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mf_newspaces • Show schema
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{'Nk2': 1520, 'analytic_conductor': 3.0343152768086545, 'char_conductor': 95, 'char_degree': 12, 'char_is_real': False, 'char_orbit_index': 34, 'char_orbit_label': 'bh', 'char_order': 36, 'char_parity': 1, 'char_values': [380, 36, [191, 77, 21], [36, 27, 10]], 'conrey_index': 13, 'cusp_dim': 648, 'dim': 120, 'eis_dim': 144, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 2267776287100, 'hecke_orbit_dims': [120], 'label': '380.2.bh', 'level': 380, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 19], 'level_radical': 190, 'mf_dim': 792, 'mf_new_dim': 120, 'num_forms': 1, 'prim_orbit_index': 18, 'relative_dim': 10, 'sturm_bound': 120, 'trace_bound': 0, 'trace_display': [0, 0, 0, 6], 'traces': [120, 0, 0, 0, 0, 0, 6, 0, 0, 0, 0, 0, 0, 0, 18, 0, -18, 0, 0, 0, 48, 0, -36, 0, -24, 0, 0, 0, 0, 0, 0, 0, -60, 0, -18, 0, 0, 0, 0, 0, -12, 0, -36, 0, 18, 0, -24, 0, 0, 0, 96, 0, -18, 0, 72, 0, -6, 0, 0, 0, -24, 0, 36, 0, 90, 0, -24, 0, 0, 0, 0, 0, 18, 0, 0, 0, -36, 0, 0, 0, 0, 0, -30, 0, -24, 0, -72, 0, 0, 0, -144, 0, -132, 0, -12, 0, -60, 0, 0, 0, -96, 0, -54, 0, -72, 0, -72, 0, 0, 0, -288, 0, 0, 0, -108, 0, 114, 0, 0, 0, -168, 0, 36, 0, 12, 0, -168, 0, 0, 0, -96, 0, 72, 0, -24, 0, 42, 0, 0, 0, 0, 0, 120, 0, -72, 0, 36, 0, 0, 0, 0, 0, 180, 0, 126, 0, 48, 0, 0, 0, -12, 0, -36, 0, -48, 0, 318, 0, 0, 0, 132, 0, 60, 0, 264, 0, 114, 0, 0, 0, 72, 0, 216, 0, 30, 0, 300, 0, 0, 0, 312, 0, 150, 0, 6, 0, 150, 0, 0, 0, 120, 0, 96, 0, 174, 0, 72, 0, 0, 0, 288, 0, -84, 0, 12, 0, 72, 0, 0, 0, 72, 0, -138, 0, 78, 0, 0, 0, 0, 0, -156, 0, -54, 0, 120, 0, -78, 0, 0, 0, 192, 0, -264, 0, 108, 0, -180, 0, 0, 0, -108, 0, 96, 0, 54, 0, -138, 0, 0, 0, -24, 0, -108, 0, 0, 0, -504, 0, 0, 0, -72, 0, -210, 0, -126, 0, -102, 0, 0, 0, -276, 0, -48, 0, -180, 0, -336, 0, 0, 0, 60, 0, -252, 0, -144, 0, -378, 0, 0, 0, -240, 0, 0, 0, -192, 0, 108, 0, 0, 0, -132, 0, 6, 0, -84, 0, -264, 0, 0, 0, 120, 0, 132, 0, -228, 0, 216, 0, 0, 0, 0, 0, -60, 0, -396, 0, 96, 0, 0, 0, 0, 0, 252, 0, -192, 0, -30, 0, 0, 0, 300, 0, 168, 0, -336, 0, 450, 0, 0, 0, 240, 0, 276, 0, -54, 0, 30, 0, 0, 0, -24, 0, 72, 0, 198, 0, 342, 0, 0, 0, 288, 0, -330, 0, 72, 0, 378, 0, 0, 0, 60, 0, 156, 0, 204, 0, -18, 0, 0, 0, 264, 0, -234, 0, -48, 0, 108, 0, 0, 0, 684, 0, -24, 0, 258, 0, 0, 0, 0, 0, -144, 0, 30, 0, 180, 0, -96, 0, 0, 0, 384, 0, -432, 0, -18, 0, -228, 0, 0, 0, -492, 0, -228, 0, 54, 0, 60, 0, 0, 0, -288, 0, -390, 0, 0, 0, -492, 0, 0, 0, -60, 0, -78, 0, 36, 0, -6, 0, 0, 0, -1116, 0, 18, 0, -252, 0, -420, 0, 0, 0, -204, 0, 54, 0, 96, 0, -180, 0, 0, 0, -348, 0, 0, 0, -504, 0, 18, 0, 0, 0, -288, 0, 270, 0, -132, 0, -462, 0, 0, 0, -288, 0, 144, 0, -246, 0, 342, 0, 0, 0, -432, 0, 144, 0, -72, 0, 246, 0, 0, 0, 0, 0, 492, 0, 78, 0, 264, 0, 0, 0, -24, 0, 84, 0, -60, 0, 714, 0, 0, 0, 276, 0, 318, 0, 420, 0, 186, 0, 0, 0, 384, 0, 396, 0, 138, 0, 774, 0, 0, 0, 552, 0, 252, 0, 174, 0, 264, 0, 0, 0, 300, 0, 540, 0, 768, 0, 426, 0, 0, 0, 360, 0, 114, 0, 384, 0, 378, 0, 0, 0, 360, 0, 294, 0, 558, 0, 0, 0, 0, 0, -96, 0, 228, 0, 216, 0, 78, 0, 0, 0, 444, 0, -270, 0, 132, 0, -414, 0, 0, 0, -120, 0, 132, 0, 144, 0, -372, 0, 0, 0, -372, 0, -342, 0, 0, 0, -756, 0, 0, 0, -192, 0, -192, 0, 66, 0, -276, 0, 0, 0, -432, 0, -90, 0, 36, 0, -600, 0, 0, 0, 168, 0, 108, 0, -258, 0, -378, 0, 0, 0, -612, 0, 0, 0, -492, 0, 0, 0, 0, 0, -384, 0, 144, 0, -36, 0, -468, 0, 0, 0, -192, 0, 108, 0, -570, 0, 576, 0, 0, 0, -396, 0, -186, 0, -504, 0, 108, 0, 0, 0, 0, 0, 204, 0, 150, 0, 102, 0, 0, 0, -48, 0, 180, 0, -882, 0, 648, 0, 0, 0, 144, 0, 252, 0, -138, 0, -162, 0, 0, 0, 108, 0, -72, 0, -204, 0, 474, 0, 0, 0, 432, 0, -444, 0, 36, 0, 354, 0, 0, 0, 132, 0, 42, 0, 312, 0, 318, 0, 0, 0, 408, 0, -648, 0, -78, 0, 36, 0, 0, 0, 144, 0, -252, 0, 546, 0, 0, 0, 0, 0, -60, 0, -546, 0, 342, 0, -630, 0, 0, 0, 396, 0, -930, 0, -114, 0, -186, 0, 0, 0, -516, 0, -534, 0, 18, 0, -192, 0, 0, 0, -24, 0, -636, 0, 0, 0, -996, 0, 0, 0, -72, 0, -432, 0, -552, 0, -204, 0, 0, 0, -924, 0, -36, 0, -246, 0, -534, 0, 0, 0, -492, 0, -234, 0, 60, 0, -846, 0, 0, 0, -288, 0, 0, 0, -180, 0, 372, 0, 0, 0, -312, 0, -234, 0, -210, 0, -516, 0, 0, 0, -372, 0, 90, 0, -174, 0, 648, 0, 0, 0, -216, 0, 654, 0, -126, 0, 186, 0, 0, 0, 0, 0, 516, 0, 726, 0, -108, 0, 0, 0, 1008, 0, 186, 0, -198, 0, 1326, 0, 0, 0, 528, 0, 498, 0, 402, 0, 414, 0, 0, 0, 564, 0, 306, 0, 330, 0, 432, 0, 0, 0, 1416, 0, -300, 0, -36, 0, 612, 0, 0, 0, 204, 0, 612, 0, 624, 0, 168, 0, 0, 0, 1164, 0, 96, 0, 594, 0, 198, 0, 0, 0, 1440, 0, -174, 0, 426, 0, 0, 0, 0, 0, -96, 0, 24, 0, 84, 0, -414, 0, 0, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 199400
{'char_orbit_index': 34, 'char_orbit_label': 'bh', 'conrey_index': 13, 'conrey_indexes': [13, 33, 53, 97, 117, 173, 193, 257, 317, 333, 337, 357], 'label': '380.2.bh', 'level': 380, 'sub_char_orbit_index': 18, 'sub_char_orbit_label': 'r', 'sub_conrey_index': 2, 'sub_conrey_indexes': [2, 3, 13, 22, 32, 33, 48, 52, 53, 67, 72, 78], 'sub_dim': 96, 'sub_label': '95.2.r', 'sub_level': 95, 'sub_mult': 3, 'weight': 2}
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id: 199398
{'char_orbit_index': 34, 'char_orbit_label': 'bh', 'conrey_index': 13, 'conrey_indexes': [13, 33, 53, 97, 117, 173, 193, 257, 317, 333, 337, 357], 'label': '380.2.bh', 'level': 380, 'sub_char_orbit_index': 18, 'sub_char_orbit_label': 'r', 'sub_conrey_index': 3, 'sub_conrey_indexes': [3, 13, 33, 53, 67, 97, 117, 127, 143, 147, 167, 173], 'sub_dim': 120, 'sub_label': '190.2.r', 'sub_level': 190, 'sub_mult': 2, 'weight': 2}
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id: 199399
{'char_orbit_index': 34, 'char_orbit_label': 'bh', 'conrey_index': 13, 'conrey_indexes': [13, 33, 53, 97, 117, 173, 193, 257, 317, 333, 337, 357], 'label': '380.2.bh', 'level': 380, 'sub_char_orbit_index': 34, 'sub_char_orbit_label': 'bh', 'sub_conrey_index': 13, 'sub_conrey_indexes': [13, 33, 53, 97, 117, 173, 193, 257, 317, 333, 337, 357], 'sub_dim': 120, 'sub_label': '380.2.bh', 'sub_level': 380, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 34, 'label': '380.2.bh', 'level': 380, 'portrait': 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JmAk3MZJ+ZTDpw29PWQH33jAlecG9IMJjiz0ObQyZDDJw1HzmhyhkxP5JzoKAaDEXmaIYQkajQ5Z2PIzg0jGjEYIzizbDh/s6EZ55zphByZU0QKwhBGA8mF2zN6o5QokIRKc2Qu4mQnpBkZLtw6YH4xQBtoxpIdG1PO27JCqzlCCEhSSaff4vRSzLq2JM9ijpwOOXRScPhUxqlOQtgcceX5PX78DZrRcJaDJyY4elpxai7n5ELKsXnDc/OGqy6e51ffsciWmWkOnZzl9EKTM4sh88uCRbcfF7s588uaub4067edo7/z1bvv/7kf2v3v4/YF+yE7LMS3fsHXtzzA/+8PfJo8TXdMrNvwO4ePnHzLtuZH+b5Xz9HrbmJ+eYKF5SYLyzHznYDFFcqDM7+cc7oDB+cEmzYs8R//ySLXXdTk6Kl1HDnV5tRCwMl5w+mFjGNzOceWcjau7/Ht1/e5YKuiHceEssH8cszcomJuGQYjSDNDoAytRs7MZEZm4MhpaIYJjTggkDkTTVgZxLSbIwTQijWLnZilrqTdFCyuCBa6Oa3YYIB2Q7E8FMw0RwRS0WwmRIHk8MmQTAesmxC0Y4FSkGWC/lAwt2xPpvmVlDAc0mhlnL99xHdcl7J5us3JuWmOno44OQ+nFjLOLGYcmYODi4ZrL5vnP79zkc0z0xw+OWuvEiW4NUsrKUsrGYtdw3xXcGxF0Vvp8HPvHPAffuLbyDjvb1aWOz8bBOro5l1ve6Eh8ry3b1kNfur0HBMTremDh0/8yz/4s89du+fLj7zloafm2LI54KLzBddf0CHNFHkuybUk12BMgNEKYwADQuRIYTg4P8Ov/aXkV945x9U7U6bbs0y2Jmk3YqZaITMTks1LkiNz0/ztbS1UNOKSc4ecsyWn2xtwzoaMN7wiZ5QGCDRf2ROz2Itp5SOOzys63Qabtscs9OH0HFx0jmT/KcPubSHTrYTjS4rN0xm5lsx3m8x3NZtnUxY7ismW4vytfQ6eiLn43Izjc4bllSYXbs85Z3PCkfmcyYkRnW7K7Y80AEmSal5+xYDrzjEs9EIu2Jpw0TmSSDQZDNez55mYM4uSucWc+eWMEwuag3OCbjbkxZcs88tv77FxcpZDx6c5s9RgfjlkoSNYWtEsd1M6vZxO37DcF5wZKJZ6KTdetsT337BI79RnWOhf+JZc7jRbzv+uh0bDwfuytL/cnlz/QkNmzdu3JIN//ot30GzE8fzi8u8/uGfvj+x54rA6eHyFpTzmdE9zzXmn+e2fOsMV57c4tTDDYqfNYqfB4krIYidgqQtLndyy0ErG/AocWRS0pwa86KJl3vqKERdubdLrT3F8rsXcUshCR7K0Yphf1pxZ1vSGOd1EMxxlbJwecfG5GmMEUWDYdzwmy5vs3CS5cEfOzPSQM0sJTx1sc9UumJ5c4q7HZtg4nTDdFix0Qy7cnpAkGQ/unyJJc3Zv0Sz1BbMTQ9ZPBdz1RMp0q8UVu3KeOpxyZjFk3UTMhdsN525J0CQ8d1wRhgaM4ZLzUtZPCvqDmP4wojcIOL0YML8sWFrJWVrJme/kHF0QdNKMXees8JYblrj2QsV0c4rjZyaZL658Hcvcy92U5W7Octew0INTPcmpTs51F57i//ypeXZvn2BheYqllYBhthEZn5/Pbrzkz+Lm9E9n6Wh02ZU3vNDQWXX7lgL4/NwZgiAIP3frreHU9Lrfv+PO+374mX3HglEm6Q0FywPB6b7idDfjRbtO8Vs/ucBV57c4vTjDYqfF0krM4krE0krAUlfQWclZ6