf9rwSew7dixA3EcL3zxhQ0tUgrEcQrgSKQDgKEQcvheAvBGzCBiiSgW8D0PS1/3ulHP9zfNnDFjsn/Ka6b9DyZTidvraF5NAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTExVDIyOjQyOjU3LTA1OjAwzgl2ogAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0xMVQyMjo0Mjo1Ny0wNTowML9Uzh4AAAA5dEVYdFNvZnR3YXJlAE1hdHBsb3RsaWIgdmVyc2lvbjMuMy4xLCBodHRwczovL21hdHBsb3RsaWIub3JnL93d/PMAAAAASUVORK5CYII=', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
-
id: 5165000
{'hecke_orbit_code': 33559616, 'n': 1, 'trace_an': 92}
-
id: 5165001
{'hecke_orbit_code': 33559616, 'n': 2, 'trace_an': 0}
-
id: 5165002
{'hecke_orbit_code': 33559616, 'n': 3, 'trace_an': 0}
-
id: 5165003
{'hecke_orbit_code': 33559616, 'n': 4, 'trace_an': 0}
-
id: 5165004
{'hecke_orbit_code': 33559616, 'n': 5, 'trace_an': 0}
-
id: 5165005
{'hecke_orbit_code': 33559616, 'n': 6, 'trace_an': 0}
-
id: 5165006
{'hecke_orbit_code': 33559616, 'n': 7, 'trace_an': 0}
-
id: 5165007
{'hecke_orbit_code': 33559616, 'n': 8, 'trace_an': 0}
-
id: 5165008
{'hecke_orbit_code': 33559616, 'n': 9, 'trace_an': 0}
-
id: 5165009
{'hecke_orbit_code': 33559616, 'n': 10, 'trace_an': 0}
-
id: 5165010
{'hecke_orbit_code': 33559616, 'n': 11, 'trace_an': 0}
-
id: 5165011
{'hecke_orbit_code': 33559616, 'n': 12, 'trace_an': 0}
-
id: 5165012
{'hecke_orbit_code': 33559616, 'n': 13, 'trace_an': -4}
-
id: 5165013
{'hecke_orbit_code': 33559616, 'n': 14, 'trace_an': 0}
-
id: 5165014
{'hecke_orbit_code': 33559616, 'n': 15, 'trace_an': 0}
-
id: 5165015
{'hecke_orbit_code': 33559616, 'n': 16, 'trace_an': 0}
-
id: 5165016
{'hecke_orbit_code': 33559616, 'n': 17, 'trace_an': 0}
-
id: 5165017
{'hecke_orbit_code': 33559616, 'n': 18, 'trace_an': 0}
-
id: 5165018
{'hecke_orbit_code': 33559616, 'n': 19, 'trace_an': 0}
-
id: 5165019
{'hecke_orbit_code': 33559616, 'n': 20, 'trace_an': 0}
-
id: 5165020
{'hecke_orbit_code': 33559616, 'n': 21, 'trace_an': 0}
-
id: 5165021
{'hecke_orbit_code': 33559616, 'n': 22, 'trace_an': 0}
-
id: 5165022
{'hecke_orbit_code': 33559616, 'n': 23, 'trace_an': 0}
-
id: 5165023
{'hecke_orbit_code': 33559616, 'n': 24, 'trace_an': 0}
-
id: 5165024
{'hecke_orbit_code': 33559616, 'n': 25, 'trace_an': 80}
-
id: 5165025
{'hecke_orbit_code': 33559616, 'n': 26, 'trace_an': 0}
-
id: 5165026
{'hecke_orbit_code': 33559616, 'n': 27, 'trace_an': 0}
-
id: 5165027
{'hecke_orbit_code': 33559616, 'n': 28, 'trace_an': 0}
-
id: 5165028
{'hecke_orbit_code': 33559616, 'n': 29, 'trace_an': 0}
-
id: 5165029
{'hecke_orbit_code': 33559616, 'n': 30, 'trace_an': 0}
-
id: 5165030
{'hecke_orbit_code': 33559616, 'n': 31, 'trace_an': 0}
-
id: 5165031
{'hecke_orbit_code': 33559616, 'n': 32, 'trace_an': 0}
-
id: 5165032
{'hecke_orbit_code': 33559616, 'n': 33, 'trace_an': 0}
-
id: 5165033
{'hecke_orbit_code': 33559616, 'n': 34, 'trace_an': 0}
-
id: 5165034
{'hecke_orbit_code': 33559616, 'n': 35, 'trace_an': 0}
-
id: 5165035
{'hecke_orbit_code': 33559616, 'n': 36, 'trace_an': 0}
-
id: 5165036
{'hecke_orbit_code': 33559616, 'n': 37, 'trace_an': 8}
-
id: 5165037
{'hecke_orbit_code': 33559616, 'n': 38, 'trace_an': 0}
-
id: 5165038
{'hecke_orbit_code': 33559616, 'n': 39, 'trace_an': 0}
-
id: 5165039
{'hecke_orbit_code': 33559616, 'n': 40, 'trace_an': 0}
-
id: 5165040
{'hecke_orbit_code': 33559616, 'n': 41, 'trace_an': 0}
-
id: 5165041
{'hecke_orbit_code': 33559616, 'n': 42, 'trace_an': 0}
-
id: 5165042
{'hecke_orbit_code': 33559616, 'n': 43, 'trace_an': 0}
-
id: 5165043
{'hecke_orbit_code': 33559616, 'n': 44, 'trace_an': 0}
-
id: 5165044
{'hecke_orbit_code': 33559616, 'n': 45, 'trace_an': 0}
-
id: 5165045
{'hecke_orbit_code': 33559616, 'n': 46, 'trace_an': 0}
