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mf_newspaces • Show schema
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{'Nk2': 2112, 'analytic_conductor': 4.216101226723604, 'char_conductor': 44, 'char_degree': 4, 'char_is_real': False, 'char_orbit_index': 27, 'char_orbit_label': 'ba', 'char_order': 10, 'char_parity': 1, 'char_values': [528, 10, [463, 133, 353, 145], [5, 10, 10, 1]], 'conrey_index': 79, 'cusp_dim': 336, 'dim': 48, 'eis_dim': 96, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 1786739950096, 'hecke_orbit_dims': [8, 8, 32], 'label': '528.2.ba', 'level': 528, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 11], 'level_radical': 66, 'mf_dim': 432, 'mf_new_dim': 48, 'num_forms': 3, 'prim_orbit_index': 7, 'relative_dim': 12, 'sturm_bound': 192, 'trace_bound': 5, 'trace_display': [0, 0, 0, 0], 'traces': [48, 0, 0, 0, 0, 0, 0, 0, 12, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 12, 0, 0, 0, 0, 0, 0, 0, 12, 0, 0, 0, 0, 0, 0, 0, 120, 0, 0, 0, 0, 0, 0, 0, 36, 0, 0, 0, 48, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -60, 0, 0, 0, -72, 0, 0, 0, -12, 0, 0, 0, -120, 0, 0, 0, -144, 0, 0, 0, -72, 0, 0, 0, -48, 0, 0, 0, -120, 0, 0, 0, -60, 0, 0, 0, 0, 0, 0, 0, 24, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -48, 0, 0, 0, 0, 0, 0, 0, 96, 0, 0, 0, 24, 0, 0, 0, 24, 0, 0, 0, 60, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -96, 0, 0, 0, 0, 0, 0, 0, 24, 0, 0, 0, 12, 0, 0, 0, -120, 0, 0, 0, 24, 0, 0, 0, -96, 0, 0, 0, -168, 0, 0, 0, 0, 0, 0, 0, 60, 0, 0, 0, 0, 0, 0, 0, 72, 0, 0, 0, 0, 0, 0, 0, 168, 0, 0, 0, 48, 0, 0, 0, 60, 0, 0, 0, 96, 0, 0, 0, 48, 0, 0, 0, 120, 0, 0, 0, 240, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -72, 0, 0, 0, 60, 0, 0, 0, -144, 0, 0, 0, 24, 0, 0, 0, 0, 0, 0, 0, -96, 0, 0, 0, 144, 0, 0, 0, -48, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 60, 0, 0, 0, 360, 0, 0, 0, -12, 0, 0, 0, 216, 0, 0, 0, 120, 0, 0, 0, -96, 0, 0, 0, 120, 0, 0, 0, 144, 0, 0, 0, -60, 0, 0, 0, 360, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 168, 0, 0, 0, -72, 0, 0, 0, 0, 0, 0, 0, -240, 0, 0, 0, 24, 0, 0, 0, -156, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 120, 0, 0, 0, 0, 0, 0, 0, 108, 0, 0, 0, -96, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -240, 0, 0, 0, 0, 0, 0, 0, -120, 0, 0, 0, -360, 0, 0, 0, 0, 0, 0, 0, -216, 0, 0, 0, -480, 0, 0, 0, -72, 0, 0, 0, -264, 0, 0, 0, -360, 0, 0, 0, 24, 0, 0, 0, -48, 0, 0, 0, -120, 0, 0, 0, 120, 0, 0, 0, -480, 0, 0, 0, 0, 0, 0, 0, 12, 