mYsdzOWVgzHlwWne5qpyT7XXbTCD9yUcdG2Bv1hm7mlJosrESs9yUpf0BtUkiTJBFpDGBiaDdiyTrNtwxDUiKePZjy5P6Khmtx0TUoYdXj46Qm2bFA8/GzO9g2K/ihnspkzt6S5crdgbknTboQMhoLtmzMeerrBtg3w0HMjItHkxqsgavR54mDOM4eaSCK2rlNsnYVmA8JAkGtBmkGawWAIvaGm29es9DWLPTjTMaykORee1+X7v22Z63ZrZpotFjuTnJxvsdCJWOwolrqwvJKz3M3o9HKWe4ZFB+7THc11F53m//zJM1x6bpP5pWmWui1WejGdbkCnJwga27OdF177F0ePn/np173uDWmWZemGDRtfaCiVt28ZgHeWl5icmg6OHD7wq7fddtuP7H12/4bF5X48GGqboBlqugNYHkjODCSnuinXnneG3/7pBa7eFXOmBHmD5W7EcjdguStY7hp7ye1mLPdylnpwugOLI4NQQ77rhg6X7si4brdhut2g02uQZSFZrkgzSa4FYNDGEIcZkxN9HtkvGY5SbntoApE22LUt4oareiR6iS/dN8uVuyLmuiscO9nmRRenPHM4IDWGgycM//zNQw4c16R6gmeOal68W3D4TJ+FpWmuvDDlyw8NSEdtXn55yK4dCUas8MWHBaOh4LHnYiaaIa1AWBkGaA1Jbkhzw0hDp6+ZnhpyzcUDLj9nyJtfnqNo0e21ObPUYnHF7pulFUmna1juZaz0LLg7PcNCX3K6J5lbyXjJRaf5r/9ijot3NJhfnqHTbdLpNVjphXQHAd2+pDsQJHk82rj5vLmbbnr1n+3ates/Li8vZzMzMy80pIBvEYB/8ZY/5PjhRxoveeU7fuHAgYO/8sgjj4luP2eYaAbDnP5Q0xtqekPDygA6A8HcQHKql3HdhWf4rZ+c48rzI5Y70ywst1nuNuj0IpZ7AZ2uotMTrPQ1K72Mbj+nO9B0+obFvmBpYOglGRefP2SqmaGzjDffMOCqXTmjVBFIwyg1fOrrLZ493mbLjObwiYiAJru3Ka680NBo9bj/6T6n5ya45sIms7PL3L4n4kU7I+Z7XQb9NjPrDXv2St5585CH9ho2zsb0Rl2Wlqe5/MI+d+yBTZOTXHNxj1PLy9z7+AytsM1VF8CF5wxRQY/9pzSbZhMOn0j59F0xg1QhJSSp4eoLR3znK0akacB0Ey4/T9AbtFjpNVnuxiz3Qjo9xUpP0unBSj+n28tZ6ees9DWdASz2BCd7kqX+iJdeeIb/8pNLXLGzwcLyJJ2eZe6VfuTAregNBL2hoDfQDBPD5Zdfac7bef6v7jzv3I/uOv/c/cDwhS7iesEB/vUv/R6tZtSaX+j928XFzq/OLfQYjCT9kWAwNAyGOYORD3JNbwgrQ8HcQHFyRXPtBQv8wLfN8z035Ew22swtTbK00qTTi+n0Qlb6ipW+pNuH3sDQH+b0B9rejwz9kT1p+okhyTVRZAhc+B0qiKXBaEkcBqyfVGzfKDlvq+HcLQNyscIt9yqe2T/Ja6+JePk1S7z/MznT0Syvf1mfOx9LmWpMsXVLj68+1OS7bsi57ZGcnetj2pNd7nok5ttfEjIxcZr3f2qWV17W5DXXrfDYkSFfuCfEZC3O3RSxc4tg+ybN+umEOErRJicMcpSyZSNRAI1IkKYB/WHESj+gPwzoDRW9gaQ3gN7Q0Btoev2c3sCe6CsDWB4I5nqC0x3D5OQKb71xjh+4acRl5zWZX5qg02vS7cd0ByHdfkBvUIF7MDLYq2zGYJgTNSb0m9/0+vTiiy64rtftPX7NVZf8vxfge+78bcIobPR6g19YXFj65aXlgRwmIf2RpD8UDAqQj3LL5CPtdqamO4TuSLA4lJxZgSQf8M43nOZ7X9bn2gsD8nyCxU6bpW6Dbt9eUnsDRW/ofvcQhiPDMNWMEkOaabLMkGvINWBAKkEYCBohTLQkUxOCLes02zcNmJ7qcMdjhtvuj4jkFNdeGHH1xSs8dKDH43unec01IXFrkc9+vcF3XB8zMz3PLXfOcNO1gk/cm7C52eLbX77CLfcYWmqam1485KH9XR5/doprdzW45uIhUbzAFx5U3PlIi9lWzI51AZvXCabakokWNCIIQ4OSdn/muSDTkGaCNBWMUsNwBIPEMBzqkij6I0sS3SGc6UnmupCKITdcvMibXr7CO1+XM0ommV9us9Jv0O3bINZustqHDtzDkSWhwUjT7WdEcVvPrt/4a5NTU785Go2G7/utd71gGHtBbcKpiTTI0v4vm2T+30ozku1mjBCWkQQSIWwTjhAKIQRS5igBSoJUhiAwhErTDARz/RYf+uIOvnh/h++4donvumGZK8/vsW66xUKnRXcQ0x+E9EcBg5FiOFKMEsEolaQZZLkiz0Ebe9ZLCWEAcWhoNzUzkynbN/bJTI9nj6d84p6Ip/ZPMttscu1FATe+aIWvP9nhS3dPcf1FMRvXDfjcAwadN5mdTFhYGdmTBtg83WNpPkaJBi+7apEv3NXg6Kkmb7y+T5Yv8JU960nzBi++ZBNvemmHnVs73PV4wKNHm5iDMdvXSWbbglZDEEeCQAkHcoM2VpdnuT1pk9QwcifxMIF+Yq9+SyPBUhdkMOTqi5d5640dbr4mZf1kk4XlGZa7TfrDiO6gALdiMJSOtQX9obEScpQxHGm7JYZMKxbnu3Kxxy9cdeWGc377P/34w7/zX/7Ve4PwhUma/28HuOm9l8X5TYRR8q7+8tPfsTw4cUOosqjdbCBlhjWwAwduiQSkEEghkQKbZlcCpXJCBZGCONA0A8PkUDG/MsuffXGCrzza5frLOvzI65e5ZEeH9dMN0qzBYBTTHUQMhgGjVJFlkjSXaC3QRlhwC0Mc57TjjDhKkWrImc6IT98vOXwq4sDRGUzaYPf2kEvOU7zo4hVEeIY9+yY5Z12Dy883rJtZZqHTYNs6BVLz2XtjYiTN2PCdLx3woc/mnJyL2bBRMd8d8cT+mG0bZrj2gjnufLTD3U9OMRxFXHzeOq45r88V562w78Qyh08b7n6ixYEjLWIhiQNJO4aGx+TGQK4NWQ5JDkkm6I0EK0NBJ4FUZwg15MpdK/zo61a4/lLNjo0h/cEsZxZblrGHEf2BlTiDka1Nt1dULHOPckZJ7oBtwT1wV4tEB8zP9+OVPQd+/Bd/79PLrYmW+rU/+uLvnDw5z/t+6Qf/8QL8t97/UWh9H0H3d35GDB//NZIzE1GgaDUaCJGCMAhhEAKkUEhhkNIGUlIJlFIEShIEOYEShIEmCjRxCI3I0IxyphuSlVHI4vIsH//aFF9/csB0e8A7bu6wa9MyWRpw4XbDxTsVw5F1S3ItMcaqNSVz4ijjueNw8IxgkGk+/KUWy71phv2IdU3F1tmAc7cEnL9NcPkFHXK5wB9+eoJeZ4rrLwnYtaPLowdzVjoNduyCdjNjJWkQRxKMIQpDlodw7LTkovNiLt01ZO+zCY8/1+T6y2f5p2+c508+2+X+vRP0BgELnQnO39bgsu0DXn5Jl+98aZfOYIG//FKTfhpx9HTIYwcjosASAYDGSq1Ma7IEtmxKuPTiPjpP2bVlxA+9esRUK2DzTESSNjl2ukF/EDEYhfSHgQO1YjCSboNhYqysG+UMk5xRou3zxG6DBAapoJ8K+lnAsWMdHvvwHdNX7Nrw66+94fz8fb/Ue2+y+GdEsz/yjw/g//n9n+Wab7tZ/atf+4t/OiXv/u23vfKJ+OJzYqANLtIWNYAbpAiQEpSUKCUsuJUgCBRBIAmDnCjMiRJDPNI0QkM71Uw2YLYp6CWSlcEERzoTvPuD6yBPkWRcflGfi89JGCUCo3OMsbJISoGUkiiOeHx/xHNHGjSjkHYgWd8W7Noq2TgbsHWD5NwtmovOXSJlgf/+qQmOHJ7iut0hF+zQyGCF2x6KmWmFrJuGmckh7WYDhfWvVwYRCz3NQsew3G1z87UdHn02Yf/xgHVTDV586TT/9E2L/PdPwkPPtekNDcu9gFMLk2xZ12TD7IitUwN+8YcGtBorPHNU89gBRRwbpNJI4XSWMRgNSSK4+JyMq3fnCBOQphGYGYZJzMm5kP4oZDAKGI4Uw8Qy9jARDEeSQSIYjmCYaEaJZjSy98NEW42fFFsF7l4qWEoF3UyTD/oMO3smbrrkxG//RvfytJe9+Y+Gcx/OGxt+6B8PwH/jA5/nkvO3hp/7xKd/9MEnDv3e3ffOhY88Oc27f3qF3dt7SGkcWxuk0ChpUDJESUOgAgJlLKCVTXJEod1GoWCUSOJQM4pymomxmjOz1t50qkkyGKWCYSYZ5TFp1uC5gxM8uc+QG1t9CKCElTuhEsQBTMRwyUaYaMJ0WzIzoVg3HbBhBs7dMmLrhmVGZpH3fmKK/Qemueb8gJ3bJLt2LPHA/hFHT83w8t2SmUlNFAxoyBBlsL66BvSQxZUGJ+YCrr+8yaXnr/DY3pj1U5JWY4Krduf89Pcs8d5Pap48PkGnp+msKOaWAtZPTzA71WR6ImOylTHTSnjDdSlxmBKqDKU0UtrvZYxAa0mSKRYXFVkWkGSKJFWMUnefSLul0jaHpIJRIhgmMEqMBbZj7FFqSFIrSUapY/UUhg7c3USylEI3zWEw4MpzFnn3T8/z2itOxL254Pd0+HE9iq/+0+WTH02nt3zfP3yAv/d/3MqWDe3g8Sef+4lHHj/4u/c+cSxkcoZb7guRSvLr/3yZS7Z1CaRGCm0DSantpkJUYAiUIggUYWAIE0kUeACPFIk7OGlqSDJNkmrSzAZZRbYvy427ZBu0tsFkkSwRLnANpLXb4hDiWNJqSNoNxdSEZGYSNs7knLulz+TEEh+/M+WuJ2dZnp/k8nMU520NuGDHCKGW+dgdk2xsKWanJOunR9z5uOT4acVFWyDNBedvzHnFlSP2PjfNQkew2Jngba9a4cG9Qw6ckLQbkiic4rJd8J/+yTx3PjXg07evZ74L527MWVoJmJ5QTE3ETDQj2s0mjVjTiHLCQFtCkMZKPsAAWturR64lWSbIckmaCZJMkKaSJBWMMsv2SQajxAaoSapJEs0os4Gqfc0wTB3A04K5JSupoJPCYJRB0uOKc5b4L/98gW+/TtPvTzEY7g+J2u9TrZZS0Tl/NHf4k9mGc7/7HzbAJak4ePTUv9jz6L7fePrpw+FMK2AlC0gR3HKvZJAovvuGFX74dV2mJjJUv0kgNSrICZQmCHLCICBMAqJAEoWKUWgBnUTCHphUkKSKJIM0rSy/LNdkuSnBnecG41jbmFIZoaRASUEQCKJAEEeSZixpNQWTLcP0RM6G6YSNs12QS/z1VxUf+sI61jcaXHGu4JwtIeds0Zy7eZnPPaxZXGpy1Q7J9KRkZjLh0JmQlX6AUpDnkommYuumjLsf0yyvaE4txFy2q8Urr+7wlXtjZtoQxxFKTXH5LviJ158hlGf4xJ0zPH28weaVlPVTGVNtxURT0moqmnFAHAXEofXwAwlSmvI7YuxJrY0gzyHTgjyzJ1yWWxIoCCLNNGmqHVkYUndVLMA9SmHorowDJ0lWMkE3g2Q4ZCrs8o7vmed7b+jzqqug25tgOIpJ0ohh92Co+o3fjifDUMj4ve78+4cJ8D/50C1orX/27kf3/uqz+462ZxqSQW5QQrAiIkZC8qWHAu59ssF8d4F3va3PuumM3iAjGMaEKidMQ6IgJApyojAgSjVxJEkSRZIJEsc+JRtlgixT9qDlxlp/2pBrU7G2x9xCYG02hb0yRNCMoNXQTLTsYJ8N00M2rVvinr0Jf/y5Ns8dmeKcqZBdmwXbN0Vs3yS4YHsPES7x5YdmmIkV66Yk023D9MSAyQlNFFrbU2sYJQHL3ZSVfk6np5hbDun2J7j5mtPcem+f505O0IxTAhUhxBS7tkl++NULXH/JKT7w2SkeeHKGbV3JpsmUyZag3bAnZBxL4lASBs46VAIpqhPZGCdZTOX357kmd6n+rCSGAugW0PYqaBg5UI8yK0kGmWAltcAeJhl6OGSyscK73rbAv/mBPs0optNrMkpiRmlEkgSM0pBR93A77Ie/Pr3xarX/qVves+vSN/7DA3hnpUsUhv/y/X/6iV89fPjYVCuGNAeZGZSAQAi6IqQvFStJwH/7aMiDzyzz9td0ed11K8xOJfQGDaI0Igoj4ihklAQkqe1+SSJFkknSTJKm7j53AM8dS+WCXFNagMYIi21jg1ghnTRRtpAqCjWNSNNqZLQbGVMTIzbOdlkZ9PivHwu4bc86uittdq0XnLNRsG2DBfd5W4ZMtBb50Jcjjp9sc+kWwcyEYmYyR5sR3YEgkBZs2lgWn2plSJWx1AtZXoHTi012n9Pkh29e5q+/HHHkTEgYpCgZYswEaa64fMci//GdK3zl0R4f+NR6Th5rsWUKZpo57TinGVfxSRhIAuUCZ5dPsF+9OtHtiQ8612TuCmeBbskhyyHJLMCTTDDKHWtn0MukBXaqyZMRU40ub3j1Ej/4mh43XqmRosVip8EojUnSkCR1xy8LSFJJb+HUVJI/d/P11556z1c//15e9e0/8w8H4P/53b/Lr/zyr8it51x2zWNPPTcVKoOUApUZ62MLUNIQSkEoBT3ZYCUJuOXeBnc+3Oa113b4gdf2ufFFCdMTMUkSM0wiRmFIkgakWegkiSLLlAO3JMsFWSbJ80JvCqe3BXqMua2frlEKQqUJQ6th242UdjNhojVAqS5fe8Lwt3dNcvtD69ncVly2BTbPSjavj9i6UbJtQ8Ku7Us89NyQT925kXWRYt2kZLIt2TAz5NljhjsfjpHGnkx5LhAobrom5c7HEuaWG6z0cuaXArZtmOB7XtHjkf0dHnt6Pa0oQykBhOi8xWik2LYp5gdvXGLL9Ck+cVeTux+d4fhKg9lYMNkwtCNNI4IoyAmUyxm47+vnrU0hWbT1zAtGzxywsxxSbQkjzWGUWcbuZ4JeBoNUo7OEdVGPm16xzA++tsOrr81oBRGj1NatjJKIJAtI04BRau+TVNmrbgb9Myde/5U7t/yXVG75lS/d8t/zm9/4L761Ae6mSTXm5+bP/b9/70/e/uTTe3+i0+nRjCWpA7cUNiEhMwgEhBJiKejKkEGmWMwi/vbrLW57pMdLLunyrrf2uHJXwsxUQJ5HDIYRozQkTS3Is1yR5jZhk2tFngkybZ0DbQRaV5V3pgS3dWwCpQmVJgpzWs2UZjwiUCOG2ZAnDmt+/zPT7HluhiCP2b3OsGnasH5asXE2YvM6ydYNKTu3djm9vMKff6mNSRts2SiYmgiYahsmWwmDPEcbRSQFQjoG1woVKDKt6Q41K/2c5W7Ayfkml0xO8I6bl/nNM00OnGkRBKmVNiYg0w1GqaTbj3jFJV1edkmHxw4e5fc/PcneIxPMLTaJpaQZCiZiQyOw3Uehcvtejh8vyoBba8icy2PlHSS5INEW2MMc+qlhlGQEJmH9VI+rLuzyb962zLUXZUy0QpLRBCv9mCQJSTLL2mmmyquufeyutpkkSUZhfzj/7xttkclo02985m//cPim7/2pb12AP/PMs7Tb7Yv3PrPv3sXF+TAZ9kUrVqS5cal2x+DuPpAQZBBJQ6wEAyXoBTHDMGQxafD5B+0AzG9/WYfv+bYBl5/X45z1A6baAUkWug75gFESkGaKTEvyXDlgS7QGg6jCGAfuKNSW4YKcMEgJVcLJpYx9JzRffzzgkYOT3PfkNFnaZMukYeOEYXZSsG5KsW46ZOOsZMv6jG0bBsxML/KxW+GeJ6a5aptgZlIw2ZZMtDQTrRHdPCEKFUFmpYIx1sFgJOkPc1ZcAVSnZ1hcCTizOMkNl/b49pcu8iefiWkvSJRILSB1QJpFjFJJfxiyfrrBdbu7vP9dPe57eoVHDobc+9gERxcb7J1vEitJU1l5FAWGODQoHJG73VIweW6snEu1Ze4kh0FipUpqMkyWMhEN2b1lwKXn9fne1/R4/fUpE1HIcDhBtxORZAVjF8BWpFlgwZypSkpm0l0ZJKNBX/SHi7/SnJB5szn