-
id: 5165046
{'hecke_orbit_code': 33559616, 'n': 47, 'trace_an': 0}
-
id: 5165047
{'hecke_orbit_code': 33559616, 'n': 48, 'trace_an': 0}
-
id: 5165048
{'hecke_orbit_code': 33559616, 'n': 49, 'trace_an': 72}
-
id: 5165049
{'hecke_orbit_code': 33559616, 'n': 50, 'trace_an': 0}
-
id: 5165050
{'hecke_orbit_code': 33559616, 'n': 51, 'trace_an': 0}
-
id: 5165051
{'hecke_orbit_code': 33559616, 'n': 52, 'trace_an': 0}
-
id: 5165052
{'hecke_orbit_code': 33559616, 'n': 53, 'trace_an': 0}
-
id: 5165053
{'hecke_orbit_code': 33559616, 'n': 54, 'trace_an': 0}
-
id: 5165054
{'hecke_orbit_code': 33559616, 'n': 55, 'trace_an': 0}
-
id: 5165055
{'hecke_orbit_code': 33559616, 'n': 56, 'trace_an': 0}
-
id: 5165056
{'hecke_orbit_code': 33559616, 'n': 57, 'trace_an': 0}
-
id: 5165057
{'hecke_orbit_code': 33559616, 'n': 58, 'trace_an': 0}
-
id: 5165058
{'hecke_orbit_code': 33559616, 'n': 59, 'trace_an': 0}
-
id: 5165059
{'hecke_orbit_code': 33559616, 'n': 60, 'trace_an': 0}
-
id: 5165060
{'hecke_orbit_code': 33559616, 'n': 61, 'trace_an': -4}
-
id: 5165061
{'hecke_orbit_code': 33559616, 'n': 62, 'trace_an': 0}
-
id: 5165062
{'hecke_orbit_code': 33559616, 'n': 63, 'trace_an': 0}
-
id: 5165063
{'hecke_orbit_code': 33559616, 'n': 64, 'trace_an': 0}
-
id: 5165064
{'hecke_orbit_code': 33559616, 'n': 65, 'trace_an': 0}
-
id: 5165065
{'hecke_orbit_code': 33559616, 'n': 66, 'trace_an': 0}
-
id: 5165066
{'hecke_orbit_code': 33559616, 'n': 67, 'trace_an': 0}
-
id: 5165067
{'hecke_orbit_code': 33559616, 'n': 68, 'trace_an': 0}
-
id: 5165068
{'hecke_orbit_code': 33559616, 'n': 69, 'trace_an': 0}
-
id: 5165069
{'hecke_orbit_code': 33559616, 'n': 70, 'trace_an': 0}
-
id: 5165070
{'hecke_orbit_code': 33559616, 'n': 71, 'trace_an': 0}
-
id: 5165071
{'hecke_orbit_code': 33559616, 'n': 72, 'trace_an': 0}
-
id: 5165072
{'hecke_orbit_code': 33559616, 'n': 73, 'trace_an': -8}
-
id: 5165073
{'hecke_orbit_code': 33559616, 'n': 74, 'trace_an': 0}
-
id: 5165074
{'hecke_orbit_code': 33559616, 'n': 75, 'trace_an': 0}
-
id: 5165075
{'hecke_orbit_code': 33559616, 'n': 76, 'trace_an': 0}
-
id: 5165076
{'hecke_orbit_code': 33559616, 'n': 77, 'trace_an': 0}
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id: 5165979
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id: 5165980
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id: 5165981
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id: 5165982
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id: 5165983
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id: 5165984
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id: 5165985
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id: 5165986
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id: 5165987
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id: 5165988
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id: 5165989
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id: 5165990
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id: 5165991
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id: 5165992
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id: 5165993
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id: 5165994
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id: 5165995
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id: 5165996
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id: 5165997
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id: 5165998
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id: 5165999
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