0, 0, 0, -120, 0, 0, 0, -312, 0, 0, 0, 72, 0, 0, 0, 0, 0, 0, 0, 720, 0, 0, 0, 24, 0, 0, 0, 120, 0, 0, 0, 0, 0, 0, 0, 240, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 96, 0, 0, 0, 192, 0, 0, 0, 120, 0, 0, 0, -96, 0, 0, 0, -216, 0, 0, 0, 0, 0, 0, 0, -120, 0, 0, 0, 480, 0, 0, 0, 0, 0, 0, 0, 228, 0, 0, 0, 0, 0, 0, 0, 72, 0, 0, 0, -48, 0, 0, 0, 120, 0, 0, 0, -144, 0, 0, 0, 12, 0, 0, 0, 216, 0, 0, 0, -120, 0, 0, 0, -240, 0, 0, 0, 0, 0, 0, 0, -216, 0, 0, 0, 240, 0, 0, 0, -336, 0, 0, 0, -180, 0, 0, 0, 240, 0, 0, 0, -384, 0, 0, 0, 0, 0, 0, 0, -48, 0, 0, 0, -480, 0, 0, 0, -240, 0, 0, 0, 0, 0, 0, 0, -96, 0, 0, 0, -240, 0, 0, 0, -48, 0, 0, 0, 0, 0, 0, 0, -60, 0, 0, 0, -192, 0, 0, 0, 96, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 264, 0, 0, 0, -120, 0, 0, 0, -48, 0, 0, 0, -72, 0, 0, 0, 120, 0, 0, 0, 240, 0, 0, 0, 120, 0, 0, 0, 96, 0, 0, 0, 120, 0, 0, 0, 120, 0, 0, 0, 0, 0, 0, 0, 12, 0, 0, 0, 120, 0, 0, 0, 288, 0, 0, 0, 96, 0, 0, 0, 180, 0, 0, 0, 384, 0, 0, 0, 216, 0, 0, 0, -48, 0, 0, 0, 480, 0, 0, 0, 120, 0, 0, 0, 0, 0, 0, 0, 144, 0, 0, 0, 240, 0, 0, 0, 24, 0, 0, 0, 288, 0, 0, 0, 0, 0, 0, 0, 336, 0, 0, 0, 336, 0, 0, 0, 24, 0, 0, 0, 360, 0, 0, 0, 120, 0, 0, 0, 0, 0, 0, 0, -24, 0, 0, 0, 240, 0, 0, 0, -24, 0, 0, 0, 48, 0, 0, 0, 0, 0, 0, 0, -48, 0, 0, 0, -48, 0, 0, 0, 72, 0, 0, 0, 0, 0, 0, 0, 120, 0, 0, 0, 0, 0, 0, 0, -24, 0, 0, 0, 60, 0, 0, 0, 312, 0, 0, 0, -12, 0, 0, 0, 120, 0, 0, 0, -96, 0, 0, 0, -96, 0, 0, 0, 192, 0, 0, 0, -240, 0, 0, 0, -120, 0, 0, 0, 0, 0, 0, 0, -240, 0, 0, 0, -120, 0, 0, 0, 264, 0, 0, 0, -456, 0, 0, 0, -120, 0, 0, 0, -624, 0, 0, 0, -384, 0, 0, 0, -120, 0, 0, 0, -180, 0, 0, 0, -240, 0, 0, 0, 0, 0, 0, 0, -144, 0, 0, 0, -480, 0, 0, 0, 0, 0, 0, 0, -144, 0, 0, 0, -360, 0, 0, 0, 384, 0, 0, 0, -408, 0, 0, 0, -240, 0, 0, 0, 120, 0, 0, 0, -300, 0, 0, 0, 0, 0, 0, 0, -72, 0, 0, 0, 120, 0, 0, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 236733
{'char_orbit_index': 27, 'char_orbit_label': 'ba', 'conrey_index': 79, 'conrey_indexes': [79, 127, 271, 415], 'label': '528.2.ba', 'level': 528, 'sub_char_orbit_index': 7, 'sub_char_orbit_label': 'g', 'sub_conrey_index': 7, 'sub_conrey_indexes': [7, 19, 35, 39], 'sub_dim': 16, 'sub_label': '44.2.g', 'sub_level': 44, 'sub_mult': 6, 'weight': 2}
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id: 236731
{'char_orbit_index': 27, 'char_orbit_label': 'ba', 'conrey_index': 79, 'conrey_indexes': [79, 127, 271, 415], 'label': '528.2.ba', 'level': 528, 'sub_char_orbit_index': 10, 'sub_char_orbit_label': 'j', 'sub_conrey_index': 7, 'sub_conrey_indexes': [7, 19, 79, 127], 'sub_dim': 48, 'sub_label': '132.2.j', 'sub_level': 132, 'sub_mult': 3, 'weight': 2}