723/zkff33/L9P/mtB/CTJ0+yefPmxle/duf33vr5L4ajYV82GwFZbmwmUhpUZmsmVG5ZPMiN1b85hBk0lKGZu0uhihlFIZ2syV/fMckXHx6wY92AN76iy+aZjPM2j7ju4j4CxbpZSaAkeR6gtcQY6Zi7uC4XySONEbYpYDDSyCDj7qcD9p+UfP7+FvtOTLC83CQSoWXrWc1Uy/rg0xMB66YD1k0LNs1mbFk/YOvGJe550kqTbVMB6ydgsh0w2RJMtTOkTHjqsKLTV2xvu+G2BkapZNM6wcXnjvjanKEzMHQHlsXnl2NOLUzz1lec4clDCzzw+AZCZUCkGANZbiXaMFEMhgGdXsTMRJtXXdnjNdf0Wbh5judOwK0PNNh/IubBvS1EGDA3DBguKKSQCCGcJhcO5MaB3JAbjcmtizU7OWJKpFx76YDzNg3ZOpvyppcnbJ4VzE4qBsMpFpcjC+LcSZAscLKx2OQam42T7H1Ab9BjlIX/8aJLXyKvvuZlvzk//z3D9es3fWsBvNGIg/0H9v/SoYMH/3/DQV82GgFZZsEtpLDSRBjL3tICPXANvGFuy1KjHKLM0FSCthYMc8EwCBmFIZ1hk8cOZzx6aB1Cp+zYOOSanQOm2jk3vmTI1nUpeZphtDtwppImOA0qlSHRcN9jTZ480CJqSB7e3+LEQpNGEDAZSc6dNUw3NJMNw0RTMtmSTE0ETE8GrJuCDTMZm2aH7Ni0Qs4SH7ptmoWFSa7YoZmasD2WEy3NZCvFmJT7n4xYWAy5YNZmF42B0UiycVry0ssGfG1PTncg6fUzVnqKpW7I6YU2l+0a8M7XdLj/6SYHFyZRQgOpqzEJXYJG0B9JeoOQ5V7MZGuCmckh11044IbLhpxcGPL4wRUazZzHDwTc/1hMbiRCCso67dJGNGA0aE2eGTavz7jxJUNmmpord2q2b7Bg1LrFKA2ZX7JXT9sY4qSiY+siLirqfDLH1mkmK2BngrQ0AwIWF1fkgf0H/v3sui3B7My6/wRk3zIAv+/eO/nCF26Nuivdtz/zzL4oiiS5ttnJLHf3AqQCmVv9raQhkIJA28tgmBvS3GYTUw2N3NDKBam2WnAUCZI8JNEhqTYc70xy5H6NVDmf35PSCjK00fYgGdutLoojKKTdpEQLRacXkiUBcSCZaBguWAftyDARZTRjaDcErYZioqmYbAVlomfddMbGmSGb13fJ9BK//dEme/at45z1hum2cOAWtJs57UZCuzWk0WwSukBPOFmQa0GShQwGQ5aHmpnY1mp3B5pOV7HUijhyaoqrzx/x8z9wmt/6aMDR5SaIHG0ytIY0D0gy6WpHFL1hQG8Q0unGNBstmi5YvunKhDBKuO7CnLe9clgm0oTQziatou+CHHJtrcbpCYWSEcNhwPxy4CouLZizTJFpG/tkeXFfANo+LoL+AtTWc5c2iM2EC2aFc23g0Ucfi5Y7/be3Wu13f+1rd2Y33vjKFx7gjz/2EEKKeMvmDb//tWeePCcIbIFUlmtyF8zl0t4rbRywbaRuz15DoOyXDXURwRtrW2ljd4CL8lNtA8hMQxJL8rYk0wFpFjOf2Ay4MVXeQAhbnhoIe8UIXbZyc9vQnDHEgabhtGkjFDRju7ViRasZMNFSTLYFMxOamYmM9dMjNs722LZpgT/6rOYTt29k01TA+gnNVMueDO0mFuDNhJOLmn3HY5qRjT9ceQi5FgxHARduzdi8bkS3F9uGjkHOSl+x3AuY6DSYbE3zA686w75jp/jTz2x3lqFG68x51gGjpKgfkfSHilYjoBmHNCNbNBZFOVGYEYc5jSgnEDlK5jZrLAxC6ppPXlz98lwyv2gnFmhd3AsHckmmJdqBOM8LQDtQl0C2TJ1pd1++R2nlpg4HeS5Is5zn9h8858Ybb/r9Zqv1U/c/8MDoJddd98IBfHl5kampmda9d3/lvXuf3PNP0ImIQnuGCiFtUCkNmTRIqcm1zRrm0qCUJs9B5RAUVpXzrYtSz3zMwiqfF/aWy8wZU4C7/vmK8lopihPLet6RNISBq2sJIA4ljUjQiG3CpNkIaDcFky2YaudMT2TMTCZsmOmxdcMijx4Y8hd3bKPdiNk8qZlqCdotRaspaDedj94cseeQ4KG9DXbO2L8vHIVrA/1RwIsvNuzePuS+x6boJzAY5vQGmpWeZLkVMrfUpBFP8/03LvDAU3M8fnAz9pTV5Don08YlY2w9yWAkaTUEzVjRjDVxGDqAa8JAEyqbHVZKO6loKib39luRELJJIVG6Udql+nPtWbG5dM6LcA0X9r3yecHSY7mJwoosSK64H4wGwX33P/BPXvKSl+jXv+61P7O0tNT/X+nv/F8C+NLCabqdxf/j2JF9P7a8dJI4DMlya0fl0n7Bgr21EpbVpSFXApULcmUItCHPjfOtbZ1InlMDtXZZyNyrIymTFYUF6IPbHTBbkWg/jxKglM1aBq5TJwogCgVxqIgjQSNSNBqSdkMw0TJMtnKm2hnTEwnrpvtsWbfEIwf6/JsPbOLYyWkuWKeZbsFEU9JuKtoNaDVyWo2MMBwxSAyBDIgVpeYtJEqaSfI8ZCLKGOaa3kja9rmh1eSdrqIZxzSiCc7dnPJf/8UyP/8BwaP7NoGR5DonzzVZlpKkmlESMBxJhiNJM4Y4kjQiQxQposAQBRbkQWBKgCtX5FZJFQ/kAC5/YAqAG1HWtFS1LZQgt8dNlFZjSVgFwHUF6vJxcfxzY79Pbjh85LhoT+z9sQt27dqfJMmv/69g9H8a4Pd9/RY6iye2Hz787IuXF44RxxKdG4QUKA2ZtJvSwgJeC6S0oM5zjVbCAduQK1MmHGx2TVRZNs+rNY61jaslMcXjOrYrgEvbLKGkzegF0iY+LHtLV5koHRiklSgNQ7uhmWjlTLZSptoJs1MDNq1b5uHn+vz7/7GO/cdm2TljmGnhNLei3ZS0m4ZWnDPRTOj0Mz55VxOTB0Qu0SVE5T2nmUSJgDff0OXOJxNWhg3XApbTHyi6A0mrF9CMYuJokl2bM37jny7wi38ieXjvRuv569zaelnuxltIRqliOLLfKY4FcSiIQ+O+rw3qA2VQyslGAcLVrAjqQK+YvEjx47G5tRZLwJekVIG6fF68twawtbvPtEHnRUmF4Ln9R/jEp2598WWXXbL9Ix/71LHvf9t3/e8D+MrKPBMT67Y9/fjXf6e3cup7srRj2VsapPtyUhSZOydLNGTSAVdJcq3LL1eA23g1I7p2b3doYWdVDomp2IYqHV1kKoUHcCWr+owwsKnsMJQWAJGgEdsRa81YM9HMaTtwz0wM2DDTseD+41meOLiBnesk69s5U01bONVuKloee7eaCUYknFqcRAq7zImsZREto2kTsnnGEOiMXiYYJIbByDZDd/uSZqxoRCFR2CAIprj83Izf+InT/Ps/hof2biA3ijTXZF7dSJJoRrGiEUmixH6/KJTupC4KsSzA7X4xbl/5IPc/6xjQcZWJheliinIIPGYvno9djb26oGIrQF0HvGB+oYMKTn3PlVdenn/fW9/8r0+fmTu+aePffZW4/ymALy+eYNhfvmjQn3trMpyjEQfWNXGA1hIy5b6cEu6LWYlQ7IDcJWKqs9aBudgcSxdANz5z4xdNmdoREaXuFs44EVW1oJIEQQFwQRTa0thGbGjGmmac02rktJsZk60RU20L7of2DfmFP5rh8UMb2DGj2NDWTDUF7Zak1VC0mpJ2w/6OViMjDhLuexZOLkS0I2eVCmvNlZd7LekPA7bMCi6/oMe9T07QHxXtYNoFnYpGpIjCyGnoaS47N+c3/9lpfv79hof2biQzjslzQ5rb+vckNSSRJIqkq02R5RUrCJxMk5QgLwBeFGaVe1N40q+QhVi3pTgmuREO6JTA1v5zV8lZAbs6zquA7ephtDYgFEePn+H4ybm37n3mwHtXur3j/1sY/OiB+4hDtW3u5JO/ceLQ/USBLT8tdbS0X0zlkEvItAV8bqxc8S9lWoNWog5u97gsay0Ajt27JaNUHONYx2Nv5/MqaWWRUpTlsLZpAqLQ2LrvyBZYNeOcZsPWokw0R0y0B6ybWuHhfUP+zR+s4+kjG9k6HbCxpZlqQrtpq/gq9ta0GjnNOCUKRzyxP2Bursn5m6hqQdw5qZ2TMhgFXLBDcPmuPrc/quknkkFik1CDoaY3sNWBURgQBhGBaiGl5rIdS/y3f36an/t9w0PPbCTVAetzbQGeQhLb2u041hbg7mplC7CE21ydiqyknCjA7sA9fitIpQB6IRvHU/7auFipFjtVoK4eV3FVDeTu/6YZfOkr96FU9BuXX3bhW2+7477jr7np77Yy3N8J4McP3cv7/+tNvO1H/3jr0vzha/N0iTgKbcmlFOUZmGuBllabKW3IS+Y2aI/Fi7PduiIFu1FjbJtur5gb41mB7kj4l1UphMucUiWUlNsCCJUhCgxhaGhEmji04G7EGa2y0KrP7FSXh/eN+D/+cB1PH7V24IaWTQC1G65EtaGs6xJr13CQ0YhSpBrRS0KkCgiVQSkci1cAyfOi6SCkHaVARjeJbatYohkmOf2hJI6UCxRDwkCjVAspDbu3Gf6vf3Gan3uf5sFnNpHmoWswNiS5YRQaGpmnwUNNqOxJXrT+KSltbsLtpwLk/v4s0/pjwXwlVzzpqIta+wLEBdiNG45aPf5G97kGjeTUmWXuuu+xa+cXV7b+3L98x/Ev3XE/N9/0kv9nAJ6Olvhn/+YL072Vk3816B6J4kigdU4mJUoXrkkRIIqaJsv9S1fuB42FvqYGbl9r+1nJkrldJqc4GMVWuibF5i7DgTKEoQN4qIlCTRzlNKOcRpTRbKS0GiOmJgZMTazwwN6Mn3nvRvYe3cDGiZANTc1UwzDhmLvVULQaimbD2C3WNOOMZiPh0CnNn39pgrgBoedUFB/bmMpi6/Yjfvh1Hf7ijj5n5hsMijawkWYQ5cRDWZW/BqFn7xku2g6/+6/m+Nnfy7n7qY0MsgYbckGSa1ohjFJDIzLEQVFCa69gQaAdwIVt5nZXuoIcrJwqQC5AGDAVpRcE48tGXQb+xrsCr74yF/cVHnyDocJH7pjfCMXT+45GV115yceOnzz93Vs3r3/Mh8HfK8BHnUdFN8uu7/e6G8MgdwkAgXSAlg7oFahNFXHrwmrCsfiYQ1KAWgvraetKa5fM7X2WYnf7gVFR81IEuBbcrt4l0LblLdAO4Dbx0YgyGnFCs5EwPdFnmPa49QF494c3s/foetZPBBbczQrczYai0VAuMWQD00aUEUcZcZSgyeiPmkxFgkAay4xlCFyczNZTTrOAibYiECOGmWaQirKRNx5phpFmECqiUBIFikAFKBW5k8awa4vgN39ymf/2Vzl3PrWe490JhrliKjRMRJokN8SBIc4MUVBYpMbT4aJicOf0FPe+9Bu/VcfEc7TKeKkCvV97Xh1z42n2apaLD/rcu7qnGdz9wNM7r7x895+dme+8hL9DGv+bBvjK0j6MTr/j6N6P/FGenJiOwsBpJ+EiaSdBcoE2smo0KABvTAVwXbC2qIJJzynxI/ZVzO0BvDwIsirFLeSJck5BYYuFzgeOAgvu2AGyESW0GiPWT/eY6wz4zb9o8Wdf3khiptg4odjQ1Ew3DZNlCt/2arZiO+OkGdtxFY3YnihhMOK2h0NyHVq2dLU3Qlbfo2odk6S5QoqQm1/U5Q8+s55uGjLlWLyR2GlUBYOHSjkGd+wqDEYLLjlH8oGf7/CXtw34Lx/cxMnFGXqTATO5YjLTNENDnBrnh9sYxPZtCs9NcdLOB7hwbO4zig/yknxMRUY1qeLVnRs/h2GKspcyaeeD2g9YLZNLHnv6CO/9k1s2/9uffsvrH31y/2evumzX3y/AByv7wOifMfnC1ijUaJ2Ta+MsQIEyAp1LK1EcmPMiOZBXHmohSwqLqZIifkuZOCtz+6xdlL+W7O1KA2wSwx3EQNu670CXYybiMCMqwT2g2ehz28Oaj31tkr+6bSNaTLJxQrC+4WRJA1oN4UAtacSKhmPvRqTLK0EcpgTRkC89OI3OQ2JFCZpS11Y1TTaFnSuUDHjdtX3e/4mEfhZZFk9N2dE+GGmrnQM7G0YpSga3+0cwMyX50det0AxO8jdf63PbnvWczpr0I8VUpmmFjskVRIFxcYkpWbw4cZQrjCsln3RRzni202OdgsUL0I+7XhWL15N01houMtIeixdXOFM9T7Xk5Fxn6+NPH/kZpcRn/14ZfNB5EiGDHz9z4C9fIvQZoiBwroh2gaStV9DSlOZ/uRlhnRLtgbwMKgsWFzV3xBixJrBrAC+AjXHRv8vMKVNm6WrgVrYmIwpzoighDhMmmgOixoC//GLAu/9sA4eWZgnDBpuasC7WTDa0zU7Gdkxas2HB3XTs3YiMC1DtFaEZJyyuaPpZhAoUkdSlS1HT4FRXtyxTjNKIOBgwPdWnM2ozTKWdGhUZosTWrltrU1XBobCLaeHqR7QWTE9IfuDVXW568Ty/8acjPviFDSymEwzikHYqmAhtE0SsRAnyULrEj3flKwN14e1rj8XHydwnovpxrDN4xe51eVo9F/UyjCJRZCwZHD7Z4TO3P/aSX/pX3/vj9+557k9ees0F/+sAT4cnePxzWzn32g+8zGTHN4RhhtbCgdtpbmPQPtjLThpRY3LjGhCq9G9V81CXJF6paw3YptzBll28IUEu+AqkHX4TFFuQ25a0ICOKUqIgpdkYEUcDnj6c8zd3NvnzW9dzfGmGdjNktmGYiQwTDU0rhrYrwGrE0qbyY0kjst55I7aBahxa9p5oD/ninYrnDrRoFgmVwp3wEFJIstwVKiVpwKW74Karu3z8jnV0mwETmR2eOUoMw0AThLqy+aT0ThxTS8xkuWTLVI//+GM9dm1N+fidUzx+aJph0KSXB7QDQVsZ4qCYA+OK0JTdn4Go4pjixJSibsOuYnIf4O4LFi2CJcB98I/VEq0CvK4aMApw58aOqNh7eH7Dh2+5/2W/9e9+/k8OHJ3j/B3Pn/z5hgDX6RyXf/tz/2zl5Ed+ROhTRGGI1qkDt2Nuo8lziTICYyzQjd82ViveqSzB0iGh7pRQsPha4PbZW5gauO0sFXsfuMKiMMgIgpwoTGjGCVE0opeO+P2PNvjAZ9dzemGaVDWZaivWxYbJyAZnPrgtYytXjCUce1twN1zVXiNOyfOUJw9F9NOY2chd/mUBClH7bn6gmWWKSRVw2XkJHwtGdJOAQSRopk47p5ow0a5QSqKkQCgb1At3CK22t/s8yyWTrZCf/b4eb3/9af74syu8/xPrWexPMAhiuqGiFQiaCmKlLdCllZvFZy5BXgLc1O3DMRqvxUo+g69icjH2fDXYC2lSgDzTgsxAguCZ40tcdnr5R/bsveP+o6eXP/C/xOBJ9xHC9hWt7rH/6wozejwKg7TciZa5q3LKQFUZuhqDe4U6lHKkYGzhnelVMVKNHrzLYgVuu0mPvW0Bka2UC1TuhnNmhEFGo5EQByM6g4z7HxP80S3TfPnhGRb6kzQaMRsimIo0E5GhHRmasZUlJXPHytarxJI4stKkEVYgj8KMViPh9FLGLV+bZURAFHjgLhqLCg1eXo7t/ktzhTEhb75xhfd/rs/ccotBJhil1uqLUgiTvEzQBEpZ50PI6nfXThzb3dRqKjbPDvjZtw65etdx3n/LFI/sm2Sh12aoYsJI0QgkTQmRMrbK0pUUFxnOOsg9oFcXJMYPWSkvjagzN5U9rD3AF48LkGdFcGkEqXHNzwZSY+tY7npof/Sev7j9iv/xqz/cuuOBZ/o3XXfR/xzATXaEdGXh26Xo/WtljiOCGG0StFYOqJI8l2gjXatYAWbpsbQPal9vVyBfxdgesO1+NDbIGQe20AjH3NIDt90y4jghChOWexm3PSz5xFfbfO7+aeY6E6hmg8m2YjqEycgGYa3I0Iwo68ILcFtpoqw0iQyxA3YcFW5MShyOeHS/ZH4QEweSSNoEj/Iu9YVkrnW058J1wATMNgXXXtDj0/fO0M9ChpmgkRqixPr3QWCDTTVylqy0Zck+i5YA18ICJAtoNUK++5UDbnrRIp+/v8vffrXNXY9NcabbIgki+pEilJJICmIJkXTaXFSWa8HiUohV9SqrAtBaUs77zt5JWASWRbpfG9f0bKwcKYCdudd1IeDRHD1+mkHv3H/9kS88cHtnZfC3/1MMbswcsH5D3vmL75LJvURhZnWjkRhdgFqhlPTkiHRau5AmVqoYnGRB1DQ3NYCvpoSysq0IJguAF8kTaWzxvtQoaQv5o9DKhThMmetkfPHBgM/eOcEn7plicaWNiBrEEyETgWA6tMBuhoZmAe5I0IiFrQ+PJI3QDtRpRJTsbQGurRsTZERhSiMa8bl7Y04sNVk3Iewlv3Qh1gjMSolS6fD10wHf+dIen/x6agGeCkYhxJmdJhUm2lp7XhmCZVUP5FREkrsm7OL3txsj3v6aAd/x0kU+fU+PW+5scecjE5zptMhUxCAK7Jg8KQilJBCW0UOJbTcUwh2HSpuPlQJ5x7LS5DWQFwDHs0sdiDMjHMh9UBswuUuMZPaxTrnjrj1cc9GO7/qFn/zOr73u2Mrczu2TfzeAnzx1mhy9s0X2I7OtI+RpiyzNUVphtHJgLjS4qhjcyArM7rUae4NnA3qyZCyo9MtefVkiXCeKLFhb2nmGUZgRN1KyNOPYnOHJwwF/fus09zw5wckzbfK4QTBhF3CaDKAd5LRCO1e74Tp6LEMX4LYVeRbcogR4HBniUFvmDnOi0NauPHHQ8PShBkKGRAov4yhckFnBfBUIXcInywMuPW/I5ed32Xu8ST+UtLLcgltBEhgXPLupVVIiKZIy0v5235JzxGPLAgKyLGSQhDTjEe+4ecTrXrTMPU92+eCtbZ463OTQmSZZLyZrBoyCACEkys1lD6S0NfXCduaX0oU1lQr+IS1rV1jN2JpCjhSlzzbVT9l+mIPOLbhxz3PNyedOMNsY/kianX4femnu78Tg/9effpaf/bUPEUbr1fqJA1y4ZYqbrs65/PwUdAYIjLa9eXY8g7Kd7E62FEyOkyx4BxQf5FQgH981NZ+7YO9iQKewwA6CHKUyhMo4vQi33Rnw9KEmt93T4uRKg8NnWhDEqImQVqCYUIZ2YGgGDtSBoRFCHAk3Y7wCdxzZOpA4lMQhRDX2zolD7WzHjGZzxP5TcOhEEyUDK0+kf2lnTCuPBVhlK1jA+VsNF23p8cSBWfoty+JxAGFmCFOXnVW6zEDa+pHCpZHlPtWmkoo2CedazXJFmoXEScT6yYTvfeWI6y/pcKrX4Ut3x+w9FPPFh9qcXogxMiSVAShFIiW4lTaKVL5EVMVZPtD9eYhjIK8Y3TifvKB7XW248tOCtV3WRwgL8Ct2Jbzish6XbfsssrNHtZIF0qW/Jpz5gW8O4NrAG1//nZvu2/PsBz7w4XtFyCbOPzdl28aUH3tjn4t3pLRbmh1bU0ItEU6eGMdGPthLBvfkCSXAzwLuMpipWFtJg3ANs0blaKOZm4Nnjyk+cnuLh/fFHD7SpDuK6ecxBBGyHdJQglYALaVpKAdqv5owFPa5A3fsykxjB/KSuYv6lTB3zG3BHUcpkpROX5KYyKbCpbbDL0XdA/cZ1hRlCUUbWC5J8wBhFBPtBBgxSEOGgaCZGVcG65IzSlsnpay9kV4pgKwA5f+NXJYADzM3RjkNicKI9VMJW9anXL5jRDfpc+hoh0f2Rfz1V1rsPRqzMBeRmYBMKbRQZQO3Tc/as7dq8BZjR7N4YKpnxvG5p6tLcOvqsdIaZXJ2bEtpt3IuOSflR7+zz7ZNGTt3ZETmCWHMZR+Y3XTjzeSLp79pBv83P/od4uNffHDX/FL/gmGiGAQhj+yPePQ5zZ17Wiip2bk95btfOeS6i0e8+IqUXFsXYroJlAwubdayBLMo5clZL2xCu3azoutbM8oMSz0DIRw5LrnjgYiVoeLWe5rsO9ygl0dkJgQVQhChYkWkJE1laBWgVtYpiAtwu3a1KIQ4sE0PcWTLUy17C+II4qiSMQXIi1qWwj05Pp/zt7dNcqbTZGaq0Kx19vZIrc7iZX+jZDQKWT+reMurh9y+p8+xTot+JGllgiiFRBmCDIIUJ82otDjeKAhkVdpaZgSLVjI7oTfLFWFQAT0MMsIwZSJIuebCjKsvGPH9rxvwzGHJ5++JWRkpbn+gwbFjEQSShX7AMFUO0BJTXKLOZq9U1kp1luNJETTCGKabOe1IkxvNi69MuO7iEd/9yiE7t2coARMRGKPIdUSe52Rp9wIVt3aF0687Az+wKnuyJsDPLK40189MfvCrDx9qmUbbVZPlGJOzkoWA5pF9MY8+3WLLhoztW1J0brjukoTvunGIMbaJdHbCsPv8lEbsvkN5hCVr32zgmIwEjz2r6I8kQSB54mDIx77cwAjJQjfkyNGYzCh0GGJUAGGIlAFSSmIpaEgHaqldQsPWYEQuTR2WvZiUs8YrcBeypGiIsLLEsrcmDhx7O0DE4Yg7H1Pc/kQbESliVYwu9tyTMWIrXSSvNqfoTB+NQm68fMgrrury17dP089ihhnEASSZmyVT1No4B8lKBjmm8wsmF/WA1l0tstCNe8gVYR6QZRlJFhKorHShlMq4amfG1btH5GiOfkePxRWBEYKP3tbg8QMhQSAYjBSPPxuQjJSruVkD6D64sXX+cWzxMTOR2wpEbfieV4148SUJOoftm3M2bzCQWEmstR3Ur40qjQzTfbLVnnrLB3W+cjXQ/6YAftdjh9h/6Ey0sDiEoOFdRnKQ9owzUmNCzfGO4fiivbQ8+Izh/bfk9gtkhm3rc1573YjptkaXhuhZsO1QICUs9ySfubvBYk8hpJU85AEIZduCGgqkfa6EjfpjBQ1piKUmcr5u6AE7VA7Yrtk4DAVxIOy963qJXNWebWOz0iSKjGX8yLG2871DJ0+SLOXJwxErvQbxhCSWrsCqtDP9OsLqWBeecJk70JJMK5I0ZP2M5PLzBsThwNamZII4s4FmkBqvG0fb+u3yJCpCvsKKlVUVX1k+kZe16FkgyUNJludkSqGyIoeQlbmEQOZIZR2qczdlnL81R0jNi3f3MMYWtC33BJ+5K2J5INz8Q/ENIk/7mabbmptfnLB1vSF3649JZbFgjCTPQtKeZ154MV7h5BnTJR08F8l8uOafWwXwYycXWOz0f+w33//52UxKBNJFtf4lxdNOUkPoDdwpfi7SHF8yfPBz7bopWkd1HeCFjJESYgGhxBSar7y3kX3gsm6xMFZ6uCRF5FY3CIs0tDJlF09RD227XIS3HIoFdyFNorDQ6HZ2ip1lqN34hdzNKrfDOg/Pa778QAtURKScPTgWYK42jv3snnAZO+mG6gRkecjrrhvx4Vv7PHWmTTcMaWa2UCp0RVLF3xClZaorBh8rC7CxUOFeCNug4kotci0JMkVWLDigclSg7CIE0oLcLomSkyQaITVK2IFLVkZqWpHmHa/XCGVczsLT2+Ce+1/enYQaslSRDKWbISnQqSiBbKWtrBw4L6arXDtBb/7O2akd/+rH0uHc+8JGPXW/CuB/8/kHGSXpO44dOTXZkAaNIEeU1o5BOSAXoNUeeLUXTBhQBiI4O217IHdarkREQU1IV/xjk9KBtHNNImEIy8ybZbWwqP12ZarF4zCg7GYpWDwMBGFY9Cwqt3qEkyWRBXcUGiLX9ROFufO8c1vXEqZImfLUIcn+k02ECsoESVkn4peduq9aq8coOpjyqi4lyy2Ln7d5xCU7++w9PWKQhQwCQSO3cxyDzJT17tJp8XrDsHSHQHhXC1k1FwSF/263INBkuXQAlwS5BbhUubvX5bIy0jlZpaMlLagHQ11ZuQ7kgqJOxtSPdUnkzlFzBgSlGYFnShSgxgO9nymHtHtqUi3e/w4hw/c9L4PPL66gtYl+4bc/JnWa0lYGx9Nl6lQbyF2KXeMuHeDZPd4X8jtWzwrs4h9RzRDEdcO7x0VWLZQQCFsQVBQyBR7AlapAXm2iXLwqcPdFV30USgfyCtzVVnX+RF6ThA3GLMBTk3L3niYLS02CSUVUpLnHU9xrfPsayI3npmjJcBQyOyN5+dUDvvTAiG7WZJArWll1ZQpy4ybW+okvXQs07Z4X5QW3anjWZeCZaUGYy7Ly0gLc1b1IReYGBUlR3Fc5CN8IkLVcRQHwKgvtffPa8fenadWAX3Pe/KK8Am9+yUdGOjgi153741E66iRhPLU2wAeDEcBvNxTXBeQoJcpaX5uFdIB3/mYxdlfjVQm6D189fh7e9hIFBZhVkR52QLZDO6uh+cVKx0pUAFeyGIVgD76tBRc1gNuGY+E6y8cBLtYAtpMngSYM7brwVp5kREFKFCScWtQ8tK+JUZHL/vmrxY0VJo0HmaVO9scXi3L2n8kDrt2dsm5dn5X5Fv2sSUsJQqfFy0GmxVhqtJ0mhvb+lKwl1qr6D7fwbWAL47Sy97myW6aklSjKWIniJpMV98VqeEXrnF82UbB2VRxXkZwfd65Sq35epEgCFq9pD+wO3FVdk/1daR5cp/PktxH867My+CNPHgDY/PQzB2UotQvwCrBWjb9lAbsD/XhKtjgT9fiXECVXV5soplC5+hL3WgHqskvHB7vfcykssEugu27x0BXyByV724DStmzJcrN6nMo+DDVxMQnKsXdYgDzMCcOMIEiRMuGOh0PuenQC0QiIHMBL/7vcvPavVQxesXflidukTH8Q8fIrhnzbi/r8xZcSkjymn0sarrE4kKCywgd3XT6ZXpVUKuSKpiArQVWaaoek6kBYTa4EeSBQuZ1do7RG5bIEtyrAXZ7IuiyZkN4wTzEmT6oT/eyUVzK5B3Y8QFeVp9UJYIFvG907Cwdle2b/5vHfWwJ8bmGZ9bNTu3/jdz+6Y9DvEwc4zVifRVIWzFDJEh/INVEyxuK+H+yDu6zvLstgvTSwKNLe3qXfSRXb2VKBvRqHUMz+8OaAuG7yaj5IBe4yqAyqjvtynp/H3GGQESrL4IM84w8/s45ExARSERW16F4OpPqOvn1X1+HFgcuLtLqz8fI8QJqQn3pTl09+ZchS3qCfN2jmEOaCIAeV2b+ZFlLFyQXBuBDwmDxwLB645vDAjnIIA+HmlNg2tjw3LltqUEo6Z0gjlQduKb2/WyXl/JLmtYD+fLfVUqW62pXArjG7w2UypLv83Hk7LvqhS9Ok81QYTdUBHkchWZ7/+OLSyis6nS5RGICTJOMNCcWwNL9qzH2FNXsnffCXYUVRsOMDvaxYow50UcwX9GYN1jZRY++yDauYAeLkSRBIB/Kiy9yTJQ7YoTfHLwoti4dhsRqEZe8wTnjqgOTEQgNUiJLC6u81mLsML8Ta+8MU82GcBte5XYrFjiQO2TKbctGOPvc/1yINIvqZoKGEDTalBbl0fZ8yG8sAl4lywDgmLwue/B5Z9/eVtswdQC41Khdlb2te/I28GPkmLXOXlqipM7hXP16MaP5mAF6xuWP0Uq5QyRN8Rnf3aZ/u0oGNwHlCyKdWMfjBwyeJo5B0NCQOnB9Z/tKq507XAF2vHHt+1V3vhPcZXdYA7pdmVuD2h2hWGTwqyaJEyeJKVYNtyuW/HcAtg/M84K4alMfZO1A2uEyylD//XJuTc01EXMgTf6Cll8WkftU6WxNA4agUDK61IskCtm4QvPM7V3jiDyfoZTFDFTPIbW1KUHz3DI9JhQvsNNaV0uWR0bgiOIqAsyjMEs4vt5IlcOP1LHnocuy1LdHV+E0m5bEqx2OYOoN7Wnz8+H9jgPtBaBXf+WD3pV6/P9JnTuzReVZ54iXA/+rjX0IpyYFDRwlDe2kqGoD1GoAu/vjzQ3oNgNfsLB/c9TJMHyQ1gMtq7qH02FtJ4Vi7mkNYbKoY2aaknY1SADwwbpSEx9yh75hUIA/dej7NOOHZY/CVe1qkIkJJRSwrsNXALessbrzGTN8J8McTl10+uSTLArQOec3LRpzziT5PH2kyCkKb+JEuzsgYO6mMt58dyN0MDmM8+9BUs2eKgZe5hsBNRwhyN79QSaQDuBK4OSpVMF0SUenkVLLEZ3Jqn+ubAbkpqaGSuxW4i7ii/C5akyTphXPH97zamPwLNYDveWwv11x5MT/3H94Tp2lSppoLr3sVUxd/zOfs59MmuC/thsiUrDYuU2oM7rO3WM3kHrClqlYrLvR3MYtQFcztpsoGY+COys06JxV7a5fQqcAdBikqSHj0QMDpTgwqtAs8uQ7+YonEcV96rSDTAs4freAvfeiSPtrWimyaHHHNrgFPHx6h84i+iq0nXiSVPLvQpu2rQZoUIC/kSpkNLKQRBO5x4PS50nbsXqCtJKkN6tTeVWoc6DVwU3rkftmzbzSsbR9Sfc41WL0uVyp21xpIE4bDTvy7v/izLJx+lnWbdluA9/tD9jy29+2f/cJdP/PIY88QBmtk3TzmKf7UuNWz2s53z0V1Lvp1GeMA8Gs3Cg1bB7aoWNKXKQV7y0p3K8fcoZLl2LZAjTF36N2HhkC5td6D6r5KXdum5d4w589vnWZhFCNiRSAEgdQ26JX1k3N8/Jm/n5xSts5GkRw2VRug1eO2tHWqFfDON/T59D1DelmDVIUMpGXxqi7FDzS94M4FnrZIRNvMYHHvTzNQhWyx81K0cmCXTsIoQy6qBQxK3S8q5i4kShV0ijU+y5hUKYm6er0OK1HDnU+wVZrFZWiHQ2bDmZ/5bx/d90CWDv6yZPCDh0/QbMTtU6fnwzzPiKOwLkVg1fM1WXsN9l5Ld/ug99PZRfH+uDQREpSbm1eXKP74MV+mFLpb1pI+YehGuBUALx8XVmAhSbQDe07gEjthkBHGCR/6bMwDT7ZARggV0FCmFlwKOX5Fsl9OjCG85qKU9dtjKynkRfo+5CWXDnj7q7t84JYmOogYyIhGmejyAnAfWD5wjAZjwV2E+uNthNo4NpcQGDdE1eUVlPbBXS0JWTF4ZenWdDhVPFUe/1V63LCaFsduazB6bYlIBHmW0uvOh93lY+0sSygB7jsORcCGMTUgr5mT/AYA9z9y7ZLtXqiNXVtTonjzOWrsXTC3rDO46zj3A83xwZs1ze1LEuV53oHzu5W1BQNlG5fnFzVfvmeC+V4D4pBACCJhqvEQhR8txSoWX/OYlaztB3u+ZajItV1IdaYtec3L+nzqriGnVmISFdDPRdkkXO6XUve6YNMzDU2pyUEbXdaoFJ8jMN6YayMce9tRe7kX4BcuVn0SVpV0qk6wupNSd1XqMZl94SyA8ucievvOvwe734yR+H1GwaHDx9i2ZeO5H//kF9985swcjShAycqC8X9tcXnwfdaz4rs8Y8WqL1PTpWJswxsh5o30LbpXyh1bjEYekyeVTKHO3oEhqLG2v1n2tnNU/JETjsFVRhQkHDwt2HuwASYqa0+CIvgaD45Zncwq9uGaLoo/LKlc+EmUBViagEt3JuzcPOTUYhOTWxaP8qo8oMhsVulyUUqF6ogVMgXH6sIDumVv7QE9kKKaYFbKQkM+dlIVpCO0cVdmu9pHZSAID+QOE6XDUhcnq0jB+AKmALbv29lgU+uQxYUFptf333zxla/9/NLCicNWgw9GFxmj3zw/P08cRasCylo0+03cVnm+q9gbr+2pfjkfHzZT7cSKuUtpInHW1ViAOQZuO8JtNbiDct2aSpKExX1Q1EXnhGECZNy5p83eU02Ibe15JKvZJ+PtacL7wmcjcf8KWUqUmlRRpUxJhiEXbkq44UV97t3bgjwiUwEDLYnz1S6Or4MtMxaMbkFe1nuMWW1aOsmi3AnoQK3dFUp75FJlmYUnUxybS4HIKZm9POFqODBrkuHZSLMujYXH5sX/C1heXiDX+s1ZOvxdwALcOjLVsPjVPuTYAVnjj696XoJcVIBfi7nd++XwdQfqAvDKXfKrIFPU2LsIPFUprxyoy9mERZvXGqztGLuQJ0EhT4rRE0FKoFLiOOHhQ5IPf2GCURJBy5cnawGr8KPXcgvq+7UqhPKKr/zmBK8peaoZ8PabB9x+b5+H9kcYFTIUEQPhgs18jC1LaeBHcxXzVbJTl6M9tJLlVaU4cbWkZG/tSTFZHh9bNe1bvMXxRDjZhKjLE4F3da/cFf+jnpUYxjHpu3rGNX64nR8kaUqSJug8LwO18V/yfLe1woP6WbmGPEHUZckYqCsWF+WOFCXA3dB2UckRWQRaqgqKisHzBXOXAFdFZ7pjdDe7sJQkKkcFuetsyYiihCTL+fxdLR4/3IQwRAhVlca6FZxLB2P8u60B8hq4y/KHwsWoz5YpRz9oxWgUctm5Ka9/eZ+njrQYZAlaBgy0IsqrUgblsaao/ekil2xWd485YlNGY6QDu5QYVVmHhbMijUBq+7fy0jIUZYAphUDo+lVknNzq2PCuLs8D7OfDYKHT7bIpmjxNybOM4KMf+zRhGHDqtF1rR0pWBZff7B/0rzDCHdU1tbfPcF5AaUvAxViQKSppInz2xmNvavcluIvxyR7IA29OeBDkzgrUtfuKwW3m8rkTcMudLdLUsreUwsoTUS+NLRZU9r9XYRGVQPOTZh6w627G2YPNiYbiTa8c8rd3DNh73LL4SEoGuWNxbVAau6J0IQ1yJw/y4sLuaFLVP0egnDev7OeRzjpUUmCkVTpaVvU/UjqwC6u9pXf8fLBDBfZxc6EQvwXrirPg6azgHlMbWgc89+xjnDp1gjxPCRYW5lBKMugPCJQdQeADu9LhY5Tu/XWx+qWznKXPB3JRSRRZROa+9q5WIFCqsgp91i6aAAKJWw+y6O6pgB4ExYSoyj0Jy26WrAR2EKSEKiUzGZ/8apO7n2hCMwAREEpBKLzOnfEM5iotfrajI2rJHjM2U70WcOYSrRSjQcjLLu/z5pv6HPyrJiMdonPFQISEubVTVcGcebGPK2elOr08VVv64JQS1SjH5qo6+aS2QJeyYvWaCWDsYy0MQrtjCVVb3fjxHyO/Vdip4W2t/VdHpQF0Lums9BmMzmCMJrDNqnbGnZL1Qe3F712zC36ND1F9MFE+r/vfYgwEBcDHVhYQY4zte+AeqGoFV8o2OlSPx7bAypFgjU2pKqlTSJNAZYRByv5Tgj/7/AQEEYgQIWU12szrvSwPdMFWq45GXSiUXYC2ZLOWOq/S917Sx7F4rgN0GvAjr+/zqdvbPHMqBBmQ5oqBlLbKsLiqYMbY0r8ee3LFrzlC1J5LIzDOjpXSpvSlsWuhakkJaunKXwpLt6xRAQf26jj7E3FLV8XbZ9V7Zq3dV0d0CVL701obQgRSSYyGoMhI+szp/9+z3cTYs1WJnOLs9HRpBfpKk5X10mXmslonxmdt6V8aVRXYqWIGoAsqVdGuVix6Wj4uAkpTsXaZtSwkiWXvInNpgoxP3NFk3+EmBBZIgXTBpfA+j6hALf3vR7WteWAKoEMV5BXWoa47KnkhVfKANAu58Jwh3/WqHr/zVw1SlWJEyDCXhKJIsRfgqUokfGAXj40RoLwVGsqTz0oVacAYbaVIob2lwUjL6H4yrnysvf0gq31TC3rH45Q1GbwCk/gmEFnMgSkDT2MIQBNHkUiSImAT3zDAHL90lM/FGpq7eL32JcWq++rMH5MqgjrAlc/gpsbgqhjm7utvZTx/W5fyJFCV361kTjW007J4GCc8fUTwp7dOkLqZK0La4LL0v0trzH0vWR246mxem30KIGmq8tW1NHkhUYr6lFxZX7wZKX70O/p87q4WTxwJQSa2USKXVj4VLF6ALXdSxQe5wfbNrmLy4jPY/WsUSGOQWqJktcSMFAbhNLgfeFaOmA/21bK0AO5aksUnyXESXfNWfHaNWzZciSRJUR/+yw/tCpT6s2ee2bfJYLygbu1NPc9zP32uSvZ17xWuh5TuNVm6IkoW01KFW3JPrNbXqqj3LsDrWYJB5ZIUGcu1wG3dknpBld3cDHFXUBUFCUomfOBTLW65c4osaNgRcDKgqQxNN44iVHYkReA698v2uCKT6mVVlZRlxlgFnutTyqxidYri+2pvOZZqRHTZRYNmdiZlbllw52MxBgnCTp4SwjZor044iTpBCeEnCX3OHEuLG1YFx94Jsap8FU+CjZcl6LHneENavUnE/lInaz1ea6uGKRmuvPpl1770htfdGuzZ80jr2LHju5NkSBiG34C5V+vw8bMOJ0lwDFKceb7WkmPMXbxWRd/e5c6P2D3Wrhaa8hackpVEUYGxRVAO1MX67DX2DvJSooRu0I1SKWGUcvi04ONfaTPUoZUnQtmxFGWrXL3DqJApNXtUVPumeFyTAjUCEmXypVwkwMkUv19TK1VKlWao+L5X9/nQ59scPBWATDFCMdABytvvNi5wQScCMS5X/Py3ERhlUD6LI5weB2U8HS5BGIMRVsroIsFj6rHWquCbtR/X2VvU8LVKQZyFzQWC4XDEyZNHd+dat4Jijol0nvI3k64U3l9Ypbl9feV9yLWlSb1qUHhAWS1PTC24lD64awAv1pwxHrgdgytNIIsKQW1PAJW52R9VgKlVxh98ZpJnj9iOHWSAFIpIQChsh78/mm28uaGuv9c+EmuxW7V4k6+/C7D7MkWSazstdvc5Q37qTV1+6QMxeZ6AsCdAH4EqA05rEY5FZXWQ+8zsAK2KzwiufMNu0mNjKa0FrY21BLV7TYtKh+sxgPuafNxCxtuHPr4qkFX7di2oCuyQ/Cwz5JkmqNZxt5fRbwbhNYCXwGYNDe49r5n9opybXS+RXa25x9e+lKqYu21q2tsHuPKSOdVaPdqCuLhXeQlspTKUzFAyJ26l7Hku4Cv3tRjmbjF7aetz/JknVZra1E7a8YO3KoLy9qHvQeMBuxzxUGhwo91g+OI1C+Issyz+6pcOuPJLA/bsC2EiBR2QETIUtrWtVkbrsaV3upXyAoVzdUQJduXel9K4YNOxuXBsLhzoXRBpjFgFbOkdfz3O4uNKYK3Ac4y1zyrHhVtI1i0AEFRSwWris2V26lKt4qXqTKsAXyQ4SpA7g7/GdF5Zaa3+pKxaM2PyxHjtasYNvVmbwdU4uP2Asrx3r7nB+UFgs5ZnFjUfvGWSpw5U7C2EdSdC4SV3ajUzY0HU2IFY62DUspn47O0v6+HXpciabZjnikzatrZLd4545xt7HPtgxJme1eJGSEZaEQoX/JWfxXjU5JfT1Zlc+X23BidZLIiN99gC2wHdkZIuAtAim7oK7OPktwajrwH41SS7BkgNbtlwl7wqfrjwnYu/Jtb4z6L49mPyo+5hitqHljWw14HsF1oVgKm6RQoGN84Dr2SKcp3dZaeJKlZXM+U8jwLE1eazedXIoIrEjrIDNW97MOLPPzNJL43sLAkRIEXRVCzs2DKvX3TcBmMM7GvSjZ8idxq4FrgVdleNyT2g5wotc7Rj8VYz45+8qc+9T8Z85LYIlJMqQjDQEpVXtfYVe48XYFUw92e2KFNJFqu7TXlCKumkiSzsRIMWlum1ECXIpft7hdOkoUrhs3p/rUoSrgHycYD7DO/P5AlqToeq/681f8n4H/NtH+9D1S6HsIrtxvWrPyzHlwC1Fb8UFmAei9dlihuMX7K4t3lWYN0WzAhkShglHF4yfPSLbRZWIpe1DEFKG1z6dd+lnBpfiawSbjWFMnZVNFQlzjUnogjs8Bfvwg2a1JVlaKoUvtQBSRKyYSrn+17X4649TY4uKZAJCEmKLcYqpZTzxNcqwKo+oCk/YMHmzi53Gtz+PmsVOotTFszNmA63YC8lqnGFV+MlDdjfCXXc4OdQzsbeYydC7haF0BoCWWpw20W9irjHrrcC74+NBQXPB/JxvVVd4r1ZKGXSwNPc5eOiTcoDt6g0d2GjBXI1uGtMLovHWam/gyBDyJyvPhjzlT1N29cmAxdcSiJR75pR/mf1JFdtPzxvpqcCug/y8RWf/eKrwlHR2ge3Rmll5UqieO01I155bZ+PfDlE54VUUYy0cq6PW2MnF64i3IFdjIFc4ulvx+TSfuKCzY10XUHClJ9bCGwq38kYIQpdXu2fwmmyqrWqVRECx+xV/FZL8IhxgFfgG++TyHK7irLWEBSX1KIzZjzEHHdJ/Mf+H1wFbv+Aez/jA9gHeyFHfOBXK+8W71XNr6U/rPz1MT2QS13T2uFYKt6OJHPBpUo5PAefuqPFUicqa06QkkDgCqtMKZN8cNdALuq4HiOZ1ej27MLxQUCr6rRNVWWYa2mTLs46VNKy+PRUzvfc1OfeRxocWHApX6HQCIZCWnBTVRkWImV154+NNQtAK+c9lJJF2gDUyhRh7UHH5oWbUhCTKXS4tg0QbqxJ2cJWBpyyKqmt4a5270sYs/Z+xdfgxrko3kQoP4t5VlCPMfeaIF8L2KLQXqwpR0pgF69L41mEFcDrCRBPc3uLwVYyJfeYu3jsgktli6oSrfm9D0/yN7e3oTHG3rIa6FOXVqbmABWX/3L/rAH0NYncN8QNFUMaN8dEj9WoeEuk51qVK05LrUiHAW/9tiFHz3T4lT8I6ecpxdjpTIcMEShf+2JIa2RVZTTLxE7hjcvSYEE6C1EIS9VCWiAbB/QiEK10uNtnxskWZy36mHI+hBd4eil9bweOk+ta+zbPNZk2aAvwQscWw8vX/k+rfMk1GLz6cDaApLj37TT84MysKVWUNN77fr9jAWy8eXmmCiLd7LxgTI4UurvY/E75IMp4fG/AZ+5skcvQMrcohutTa2qolcbin8BjwdIYOZwN3mVXPb5M8VhcU1Xz+RWGRtZcFem0eJ7nKJ3x5hsHfOjWIY88ozAywaV6SEXAQDuZgqfHnUQpZBKlHPGkiTv5ilSJwUo2jLALgEjjQI5nFZoS0MKdAIhKzpyNEFcRpk+qY3rcPzkrBjfo3I6kCwryKFhzreMyDvTambem7jb1Ay7qIBYlwH1gm5pF6MuSceYulu22EsYCPSi0dQl4j7l99va870CldIeG93+mzcETDYgCkM4alMIbh2zK2pNVZbH+wRjfF5z9ZvwHJUO7IidjL/W+VFndzlZYhwqttV25QSuyNGTnlhE/+eYuP/++kJVMgkhBS4yQJMhydTRJweZrBZvueZHoEQ7y0nX7mEJvG8fsFsBG1rW31eMW7KY4WaSf3bZ/W7r3arUqFFWHYux58QkrcFZaXWC0Kd8PCt1TgGgtzhFrnT01gJs6mMfB7d6vJ3X8+RnjzokpP5N0XTOyJk1cnUahv2tLeZsxzzsfA3WGkilKZgSNjD/+qzYf++IEWeCkibC6tWxJ8wuXxj7nONit7enrN1b54j7C/d7X8SKnqq6iALLxlgY0bqC9bTXTuSQXCikDG3imOd/3+j7PHAl5z4fdmuLG9p5pQkZC2lruMkKrFHnB1hSglQ7AstDlOLfDnZCuQUYKx+BFcOmOoS9TiqrVisGruSnFIKs1mdwnWo+xhTC1c7J4XxvjCMIQyJIBWRvg46AW1dnyjQPL+ji2+vPVAWXhg4tagFl3T+wgdg/kY+D2dXZ97XprFUppA8woTtl7RPFXX2qz0A0hVi6wDBDSlZ2KtQfa12TKmCSpHZyaabg2gxfj8QpUVWAvpqiaamBmwdxyLPkjrEzRWqNzRS4VG9o5P/DaHp/9epNnjimIU3AraOQ6ZEBRXTjO4AXocYxrP4PyPnfB5gWgC6BrRwZCiNIylNJajNKTLxW4/St9Eb/41YVu//n2oZeQWYVP97N5buzkXG0IlLLLcUtFTYPXNY55XhYvrR/vZ+ubGXMbzJrB5dlYu3peOCe6JlWCovKuLH/VlRxxS30HLhUfSCtNNJpb755g38HYliTKisGVoFwexR+8P+5311ioxjDfoLTT37+rGLzO4mdvaZN2pQYtkVKWqyZLoZB5QJrl7D4/5Q0v6/Pc34TkudOF2urxjIChsGl3oR0bagdyVV3mAVTB7FBKE1Xq7ioxJEVxDlUOSp3R/X3lk51gzWbkAuymYGwH7LW0uYd07X5eSkmwe/flfSXls0cPP3t5lmelLzkO4ucNKsdqeismH2NwzNmDS39lMuU9rmluX4N75aMFU8si0ZNX8sSBurQFVUbYyPjk12Le8xeTLA5Cq71dYFml5d1wfVHFCn7MUH2nYj+MZwrHo6E1GHzcJvRYvWBxra1M8AcDGS3QYrxe3DG4dIVYqWa2oXnXD69w4GTIp++Q0LTgLj51KlTJ5CAsaguQFz6eV6BlDNYKcd/LOJY32gG9BuhCthSypCK2khhKr9zp8HL/VcxeAFsIU/ndNZlS7VEh7GeJophzzjnn2auuvKKvLr5gw+Ly0vyzoN+ZZ2k1g6TUm2MFUGMp9DUr/6SpvWZZt/64HGqvvABSjfncylT+tl9I5QWUQSlDdGUBlgGlxm9kUColDFNOLgje89dT3Plo285zkxGoCGRAoARNaYi9xgZ/9om/bEp9Nnk1J3F8INFaYy6KDpiqM2mtfWnW2PdugqtHANXzsdmEGDZMZ2TGcM+TEd3+mK/p+SkS/8rjj+wfv+yM5UrM6h8ya7xVlACUGdvyRBarTnb7H8ZeN9WVoiCBsifTi2dybWi3W8zPL7zjnnvuezAIQwVCG1F6zcW5Mc7avg5iLCAwtdfX0tv+6yUTjh0oJSr9Xc2f1jXWrth8LLgsnJLyvSKRY3W3lDZjmUjNn98ywce/1K6kiVAgPfaW1cSqchmVsYByfCv22bijgrevymNX85nrDO6vnlErpdV1N2WVdSirHk4pJFrazh+Z5nzfawc8fjDkdz+oGObS+4DCBp2lg19n8rJ01kG00NoK65govOIr520bd/yMFk6mODZ3DF4wesHesoYdcRZMjelzP7AsM57242ttNXiWayNUQBCF1m4zmSGTIGQ9Q7T6AI7VC5Q63NSAL9cMML0kj/Qv+R6ovWHqvvddLJtRDzA9v7sIKqVvBfredwoi46t7Ij74+QlGWWCTOsKBHFuqUASXykmU2lVsVe3J6vkuz6NKVpOhR2+mYC1TdcroMsgUaEwJZDtHsxiDbGtUjJZo6ZqThUFouwpalgXELc07X9/jocdjbttj563Y7IxFpTYBIyOsFl9LrrhPrIrg03jzc5z956bAOU1egFmU7olxf7JI0ZcWor8PTT3WqyzDOrYqLNr95RNxrg1pbkhSuxZoUFzKavpoDYYu/qjP4rV5z6J+1tVZfK2EjgdsYWqAr/vfegzsRUBpFyT1mdsHt3TAlq5TJwgyTg8E7/mLSZ7cH1erJUu7nIVwaflqmI9nCXoA9q9MFQ+y6pJeasjn0eDmbK+tStubVcFmtRXrXzotLowDurUOhQhIhzmX70p51w93eGxvyKlBncVBkBMwlCCMQBiDnZVcB7kRzlER1dVHubR9CW5BLbAsg01Bla0swe1jZowszDiZipK5Kxz6Q/XtATHGDf5xi90GcWs9SgVk+QL0+7ai0LdvPLrxbR2fxYvgcTywFKwGdl2ijC+BUUgTXabnRc1B0SWLS7kGuMtspcfi0nrfSW74009NcPsjTdtIWWQtZYBdPRnXsUO5fGExBqJ2FfJhMS5TPFb3Y0wf47WGblOXJjWrcM3alArols1d4CkqiaKFA7tQaKnRRpHrEJkYXn1Vwo98d5ff+ahkVBRo6/KDk2vFsPjUcjXIlfDe05TMrZxfXgLclUIXrF4kefxWNj8RVOCiiG19sFdWvantd/tLvOe4Ec3GMDszyaZNG0izjOAVN34nzeYETz1xDw/f/0XbU7cKxGvo71XJHf+5qYOi9trYPGlRT8vX13+pA7uUJUUNihwD91hKXjrXREYZjzwZ8zsfnGSYuGUeXEKn5px4duBaLWl1He7P4F4N5jWJ+2zaxU/4lKAf1+IVaxttGdHeC4z0dHhRSiskMldoodFCkWeKRqR51ztW+MrDMQ88oTCRcEkgUS4Eka0Fcjnmj3sJoOJLG0SpwQtrvwByUV0oHdAlvoNSJ4nCbanY3hGG8bA3xu6YSgrlec6LXnQ1r/62G+h0VgiiMCCMQrvar+thLI9HTe/YQ7A6Y+nLlOcHdmEH1li8xt56jcf1RUirAqvcA34hS6rHSmYEwtqDB44F/NYHJ5nrR6A8cHvsXWlvgz9M3s9ersXYdj/V1+Ip3jirIveYG5dIWUuWlCl8TDG/3lqE0pMmtRS+xEjtmoKrOpVcaIRUiEyzoZXx797Z4effq9h/UoDIalIFKci0ZIS77EtTsw6Ndhlv91pZhFVq8EqyFGMADY7RAaHtSWBliG8NemRSgNtn7oJQnJ6vsbdjfwGkmQGhCIOQIAgJiiAqcBNWi9XVCkmCd8zW0uQ+qH1ml2sCvJgC5VlcYo3A0smXcuHRwklxurtYO72UKb5zogrXJCeIM5b78J/eP8Wnbm+Rhb7uLnxvYcHtuya1wJLVSx26fVJ73bPWhP+Dz0vd9XQ9pvjZNQAPrErj1xjdypNcS2yRk0EIWzcuhC0+0lhb9btvGtJLO/zs/6lY7jttVhRjawEyIDOSofYlSQFcrw4c4cpnXXazALR2dSmeJ16rTSkfV0OnSgYvcVWXgZi13RavBAWAYaJJU+0lnwSEUeOZQIlPT8/MIsi9IK/yY6uGA6+jxqvP9uXD6ueFpefXcftzPyptraQD8Fj565rgdr53EVDa5uEcJWwZrJGaT9zZ4Ev3NcmKISvCNgKAOgt716WI33s5Xh5bS817W02qjIvwNaRJAfTVvu9qPV4MpzfUZ4n4hVj1oUEF20tyYxeYDbTk9S8Z8N039pE6gzwDk4NOwWSgM4w2ZAZGGkZakBpItSAzkJli6XHIysWzGNuKJmnc8oj1++Jx7qy9avPeN9SeF6XDRRq++Hm75ickac6G9etByE83G/EzxoCcnt3GM0989XAYT3y6PbkRTFZPka/anHxQVbOB73qUDsfY/y/T7QVwxbi2NrXH4wztW4Ll6yKv5ImqdHcQZGg0H7utybv/ZIqTndDpbteGJpxz4sAdSr+Z2NS87/IqVLC204V+hndVQFk+HxPoq3FdArj2XpnUqA+p1/5zvXoabWkXus04YBcdQDoP0DogTRVbJw2/+BMd3vLaPgEW1HZzIDcW5KmBoQN5oh3INW6rgJ2ZMZAbD+jez+mxE0F7P2sBbMiNWf2eWfsE0Q7c2hiyLGfb1k3MTE98+pZbbz983rnbbNNxllsBk+WmDAZqAxI96TEuTXztPb74kAWDxl+YqLYqbmkBUmrtuk1ovdx6oFm5J1J4QaXIKv0d5RyZk3zoljb7DsTQKvS253sLZwsKsyqZM15QtVZ5bOWu+KsWVCger0UR48heC+hrMHb1fNwuLNL3sux7lB6TC23ne4vCFxc24MyNROiANDVctDPjHW/q8sCjEQfnpJUqhRWi7Zc0OiCTgqHz3oV2yR/XfGy0lTBWg7t68fK5/eJlur5M9NTlSumsGP8KWQ808XR5GXT6Wrwo9S6xa/duADA1s4UwjHsTc+vSzkIQWmDVD1KRjRTewRsPIMfXJxeyAvNq/9sPMO1jW0noA9rqb6kK27CQJgW4tVc5WNWanF4R/O5fTvKF+5u2/kL6wHbSREIsXdZS1CdVjS8n7mvB8SC7QG+duVez9vPdysymswr9VHcN6KxhFzoGl7V5hgIhJDovjoXT58Lq8Rw7+i3va77jxSOee/sKv/k/BGf63oeWUK0ja0FunxeFWBZtRbFVUZRmAKUrMBfBpiw+P/YzFZ0/vib3AVwPOIuYb2zUhK+/c4NSARs3rE/P3bGtNxgMyq9BGMb87Jt2/6XIF9/bbkVlM0HRXVPMIKkXP1WaumbrCb+E1azW76oqkvLLYeu6Wpc/76fii0CyAreVKFI6iaIyUqX5k79t8/sfmyAx9RrvIiUPdnZfiCk9b38WS20cxFhip+RpL/KvBZ/joBZr47wMKsfkiQ/qWt/mmGeuPelSrza0ssSMuSuVJlfOG7fj3wIh+Jnv6/Fj39OloXMrU0xxn9n2dJOvLVeMGJMm3mN38lVSxZcYlT4flyvVdF1P6pRBtXGSxGrwQrrk2ronYdTk5Jnl91526e6/bDYbFYNv27Gbh+/6Y4SQo0EvRGe9sppMuDOuYqkqObNarvjrJDqw1LKkFXNXxUH+CaLr954ssSdOEVBqL1vpGodFhgg1e56O+NvbWySZm4zptaD57G2dk7EZg6u09xibjLG39EBcgbnS588XX47LlDrg7bXXlOxcANybOFXeV0wuXdLHDtpxoxoKCaMlAkp3RYjA1W1ogjjjLa/uc/v9Mfc/1SzrwAuZUn5IrSyTF9KkyGDKyspUYrVkwWPzmjcuRFVlavyalTE5Mn4VdfuqSA4JrLwOo4ipqanRr//XP+aySy+qAA6wYctlBEH8leXFI2+TkguLwhbGAL5Khog66GvpeXyZUrcErUOhx7zwSncrVcgV554UHresnJPCDpQyR8U5D+8L+fn3TPPg07EDt2NsWQDdLlDka2/lsXfNPaEO9vJkr7konl21xv03hWx36aboiSzZ2ity8l8rhl+62hTbyQ5CS7TQ1lt2HrnUpiyrlaVvbnW5lSrKomhkuO6SlN981zL/x38T7Hm2YfU4VJnO4mx2IC/0d+SB2dfl0u1bK1Hs5y1qxgs7sfC0y/HZruxWmOo4sAbgy/1s/P0siON43w0vu+org8Go3LclwDdtu4oobskDz9wmKUDoA9uBe3UWc0yHO8b2KwV9cNfB7EAs/KCyHlxWDL5alpS6O8xJtOCPP9Xmnkea6FDZryYKYK+R1PE6ddSazgneFaqQLWNj2cbkiffONwXuWpA59prxXx+zCWUJdi/gpFogqgS+cMGm0+CCwh83CC0RQiGMRhiFTA2vuHrEj7+5x799T0iSCRucIMpl7n2Q50KQFAkfB2x0lc1UbscY/wQQLumjTcXi5fUKWwfj8FKcAOPA9tP3PqHk2jA50ZI3vvxFstvrrwa4MRpjODSz7rwzg+7JXVk6qC/k6QG8uKwwHmBSAVtQ1Zv4ckSUNSh+YkdXYC+fV7q7el4Ht5R2RbQc+IO/meBvb2uRBF5QWZMmliWqZgZPexcbFZjX7J4vWrz8ANzJkqo97e92qxI8q8G8qpQWoNacbEEtjFs/p2BzJ21s4ZREONYXRtr5JM5VsY8DCxAMQWp462sGPHMk4A8+PkGWi6oRcxzkKHItGLnsqnFVqJoimDQOzHZGijJeMZYQZTPEqtoUUzgujiC9KoHieOADHqvNJ9otLt593hngUJ7rcv+WH7fRnOTU0Qeemt2w81AUNa1MeN7SVS94LIBZJHJE5YIUj1f74s4dqdl/Xgns+HvO65ZjdSaJhv/+N23e/ceTnFjwUvHjwaXTgzapU1UMFp3yBYgrmbJWWcLY0iTjTkot8PzGbWsFwn0vvKq/rnviBTrqzD0eYHrDgpwnbj1zb+SbnwDSygs8A/JcsXU25xd/fIWfekuXWKZ2DpopAs6sCj5NBs6DHmkYasFozCPPSh/bzTg3VdCYGVEmi/yETs0TL4JRL5j0PfHytdw2OVx6ya5Dt9/54FMz05OrGRxgat35gDk1s/48fXo0Lyspslp3173vujzxKwR9aVI1N2iPrQvZUjG1z+JS5m7gZeV7y6KRITB8/Astfv2PpjjTCe2SC6uY2waWFXubMUuQ8mpTjHQe19r1uYPF675W+bsz95pY912V0kHxljdxDCkLqUKxLo2pGg+KAiyMx+JuKwJOg9PhVrsXVqJAkSWGzdM5v/xPV5jvSP7q8+16RL0GkxskaVGLIm3teoAdXGQDTzfbUFaBsRAem2tPChfvue9pq1T9WY+mrsXdAbl490592UU7T40fiRrAVRCBMf9WYF4qhbgevCQN46AekyK1ctgK0EL6waZeE/hylRQpToAiwHTsLVxgKXJUpNl3KuBvbmtxZiGEpm8FyirAdCvI+dKknDEoV0uUb1QWK+u4Xg18/03OAvxvwl5ZbQ3agiaEz96r68SFJ1m0qKSL0RIN5KJw1KU7RlbCCKNsHbgx5Ilh82zOW1/T5/49Ec+dEi7ozFlTk7vfmLn3ClfFf086l0U6eaL87yjc+DcvwC8D0GIF5VKPV6MmCsArJTHwQBRF/1aOXTZrgyIajSlOHr4naU1t01JFlU4ekyillBhLt1f3Y964522Xox886VEve60DvZAlJXuLHBVr9p8K+E9/MMXffK0JDR/QxfiHAuyeNClqZwoGx2NvsRrIvg4v/x37uVKKeBGPXxRUOi0e+uu13qtT9bWSWV+XF88pAk4nTVid2tfeva5JmMIrF6WUqaZkKSdbAvKh4K2vHPIr/7zD+ZsTSDypUvjkOq18czeHJNVV/Uqicen98ZS9INOe9HDfpZQsa9Sh1FL2fnmCgTiK2HXeVn3rl+9JZmYmawCvMTjA5h3Xkab9D82ffOzyYffApJLjzD0uV0zt9XFL0A8qV7F2yeiee1ICvAgodV2aRJoDpwP+w3un+OiX254NWBRQjQWWMDa8fm1b8Kx+t6+rfWdljIm9mLNG1P6j5yNtv9iqhnZ8cK8x5g3H4LpI11cTsWxG07WiiUqmQFFpaCNSYSxTQnVc0QYhUt7x+j6hgl983zQHTkcQ5tXnc5lOW4loXNxjQVrIldB9kUJeKWNb36xVaI+PNMarMBSlPDGFQvCswpq7IqxMO++czSs3vOyqD01OtFbtVzn+QrO9nmSw8D+2nfvixSisFzitSsisYmy9JouXQ+OlXrX5Nd2rtzFwxxbcv/i+KT7+pRZaFhWCVeNwBXZb+heI8T7LccdkbGYLayd1xll7VbFVeQL8r6nxNaVJIUmospjU2LooxCoCzLHCrLMwuzFVcVZeBqJV4JnnCrTgba8b8Gv/ssPOTQWT5x6T+1nP1GU+rc5PPDYvi7RcgJmNZT1r7F1mMB3rm3rwWRZ45ZBmgte86iWLp88s/Y/NG9et2p/BWjt5Zv15DBtBsjTRZDjoOrWzFmvXA1A/S+k/tyDSY0kfzbjvLcoKQe0KsbwKwVCz/7ji371vik/e3iKrJXDGmVuu4Zo47c1YSt6TIUWtug92y9irxyjUkj/+e76F+HcCtmty8J77LWx+NZbvupRNEd5MQ4HfmFwVXxVsboRE6+J4SjAGYaQrOzUU3qDl0gwlcr7/tX1CZfj5901z8GS0GjkFm4P7/9IGn95H19j1fkL3E4U2VxTD8x17FxZjEXCWjRHVtReRgAAAJahJREFUQivCWO97emaa888/J9l9/tY196tc60UVTg+yrPfO9szFfUxay0CO151YL9nTzqLqp/SZuvS+feYWehW4hQN3ve1MQwgf+mKbz97RIjMFc3tBpay7JuOlsLVqQVan5cdZfK3iKtZi9bMh9psEeQ2sY88Lbe0/Hpco5bD8wlFxWlxDWS8+XmKrdVGrImt2Yl6W2SpXQ67s41wRCsObbhrwjtf1rajWPpN7bG6KTbvNsu/IbZkpasutnZj7dqLxbEXH3IXmLhi90N0aGKU5119zYX+503vn7HR7sNb+XZPBTx++1QTR5H6pJp8zIrxSGOeCFAyN55ZIs6YeL8AsoCyLFSWTV8wtxDjQi1Y055YojQ4En72zwYdvbTHIlS0BrNmAZwH3WtLEDx7XAPxaAF61jVklfpLH1+LfyCxZU3Mb+wcKvV0lfiqWXpUM8n5G66odTBtTWoTa0+HaFJnMegJIStx7lkft6WTZPE81rUjzQ2/o8fAzAbfe3SJXxdu1y4n3RSxPGyMxQpC6FH1ubBeVwZS6XEq3VIrxSmBM5a74zkoxSq4ZB6ybbj83HI72//lHbjNr7eM1GRzgxKF7Tw+Go38Wt843xuT1akFfl4u6/vYr/8ZliCp1dd33Vn5FoMxr4M4D+Nw9Df7D70zz9IF4DNxuRFQN4BastgzW1DOW1EG85iAfxsA9xt4Fulcz+xpQ/kYsPgbu8TT9+GurunzG7z3LsDZj3FhTTeu6i1Ib6FlWIVr9bVncqzw0AXkiuez8lHf/bIdvf9mAwGZZHFOPJYPKrXjf2oSphsTYbeS0eOb0tX0sqgpEU+nzguVLRs81V15yjhmN+v/sC7fde/psu3pNBt983nfQWdxPGE3ni6fu5tT+p1FSOdCezUFxEa/Uq5hcCJ+x68+lkyXF48ISlFKTBYLP3dXgV947xeMHIlvAPV76WupvWXNNAtZgb097F4OKaiA+C3BrXvcYS9fwXOpy752z7XlTf69We1K+VtV+ryqbLchS1G1FoKz9KNL4wjF5AXLrnFipIqTV31rb46m1Ld62LO6S7tK2iQkJjDKuOj/h1/91Bynh1rsaZIXVsdbJbcZfFOTFtcExcuBS+8IBsmRu8NbfLCbW2vniWZpz0w3X8ObXvSSfW+hw+SU7v3mAAzRb6wii6YNhYP6s1Z78UZMte8VGYwCneiylrUbwa0980FsA67pcGQO3khod2Z33i78zxeMHYzfeeC1wV0GlELaIKhoPLFfJk7UswjXKZH0wr8XY3knxvLe/Y9A57o1D1XlfNUWINSSKS/y4wIwi8NQuSFaWqYUpao+q6VgUFqLVBghTBJ+4xI692BsJDDNedEHCu392GWMMn7urhQ6p6wFNfQe68BEUGDs3vJhWkeMCUGcNSmf/FSeANng4EySpZtP6WYxQf7Zp4+zBIDj7EvRnlShhPMPyqS/Pxc31n5recBFhOCJwoxn8nslV9p8Ya3CobXktBS/PAm5CwWe+3uQ//M4UTxwcY258YAeVJUhVTFWB27f9xkDtgbZkc+898Ni7APUYXseljF+P8g1BfBZg+++vAjBQLbXtnQjFY129Xq3rU0mUMujUaySA9JiEKXo6dSVdCvmiTUA+ElyxM+Xd71rhja8cIDK3bp/Jxza/dsUPQO3JmBtIjbUTE+OaKGqWYr2eZZTDSmp40TUXs2Xzuk/95afunlu/bvKs+/msAAeIW1tob3j555ux+N1WexIp05rUGHdFlNSs5XVXiRt/DEReNirUwB3Bp+5q8IvvmeaJgxEmknVQr2JuJ03kanBLMdZvyeqsZTlM2ANxja19UHuAX1OO+Akd7z+P431VXOkxtqm9Mf6aWMXu1ZAgf7TEeAGW88ZZ3bysa2Cvspr1TiDlspwW5OXjEVy5M+Hd71rmTTcMEakzqo0HdL9LyO8U8oCuHZiTMaCnxjotqanAPkg1U+tm0EH4u296zYs+v3PHxuclkuD53mxOXUHSe6Tf3vTGx5MkSXT//kiukiWe/LCFEGtIk8pCLGVKob+FDUaV0phA8Nm7GvzS707xxKHQzi8ugMxqt8Qvgw28bVx3F5OqfIYuQe753uWck7XswjWAOi5Nnk+ff3M36w4U2rq0wj0GL+RKyeCi0umlDz7mrJSdQJ6daGVLMRXLavEC/KKULtiMptTec5zbomzyMsm54tyU//KvO+TacOvdTXTproDLX3o+uXfmYqzmkc6mdD+t8bW4W1ZcWD0eSLjxRecnP/2Dr3r8jgef7X/bdRc97x59XgYHkMEGbv/Laz6QsenPkBsxxgaaa2UtxZgcEWUVoK5JE+HLEllYgXDL3Q1+4T0uoIzOFlD6gBclwO1cQZs0WO2cFKA+C3uPAdmC19PY1Fl9rTJZsQayvymb8P/f3pVHWVbU56/q3rf269c93dM9PTM9+wKzIOMAAhIwuAQhYlBwS4JyzDEaTUQ9RkUPUZQEUQ5RXFBRDEaMGnGJooGoLIrCjCzDNmSAGWbo2Xum9+Uttyp/VNWtX9W9r6d7pmcaMHXO6/fevXXve33fV7/71fdbynvvaODSAFqfLUFZWJKmaDpCPZ2OFffCbKW0mrjtxxPqSmzdtbIi47iVAEJb8k+/bwjnnj6OwKgr1HJP9BBWM5fSWvOqpi81razUhcCSrlYs6yrfdNLqs2/o7mw9pMkID9khNx8j/ZvBWOZeUdn2uvrYntlBXADH9VwyJ1pQxAoK1bqVpY/0AIgQZIEaZ7jtd3lc/gXNuVPBzTxZ0PVWBiC1TVImlol4E5jvn1RR0nh6Ijrw8Ez0xChP0cSpuhI7fmJFhYTJShvBJwUglGIKHYmaas2F1tQZoTQQHMyUfxMcUmvlMBNQo7aAa7IPtb0S4YTFVVz5D4MAgNvuyaPOORDP/5iNWaFBNvF1jOs+ANpRVYOagAYSqDOGLBjmze/ovfDcU+89/5W3Y/nCzkNe3kNacABoal0FUXnkxpaOEzcWCs0IgpqdMDrWmUwaGdXB6STTgptngV19Ib7/PwV89HNlbHpqEpY73s5SHTquZ5Jq3snEhoT19nm3w7Vd3k0nmP5+R3qZxHhwHD6SWG5m38cW3XMAQVL+nWbB9eTTeDhjDdxa87j8m1MpS0ccCjLRdCae2npLm6kvKsC65VX8y6WDeMOrRjG3raZ4OeXkJFM/4Qk1vFz/c2YSWpXAeF2gZVYZL3vpCRt//cC2G08+cdmk7MchLbhp2dJKSFH9YjbfvG58uHeumnCZeHDNtbnQMSgu9zZWm1Hg54Bte0Jcfn0z7t6QR8/BsLHODfKgkiBTW0NCR/zya05tQcd6p0iCsRVnSWAzRl5b2PqDAgT8cDd7iHbBLb3+MWCZ5/jx6YiUhKa4tQuZ5ujKcPrJyzaBmUk1AYXkYDIillwlKXPFHiCMKC25G0lIn8eVJb/6g4O4874c/un6ZhW7kjX/gL79x6OaPKROgjbhgoZEMiCIJNpnFXevO37+F/O5xrKg3yZlwQEgW1yDWt/Nv2A8+zaemTfAQJw3PM39Hjk8W2XmaKufVeD+0HVlfP/2InoOhEn3O/cnldSKq5GZhTpMAZusaw9tsQ2QaVqa2Uazk2CfaT8/oz7ByVMAPGnmQuda3iYJ71xkgmg5eWK6puJPHAATOdGx4j43p8qL5uIAsfYmfpxKhb4lt8+yCixoq+PN54zi6vcOYnFXVbkwHd4dJS23TItlkWCRxLrV3bjy78/fm88Gt5+xbumkAT5pCw4ALP8SmQlKG3j+2f3jB37cEmvI1HJDTzYJ9zaAZ1yCZ4Gte0N87Mtl/OSOosoCmYiWgL5X4DaqSMCAEMnSa8nV3VzAppVi8ylGGu9WfdIgPNF08vDIujN5JKew7nnloXTzM2WcruaqKLoeiuMNNYAVMHVWhL4LMMG1xRbaAyo1sNV34FzEHk/XgrucPAwlXnf2GOp1ho99qYxn9oZAhg5JM803l8q7RWmnUwYMLz915TOrl81925L57RGm0CZtwQEgyLRhx53nDcho/M1BbmmVoUocNV7QlLHipnZJIMFzDFv3ZPDRL5bx3duLqDO9zFgqLeHqwcwzi8FtV2IwqWcpWfEG0Eh6LQEkOTezAGY+sNO4OelA7wyT8dI3RrXHx8nLtEx78ymWn9sMIHsMI/uoFXc5u6+uUAeQAjdz1BQVS26dQsKx7NqS14FQCrzlz0bxL/8wgMVdNRUkLtIsdoNt1SrWHje/2jdcuWhp96KHv33rRjmZS2nalCx4vvWVGD3wK7Bg1m4elh+IhnafxsRBqEpJrmJirDhnAixQUs/vH87i6z9swvd+WdTJCUYZoWXVCLCJI8dwW8W5iUOHu9abe4DmKdbYLRyawsXhDgR6sCMPUlAfgari/GKm8g3dbmJO4k6+lVZfJLF4LIOrgZv9IFbflGLmiIOzBJeq1qHgat1YKcDBrXsfZrBwSBkpSi1VzqfPyVkUgUuJN71iDNU6wzd+WMR9m7OoCihBPR7Z2mKbUlpMArU6Ottbce6Zqx848+SVu89afwcufs1LpnRtp2TBAaDY/gqEwdiufPnky3ItL48tNNNOm5hz60klC4GK5PjGT5vwlx+ehZtvK8YqSCq4UyMEVQislQQJ70ZSPXHWiiTWnCY0GPA6fFoDNY26xBimYE4BNbOjomGfNGBbR46ngXsW26EuRAcXxKMpKPem509YccO1icWGz9+TfN3xeGotXCbc+SQqMVJVaS8+ZxTfuboPl5w/giyPVMggtdyCeDhFBCbqeOv5L8G5Z666rFoZ2/XW86cG7sMCOADw3BLw/NotYXbOLZlcBxjGnUCqOAw2p/TLr/2oiE98tRm7ekNIFqTTEqQD2ygm7iJRanFWmgGfrCsoHdriA5qngpg5lMXBKjP3EINx5uA8VTmhg6IBuFPvt6k7mUNhXJrigZ8MEktHUiaeRiL0Jp/+5NK67A24XboS1yMXbsitQ1s0yLtn1/HJdw3hHReMIJSRoixS+zAleVTGsXz+LCzsbrvljHXLt5ywsvtwoHp4AA+y84CB63YFfPhSllnwYwRtAAwlMVk5wPa9Ia75dglX3diMff1aKeGelZ4Q3DymAiFsyQe7UBSRBD1VxFn7BZaPJxw4CZD7k05af1CmDIAkel3GwqbEXtIsuVPZCgTkPt2IrbwCanwHiDPvXd7tg90qKkhmAzXK8YTr7UyCnMSWRwyiAsxpUcWFPvDXw1jQVdOWXD+g4llmz27FiiVzfzw+PnbpR665edeS+R1TuIq2TYmD08ZnXYrq0MadKJ90f1T71gUZ+RsEgUpNYyFw7+M5XPGlZvzmkRxGqoEyvfGkUQM4Fdx0nRA1AuM4E5B6grFoZpQcNxzWqKgxE/I4dgw/byC4UmIDLp6GaPMiQV9k4+Mm6JKiIsYgBFMRhUyrH7E8wgz3tlzcDEDLvwn35jRGxdsWH2N0dAYBDi6F5t4CAqqop4SIF8cClG4eiyxaXYlpuYggahJdLREuf8cQXnZaBVd8qYwNj+WAUH+RCDh57Up85D2vvX9svLrznDPWHC5MD8+Cxy2zBCiccG2udMI3tx9cKA9WJEYZw4bNOXzoX8u4bUMBI7VARcjE1roRuJMTS6bBHXsquWyYfqanpi4FcUAtkxNK3U/h0UM4AamjpkArLd5+X3mZanMohyeIW2WEee9BLDmLwWsojMPFY47tW37mgrxhNCKpoxK/NyXgrNczPs635EYrl6HqX2doCgXOPWUcn3nfAE5ZXUETIrRnK3j1mbPkn5yy4ptnrl9+7ZoVC44Iokcw91dNDP8UrChz3/1ZcMfDD91w+vDIIDY8kseGx3OQoTGdGn66+HwquBEQ+qK+VshM8oJdw5IWrKdr6ljQ2+jBeBEtst0uC0j3QZX4TezT/N/wfa5zB/V200d9jsp5VHE6TJ0v3s/I+cnn0M+KFxzQ35XT7WQ5w7gAE+1nV62zxZXMdi9R3Otra7LbnNuA22hQJy2RhkpzG2tkfCFOhQSyPVVZix8SyDDctzmL3z8UIpsp1C98zUU3//D3q95ZzNUrb3/9y44In4dNUUzjpfOxc+9o5fSTKneNDN7/4k0P35V/YHMGMkM1bGNf9S82Ebj1mKOrn4UpUYK0vol1xROJkMOhJGluebvdiy1hrtU2psCh2ylKyiEzeybRTOSgqc6aznB0iQnGAJ+mkMArN5yW2cAsKjF6Sg1jKvHYJP1KQ0G0DweCE0ePlg/V4pfqriG0M44DAgJccxVFT0wmjykDwRT4awLrj6vgvkdzmDdvzbNPP7Pr3e88r6mSaXnLEV/PIwY4AMyfU4SUOy//m796dfTgyvo/fv3nj2Rr1Qwht8SSM896G9AbcDMX3P5EkgyVRCkIB8jOe5kEOemXAKr+k/BwSrh8vQEv8WNT0kGcspElXibc984h0oLSxq0wEmVosvOJRg64EYiarwviGQXsYBBGr5ZCK9SmAD+0Ti4AwcC5GggAVKSh8EDOFC9nsHycQeWGAhzjoxFGxCurmdYLvtPe3VXNtLRhOtq0ABwAxkeq9XzTKVdu2Xew3tLad/nY3j4eV1iMAT45cIdp4CYPWlzflwWTAJauxfZeI2VAOMAkHD0xKODucw6IX7kmODa8BMD0OYFu2tf3ZiYA7fFrRnM04XJwRpxAAGDCYq2H3NXQBdMxVnpJFfOd42RmAJyDNwI5MeNCcjUN03Vo61UBHs4Tb79gzVUDwapP58Sz9enC5ZFNMkkrlJbg1xueHD9u+Qk/uuydF0SdbWWgFrmSYBq4ScQYg/ZUQoE7DoGFq3EbS25BKZOWG0i12r54TUNfqfbtUBYHtyzu42xO9GtgqSdoCV073m6HCi3A6XbSH+7tM3Kg2ZeQHo0ykyYBJmJXUvZrTTw1kAvMTjQN3TFOIa2bQ9aBoA2Mz72iiT3+mfnRZeNLFy6cLljaxKLpaDfdcB26ZjcfWL6wY3druXDOA488HYyM1VRR+oaKiQV3PKnkkujeniXn6VZdTf6SHk06cUzfztx98cTP286Y/ros/trONn0eMzHlDs80D8TPTmZRCm1yFB5nwMn4/BrSyXlE/NqdW9g5BksYAHsuRhQn7xaSOI93x9MGA/FRNK7HtS7qPBF4WJJhds6nalh2dcj2jTUv/Ox0QnL6KAr0xZFS1ttbSzdc8vqzwkjgs1d/7dbi3v4xsox2MoDKgDteWgQ2YtAPlHK4NqhbPmGc4WfsJGNOPG8kAQD9UeGDif7aDS+GuSbpk0+fP6f2MacxLyhP96lOzMHhWmq6T5okCh0bTiIPGSPaN2wiBNcUD4bmxHREqhrk3NIAKTgkV0EoMR8XXNMUCWaoCoTm4M01GXR/NtPS9Ek2/EyU6bp+OuEIYBopSvy7qqsut+86+OV3vPHsy15/7qmDhSCETRpOgtvwbmOtzes4HDcGerK+ICP7JwKzwZxPR2IrRK0SXDC73Nz8n/acduM0X0zf7Y6k6pFw2ZvoQb8f9XY67z39nB4jCNVIeDYtLUkuN+6FABh9XGvjUcQhZQ48t+L28ajjY+N90VEBNzDNFtw0oy5cft2PrmsrN/G1qxZf8eDmnnKdRAb64KYRgmkFengqiG0cSqr1xkTW2wO/B3LX3ek8xahzvZz0/z+MixZ7Iu2zmRw65/OtuSMFuiqJUhFJVCGzgwRUKtQTyJjGSxsUaLyeJgXT9iFqiv5iJl9U2WkR/y+QypKrylnKsvNw2WBQWPfLIhhysy85GjAEMM0c3G93/+J7OPPPL75vbmfrsKjXz9q1ZyArQ/2RzILbqWcCUvaBU6riWW+eBL9RWPx9lF9b3sti5TJBgwx/jrm76Wt5uanyZTgv5y7Hdp9ZynZMPAAn4OZ2wsy8Yw3nZW5/fb0TuaQTcHHnHDB83BwjiWGwxbUd/wF9z2T8JaSMkC2uHAmK6z4mRO4LxTlvPZoQPDoWnLZMCLl0Ufv1AZO1MAyv++2m7RmEqj5oCAJueGGtTBL3u40tYQTc/o/jcHSQH9a33Ehug/cj2x+LAlLG7xEfM4G5PpQp93ZLuJwxNoASyUwdhrjaqvSeDW+PLbvua0QWw8UZteq6rATXlpwRiVFl+nBwpitSgZll6yGksuGcOHsArXNrZ1AA9QUiESFTWFMLi8d/MFec8/V6dXCqQtOU21G14ABw163fwVnnvFm8eNWiTZGo74KIXt2zqy8IwgC5wNYyMcBOeivTLXXCOscWXzrbrEvdm5Qy5lh1tz9zXruWmljLWEGxltrZT/pw2g+EElFLDc9CwxuI+q4CfUxslcmzGTf2GEYsOKzK4Vv2xPnsuRzL3GBfo2UTGRgYlwh4BfnSylpYWP2eevDib9YrvfXmrjcfbfgdfYADwK9++m2sOf08cf6frtg0MCL2QspX9fYOhHkukTFgAlkBjaeoKST+e0KQU9DwBttTwB3fAXiSnnDmURVnEDAyYMh+A3AQsPvnYMnPb0RX6IBwJUEXeI1oSgy2RkA2xzj9KaAZ2Sadz1SfZdQWSkd0RVhEyJeWV3LNq99b6jjjG7z2WL3UdeRu+OcMwAHgjlv/A4vWv1Ze9fHv3f+mN57Rz0XtrJGhoawUMmZ0JtioofWmfBlpGneK9abgjUHNEvuTltntR3l3mlU3wVZuX5+Hexw8zXLDAJklgO2XvPBB6Fv9BEgbHE/5ua9lJ/p5g8f5jLiEn6JLaqWGHDLFxcP58uoPb9rwH9d3diyQhY6/Olawm3Zh65DtI9f+CItnhRiry0v7B0av+M//2dTSs38YmZAjy23UYLyWpQEfPG8mBTI3AVfJyaU/iZzIgvPEduKU4cwZIHbAUNATZw/txzmpjehGE9KBl6BVZq7hRD3qQcylM7BthCC5DvHx5rpIezyz+0w1Mnt9zWeIZD8CYloW2y4TqZaGBCIIWR6R4bJ7ii2rflGPws81F/vR2n3JMcXbUZ9k+u3TH3gdAKBWrX++WqujvavzU//81f9uHhoaQy7PrWUm4DXgbqg+wP4oids5fEvDkhaO9PGHPGNINQMs3tmgSRCLd3jNxHtQh6J1/jD1jrl99TQ4LgUhmbSlH5iaTDJIxynEQKRCPXNlzCQYKyeNqW9v7rYCMo4sBEzRTtUnYFVk84WqDOZ8XjLx8bnLLpq22JKptmMOcNMy2RBSyi++9S9OqwuJa6698fZ8ZXgIhSBASNewBGJ+Zx5O9KC/n97q4Q0E5t56KaidlRxYEtgUp8zfQLY7mzXiJhRaSF8DOr879UYmwK7VEkaE9LgL87VrA3SmvZ3KKPi6uOkba9v6PAx6AEANIiEVyI1Ln7EIkRDgmbLIFVqvyhXw6XptYMbADcwgwHWLWkqFr/3leafUmzL8C1/51m3B4OAQN+UgHFCxCR6YANjmfcqH+33g9XWe6SBh6f2ns6WGgVMnkP7gRhY+ju8GixdUjU8Tg9UCWb23gVz2/DIO2hIMamk/6O1QJY/VwlZKJgwLsyF5+QoWFq4ZGq6Nd668+ihcncm3aXfVT6Vpi1rraCvddOqLlqy79O2v/uRrX7Ve5kMggHAmeKp/GrhlKuCBFCrjnc+ck2rlsddSn8ix5CnANveERgOoEfwnjPOOX7BEB+m9oQnJtPgPTTQGXFe97U8B7SUgg4bnkoJCpr/uIwRDrQbUaiGa2l8q2xe87or+3ic/0z+QG+1ceeWxAdIEbaYtuAH5+M49Bx6/+MKz/nn18q5MIZQfuvf+/83sOzgSo9F31ADEstL3ZhsFq/c3VgcacusG26X9vKnlyh9eszHX1gUfO3e8awHCsyntielFbOENjWGx3Celfk3ojuLqxA3PNM/WVt1EOgopIVixUiyv6G2b9/Kbym0rryy1ra9n8+1H/fpMps2oBadtflc7dvTsrW/Zsu3y9/3dRde+65LzN86f11Edq9RRj6zdcjXkxgtH+UD2J5xmckXBagdKWnCn3yZ2wk1lcmnowOQ62me3bLLeRl+DpW43p0gkQYA5FrtRPRU1D4rAUEWx1FnvXvaq74aZ0spsvuMTo8P7njPgnuxlPebtWz+4E8VCLrf/wMCXf/eHLW97fEtPMDI0iOZCiDBe2MEDN1zw+7JgI8dKmmzo699pcqHbj7n6Onc9lzztGJJo7EuFzHntafvczTul2j+VA620aGVBt7+VG+1y61SNkt51tguLZYJxNDU1IV9aFBVb1t4UZme9W0TjlY4Fr5xp6CTacxLgALB95360NBdbtmzb857rbvzv9fv37LlwoK9X/WgBTzg46OtGAHb2xQBI8yymeSz9fSzpNCJaODsMgLvOKHKX8vs5IHf1cDs4kkB2+7vApZ/ngBwW7EKo6sFt7S2YNav9lvaFFzyQyXd/SUQjA7nCnJmGTGp7zgLctM9+5b8wMlbrPn5x2+cPHDjw+l/8cgMOHBxAJhOmSoF+XIefmZN8TgF4qpX2vaDMATyNJjxSgDMH5K4FVyms0utvHTv2WOkNEH+1C99hRAcEyejR11KKOjK5FnR2n4bmcusPs2znpQL5ns7Fb5xpiEzYnvMAB4Dh4RGEIV/49LZdS+/Z8OhV92587JSntvZwKcGCwAOo/q8c7yT3QO8AKAlwSlkA5lp2L4T2mAKcJ622HcgSfrBZEvimdB3pS2gNfMsOAExAgsnmcreYPXftxtaOtZc1lbu3ShntyOcLMw2NQ7YZV1Em00qlJgDYseGBx3ecsHrZRX39Q3PXn3jc9zc++MSSbdt6wAMWO3GoqmLem6c0mdBvdGIKcoyZdc6kRTDOHqOqmO+ndrrhsr4ebtSU+BgaWmv6m0wgfbKISZRK7QPtXSfuj2rVt7S0LdsNUdmZy2Vn8CpMrT0vLDhtv777fpx95nrs3nvwRVuf2fnNm77zszl9/UPzew/2gzMgDJQw5HPoZFJD2mRSW16OVIpCebfL99lRt+D+nYdOstOoSGIbDXmIq2LZSlcsdvsLBEwiV2hFJl/eE/Dgr1euPffeSGA0qlfknO6TZhoCU2rPO4ADwOhYBYV8lt312w2yXG4574knd7zv3o2PrN23v3dub28/hJTIhEFMIQIPTCwFvBxm4slcsPv9uUtrfKoyXQB3X9uJpgk8c2hKgsqQgKrEgLD7gsBwcAnIOiQYCoVWNLe07+6Yu/bR5lmLPldoav/5Ixv+Haee/f6Z/tkPqz0vAe63x57YCgB/c+fdG87Yd2Dwosc2b20+eLAfnHPkslyF4JJ0NfOPM87ssicU3AZEDj+nKW4sZZBMD8DTJ8PSu6v48qC2zjw5saSDxIbLqtqGYSgRsDoAgWJTC1ralw6F2dYfLFx60j0AvtHavnSmf9ojbi8IgJt2oG8ws7+3/20/ufXOtdVq9b0bH9zChof6USqGyIQcuqxF/I9bi5yunlD50YTS4hgAXIEVCYtM9znRlSmUhD6biSVgnDlqWcd8toqWlhJa2lfJMMxct3jlyx7NF2bdlMk112b6t5yu9oICOAA8/r9Po1jIznpy6+4z9uztvzAbyksefOghuX17D6tUa2BczaultPHcgU5YcGgMPHoCC0yWAvCYg4N5A2TyAAfSODilFS43p2qRscyWykgEga1CC6g687VaBCCDto75cuXxa1ghJ/8tyMy6pVDqvkdElb72ziUz/RNOa3vBAdw0bann9PYeXPj9W37Ki8XCDQODwysefeyp/IG+IURC1RsPA4YwYAgCW/rYoTEplpobRSUBcJomNp0ATwe54dXxj6n3K2Cr5INMqIAuJEOYKaO9c/l4kGl6sloZe8fJp58nSqXWHQD2Tpg8/TxuL8z/ymt3//ZeRFHUUSwWlzU1Ff99y1M9mTt+84fWffv2tTBZA9ORi5kMR8DJsnyglIBk6QAE5NMDcEuFkgBHAzXFbANsdB+DRBgIhAFDNgM0FQPMausYmLvwpP7m1gW1yvjoxaOjo09zHuw/bvUpM/3THPX2RwFwAOjvHwAYYwwo/OTnd1Vfeuq6d268/+G37969ux5wduL2Hc/moto4xsZG1a28rgrXBAFHJuRJbg71GgxHFeCUpgB2n5o4q5QxKYC6YKjWgGKhgHJzHl1zuysBl5vaO+aE3YvW3rh7x6avLlxxVhbAGABZLDbP9E9yTNofDcBp69m5F2EY4re/+wNecfZp2Wq1ds3TW5/p3NWzY8H2HTtmH+wbFgPDlePHxsZRr1XAECEIgDAIwTmfIsABzngikIvmZB7KgjMCcCEEpFDfp5gPUCrlEIY5VKPcE4IV+bx5C3oXLVrwbNfcxfuCIPPB7U/fV120bD1EVEep3DnTl/6Ytz9KgKe1SqUCACcEnC+87w8PRRvuf/QVA/2DQVdn698ODPQ1ZQKO/b292LOvFwyKs4dhQCw0oSqckzgZ1dfQHLVN1SINCLhVUxHgKrxAxuukShkh5BJCShSb2tDWNhsBF2hraxtB1Pe1fLEcdc5b86tFS9cGUkQ7ADySy+Vn+pI+J9r/A7xBe/KpbQjDIDs+Nv6G3Xt2FzlDbWxs7IJqXfyFcpULbHroYQwMDiOruTtjQLVWRa1aRRQJCCHBA+7sN9w+CIBcRlGNSKhHoZBHXrvBwwAIA4FcvoTlx61FLsMhJVCP+E/y+cKPg4BlOjq6RrO5/H9GUb06d96imb5kz8n2vIhFmYm2YvkSAKgCuBkAhoaGAOAuIeWXASZqtSp6enpQqdWRz4YIOEMQcPbi9ev+dffOncdXalFUrwsEnKGQD7QGb4pWKupRzCug12oMdcGC7u7uJ57YvOn9UgoZciATCjSX2/CiE09FNpsBJLiQeBLAtlLpj4NDH2n7fws+jW3nzh5EUbTsic2bC5VqHTUCcDC9DrxQVIMxoKnAEHCJSpUhEhyrVq0eC8Lw6Xnz5s30v/KCaf8HrQv1S+5Q3lQAAAAldEVYdGRhdGU6Y3JlYXRlADIwMjAtMTEtMTFUMjE6MzA6NTktMDU6MDAOMqSPAAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIwLTExLTExVDIxOjMwOjU5LTA1OjAwf28cMwAAADl0RVh0U29mdHdhcmUATWF0cGxvdGxpYiB2ZXJzaW9uMy4zLjEsIGh0dHBzOi8vbWF0cGxvdGxpYi5vcmcv3d388wAAAABJRU5ErkJggg==', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 204929000
{'hecke_orbit_code': 2267776287100, 'n': 1, 'trace_an': 120}
-
id: 204929001
{'hecke_orbit_code': 2267776287100, 'n': 2, 'trace_an': 0}
-
id: 204929002
{'hecke_orbit_code': 2267776287100, 'n': 3, 'trace_an': 0}
-
id: 204929003
{'hecke_orbit_code': 2267776287100, 'n': 4, 'trace_an': 0}
-
id: 204929004
{'hecke_orbit_code': 2267776287100, 'n': 5, 'trace_an': 0}
-
id: 204929005
{'hecke_orbit_code': 2267776287100, 'n': 6, 'trace_an': 0}
-
id: 204929006
{'hecke_orbit_code': 2267776287100, 'n': 7, 'trace_an': 6}
-
id: 204929007
{'hecke_orbit_code': 2267776287100, 'n': 8, 'trace_an': 0}
-
id: 204929008
{'hecke_orbit_code': 2267776287100, 'n': 9, 'trace_an': 0}
-
id: 204929009
{'hecke_orbit_code': 2267776287100, 'n': 10, 'trace_an': 0}
-
id: 204929010
{'hecke_orbit_code': 2267776287100, 'n': 11, 'trace_an': 0}
-
id: 204929011
{'hecke_orbit_code': 2267776287100, 'n': 12, 'trace_an': 0}
-
id: 204929012
{'hecke_orbit_code': 2267776287100, 'n': 13, 'trace_an': 0}
-
id: 204929013
{'hecke_orbit_code': 2267776287100, 'n': 14, 'trace_an': 0}
-
id: 204929014
{'hecke_orbit_code': 2267776287100, 'n': 15, 'trace_an': 18}
-
id: 204929015
{'hecke_orbit_code': 2267776287100, 'n': 16, 'trace_an': 0}
-
id: 204929016
{'hecke_orbit_code': 2267776287100, 'n': 17, 'trace_an': -18}
-
id: 204929017
{'hecke_orbit_code': 2267776287100, 'n': 18, 'trace_an': 0}
-
id: 204929018
{'hecke_orbit_code': 2267776287100, 'n': 19, 'trace_an': 0}
-
id: 204929019
{'hecke_orbit_code': 2267776287100, 'n': 20, 'trace_an': 0}
-
id: 204929020
{'hecke_orbit_code': 2267776287100, 'n': 21, 'trace_an': 48}
-
id: 204929021
{'hecke_orbit_code': 2267776287100, 'n': 22, 'trace_an': 0}
-
id: 204929022
{'hecke_orbit_code': 2267776287100, 'n': 23, 'trace_an': -36}
-
id: 204929023
{'hecke_orbit_code': 2267776287100, 'n': 24, 'trace_an': 0}
-
id: 204929024
{'hecke_orbit_code': 2267776287100, 'n': 25, 'trace_an': -24}
-
id: 204929025
{'hecke_orbit_code': 2267776287100, 'n': 26, 'trace_an': 0}
-
id: 204929026
{'hecke_orbit_code': 2267776287100, 'n': 27, 'trace_an': 0}
-
id: 204929027
{'hecke_orbit_code': 2267776287100, 'n': 28, 'trace_an': 0}
-
id: 204929028
{'hecke_orbit_code': 2267776287100, 'n': 29, 'trace_an': 0}
-
id: 204929029
{'hecke_orbit_code': 2267776287100, 'n': 30, 'trace_an': 0}
-
id: 204929030
{'hecke_orbit_code': 2267776287100, 'n': 31, 'trace_an': 0}
-
id: 204929031
{'hecke_orbit_code': 2267776287100, 'n': 32, 'trace_an': 0}
-
id: 204929032
{'hecke_orbit_code': 2267776287100, 'n': 33, 'trace_an': -60}
-
id: 204929033
{'hecke_orbit_code': 2267776287100, 'n': 34, 'trace_an': 0}
-
id: 204929034
{'hecke_orbit_code': 2267776287100, 'n': 35, 'trace_an': -18}
-
id: 204929035
{'hecke_orbit_code': 2267776287100, 'n': 36, 'trace_an': 0}
-
id: 204929036
{'hecke_orbit_code': 2267776287100, 'n': 37, 'trace_an': 0}
-
id: 204929037
{'hecke_orbit_code': 2267776287100, 'n': 38, 'trace_an': 0}
-
id: 204929038
{'hecke_orbit_code': 2267776287100, 'n': 39, 'trace_an': 0}
-
id: 204929039
{'hecke_orbit_code': 2267776287100, 'n': 40, 'trace_an': 0}
-
id: 204929040
{'hecke_orbit_code': 2267776287100, 'n': 41, 'trace_an': -12}
-
id: 204929041
{'hecke_orbit_code': 2267776287100, 'n': 42, 'trace_an': 0}
-
id: 204929042
{'hecke_orbit_code': 2267776287100, 'n': 43, 'trace_an': -36}
-
id: 204929043
{'hecke_orbit_code': 2267776287100, 'n': 44, 'trace_an': 0}
-
id: 204929044
{'hecke_orbit_code': 2267776287100, 'n': 45, 'trace_an': 18}
-
id: 204929045
{'hecke_orbit_code': 2267776287100, 'n': 46, 'trace_an': 0}
-
id: 204929046
{'hecke_orbit_code': 2267776287100, 'n': 47, 'trace_an': -24}
-
id: 204929047
{'hecke_orbit_code': 2267776287100, 'n': 48, 'trace_an': 0}
-
id: 204929048
{'hecke_orbit_code': 2267776287100, 'n': 49, 'trace_an': 0}
-
id: 204929049
{'hecke_orbit_code': 2267776287100, 'n': 50, 'trace_an': 0}
-
id: 204929050
{'hecke_orbit_code': 2267776287100, 'n': 51, 'trace_an': 96}
-
id: 204929051
{'hecke_orbit_code': 2267776287100, 'n': 52, 'trace_an': 0}
-
id: 204929052
{'hecke_orbit_code': 2267776287100, 'n': 53, 'trace_an': -18}
-
id: 204929053
{'hecke_orbit_code': 2267776287100, 'n': 54, 'trace_an': 0}
-
id: 204929054
{'hecke_orbit_code': 2267776287100, 'n': 55, 'trace_an': 72}
-
id: 204929055
{'hecke_orbit_code': 2267776287100, 'n': 56, 'trace_an': 0}
-
id: 204929056
{'hecke_orbit_code': 2267776287100, 'n': 57, 'trace_an': -6}
-
id: 204929057
{'hecke_orbit_code': 2267776287100, 'n': 58, 'trace_an': 0}
-
id: 204929058
{'hecke_orbit_code': 2267776287100, 'n': 59, 'trace_an': 0}
-
id: 204929059
{'hecke_orbit_code': 2267776287100, 'n': 60, 'trace_an': 0}
-
id: 204929060
{'hecke_orbit_code': 2267776287100, 'n': 61, 'trace_an': -24}
-
id: 204929061
{'hecke_orbit_code': 2267776287100, 'n': 62, 'trace_an': 0}
-
id: 204929062
{'hecke_orbit_code': 2267776287100, 'n': 63, 'trace_an': 36}
-
id: 204929063
{'hecke_orbit_code': 2267776287100, 'n': 64, 'trace_an': 0}
-
id: 204929064
{'hecke_orbit_code': 2267776287100, 'n': 65, 'trace_an': 90}
-
id: 204929065
{'hecke_orbit_code': 2267776287100, 'n': 66, 'trace_an': 0}
-
id: 204929066
{'hecke_orbit_code': 2267776287100, 'n': 67, 'trace_an': -24}
-
id: 204929067
{'hecke_orbit_code': 2267776287100, 'n': 68, 'trace_an': 0}
-
id: 204929068
{'hecke_orbit_code': 2267776287100, 'n': 69, 'trace_an': 0}
-
id: 204929069
{'hecke_orbit_code': 2267776287100, 'n': 70, 'trace_an': 0}
-
id: 204929070
{'hecke_orbit_code': 2267776287100, 'n': 71, 'trace_an': 0}
-
id: 204929071
{'hecke_orbit_code': 2267776287100, 'n': 72, 'trace_an': 0}
-
id: 204929072
{'hecke_orbit_code': 2267776287100, 'n': 73, 'trace_an': 18}
-
id: 204929073
{'hecke_orbit_code': 2267776287100, 'n': 74, 'trace_an': 0}
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id: 204929074
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