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id: 236732
{'char_orbit_index': 27, 'char_orbit_label': 'ba', 'conrey_index': 79, 'conrey_indexes': [79, 127, 271, 415], 'label': '528.2.ba', 'level': 528, 'sub_char_orbit_index': 17, 'sub_char_orbit_label': 'q', 'sub_conrey_index': 63, 'sub_conrey_indexes': [63, 79, 95, 127], 'sub_dim': 24, 'sub_label': '176.2.q', 'sub_level': 176, 'sub_mult': 2, 'weight': 2}
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id: 236734
{'char_orbit_index': 27, 'char_orbit_label': 'ba', 'conrey_index': 79, 'conrey_indexes': [79, 127, 271, 415], 'label': '528.2.ba', 'level': 528, 'sub_char_orbit_index': 27, 'sub_char_orbit_label': 'ba', 'sub_conrey_index': 79, 'sub_conrey_indexes': [79, 127, 271, 415], 'sub_dim': 48, 'sub_label': '528.2.ba', 'sub_level': 528, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 27, 'label': '528.2.ba', 'level': 528, 'portrait': 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07MpRw4bejrIT/2+nmuODekGXQ4M9/m0MmQwycNR85ocoZMdXJOLCsGgxF5miGEJGo0OWdjyM4NIxoxGCM4s2Q4f7OhGeecWQ45MquIFIQhjAaSC7dn9EYpUSAJlebIbMTJ5ZBmZLhw64C5hQBtoBlLdmxMOW/LCq3mCCEgSSXL/RanF2PWtSV5FnPkdMihk4LDpzJOLSeEzRFXnt/jJ16rGQ1nOHiiw9HTilOzOSfnU47NGfbNGa66eI5fffsCW6anOHRyhtPzTc4shMwtCRbcflzo5swtaWb70qzfdo7+rlfsvu9f/tDufxe3L9gP2WEhvv0Lvr7tAf6eD34anaY72us2vPfQkZNv3tb8KN/3ill63U3MLXWYX2oyvxQztxywsEJ5cOaWck4vw8FZwaYNi/yHH1nguouaHD21jiOn2pyaDzg5Zzg9n3FsNufYYs7G9T2+84Y+F2xVtOOYUDaYW4qZXVDMLsFgBGlmCJSh1ciZnsjIDBw5Dc0woREHBDKn04SVQUy7OUIArVizsByz2JW0m4KFFcF8N6cVGwzQbiiWhoLp5ohAKprNhCiQHD4ZkumAdR1BOxYoBVkm6A8Fs0v2ZJpbSQnDIY1WxvnbR7zuupTNU21Ozk5x9HTEyTk4NZ9xZiHjyCwcXDBce9kc/+kdC2yenuLwyRl7lSjBrVlcSVlcyVjoGua6gmMrit7KMv/yHQP+/U9+Bxnn/fXS0vLPhYE6umXXW59viDzn7dtWg58+PctEpzV14PCJf/bf/+jz1z781Ufe/OBTs2zZHHDR+YIbLlgmzRR5Lsm1JNdgTIDRCmMAA0LkSGE4ODfNr31E8ivvmOXqnSlT7RkmWhO0GzGTrZDpjmTzouTI7BQfv7WFikZccu6Qc7bkdHsDztmQ8dqX5ozSAIHmaw/HLPRiWvmI43OK5W6DTdtj5vtwehYuOkey/5Rh97aQqVbC8UXF5qmMXEvmuk3muprNMykLy4qJluL8rX0Onoi5+NyM47OGpZUmF27POWdzwpG5nInOiOVuym2PNABJkmpecsWA684xzPdCLtiacNE5kkg0GQzX8/AzMWcWJLMLOXNLGSfmNQdnBd1syAsvWeKX39Zj48QMh45PcWaxwdxSyPyyYHFFs9RNWe7lLPcNS33BmYFisZdy02WLfP/LFuie/gwLvQvfnMudZsv53/3gaDh4f5b2l9oT659vyKx5+7Zk8C9++XaajTieW1j6nQce3vOjDz9xWB04vsJSHnO6p7nmvNO8+6fPcMX5LU7NT7Ow3GZhucHCSsjCcsBiFxaXc8tCKxlzK3BkQdCeHPCCi5Z4y0tHXLi1Sa8/yfHZFrOLIfPLksUVw9yS5sySpjfM6Saa4Shj49SIi8/VGCOIAsPe4zFZ3mTnJsmFO3Kmp4acWUx46mCbq3bB1MQidz42zcaphKm2YL4bcuH2hCTJeGD/JEmas3uLZrEvmOkMWT8ZcOcTKVOtFlfsynnqcMqZhZB1nZgLtxvO3ZKgSdh3XBGGBozhkvNS1k8I+oOY/jCiNwg4vRAwtyRYXMlZXMmZW845Oi9YTjN2nbPCm29c5NoLFVPNSY6fmWCuuPItW+Ze6qYsdXOWuob5HpzqSU4t51x34Sn+r5+eY/f2DvPLkywuBwyzjcj4/Hxm4yV/HDenfiZLR6PLrrzx+YbOqtu3FcDnZs8QBEH4+S98IZycWvc7t99x7w8/s/dYMMokvaFgaSA43Vec7ma8YNcp/stPzXPV+S1OL0yzsNxicSVmYSVicSVgsStYXslZ7GYsdTMWVwzHlwSne5rJiT7XXbTCD9yccdG2Bv1hm9nFJgsrESs9yUpf0BtUkiTJBFpDGBiaDdiyTrNtwxDUiKePZjy5P6Khmtx8TUoYLfPQ0x22bFA89GzO9g2K/ihnopkzu6i5crdgdlHTboQMhoLtmzMefLrBtg3w4L4RkWhy01UQNfo8cTDnmUNNJBFb1ym2zkCzAWEgyLUgzSDNYDCE3lDT7WtW+pqFHpxZNqykORee1+X7v2OJ63ZrppstFpYnODnXYn45YmFZsdiFpZWcpW7Gci9nqWdYcOA+vay57qLT/F8/dYZLz20ytzjFYrfFSi9muRuw1BOEze3Zzguu/dOjx8/8zC23vDbNsizdsGHj8w2l8vZtA/DlpUUmJqeCI4cP/Oqtt976o3ue3b9hYakfD4baJmiGmu4AlgaSMwPJqW7Kteed4d0/M8/Vu2LOlCBvsNSNWOoGLHUFS11jL7ndjKVezmIPTi/Dwsgg1JDvvnGZS3dkXLfbMNVusNxrkGUhWa5IM0muBWDQxhCHGROdPo/slwxHKbc+2EGkDXZti7jxqh6JXuQr985w5a6I2e4Kx062ecHFKc8cDkiN4eAJwz9545ADxzWp7vDMUc0LdwsOn+kzvzjFlRemfPXBAemozUsuD9m1I8GIFb78kGA0FDy2L6bTDGkFwsowQGtIckOaG0Yalvuaqckh11w84PJzhrzxJTmKFt1emzOLLRZW7L5ZXJEsdw1LvYyVngX3cs8w35ec7klmVzKuv+g0//WfznLxjgZzS9Msd5ss9xqs9EK6g4BuX9IdCJI8Hm3cfN7szTe/4o937dr1H5aWlrLp6ennG1LAtwnAv/zZ3+P44Uca17/s7f/2wIGDv/LII4+Jbj9nmGgGw5z+UNMbanpDw8oAlgeC2YHkVC/jugvP8F9+apYrz49YWp5ifqnNUrfBci9iqRew3FUs9wQrfc1KL6Pbz+kONMt9w0JfsDgw9JKMi88fMtnM0FnGG28ccNWunFGqCKRhlBo+9c0Wzx5vs2Vac/hERECT3dsUV15oaLR63Pd0n9OzHa65sMnMzBK3PRzxgp0Rc70ug36b6fWGh/dI3vHqIQ/uMWyciemNuiwuTXH5hX1ufxg2TUxwzcU9Ti0tcc/j07TCNlddABeeM0QFPfaf0myaSTh8IuXTd8YMUoWUkKSGqy8c8V0vHZGmAVNNuPw8QW/QYqXXZKkbs9QLWe4pVnqS5R6s9HO6vZyVfs5KX7M8gIWe4GRPstgf8aILz/Cff2qRK3Y2mF+aYLlnmXulHzlwK3oDQW8o6A00w8Rw+eVXmvN2nv+rO88796O7zj93PzB8vou4nneA3/Hl36bZiFoLi72fX1hY/tXZ+R6DkaQ/EgyGhsEwZzDyQa7pDWFlKJgdKE6uaK69YJ4f+I453nRjzkSjzeziBIsrTZZ7Mcu9kJW+YqUv6fahNzD0hzn9gbb3I0N/ZE+afmJIck0UGQIXfocKYmkwWhKHAesnFNs3Ss7bajh3y4BcrPDZexTP7J/gVddEvOSaRT7wmZypaIbXvLjPHY+lTDYm2bqlx9cfbPLdN+bc+kjOzvUx7Ykudz4S853Xh3Q6p/nAp2Z42WVNXnndCo8dGfKlu0NM1uLcTRE7twi2b9Ksn0qIoxRtcsIgRylbNhIF0IgEaRrQH0as9AP6w4DeUNEbSHoD6A0NvYGm18/pDeyJvjKApYFgtic4vWyYmFjhLTfN8gM3j7jsvCZzix2We026/ZjuIKTbD+gNKnAPRgZ7lc0YDHOiRke/8Q2vSS++6ILret3e49dcdcn/dwH+yB3vJorCRrc7+LfzC4u/vLg0kMMkpD+S9IeCQQHyUW6ZfKTdztR0h9AdCRaGkjMrkOQD3vHa03zvi/tce2FAnndYWG6z2G3Q7dtLam+g6A3d7x7CcGQYpppRYkgzTZYZcg25BgxIJQgDQSOETksy2RFsWafZvmnA1OQytz9muPW+iEhOcu2FEVdfvMKDB3o8vmeKV14TErcW+Nw3G7zuhpjpqTk+e8c0N18r+MQ9CZubLb7zJSt89m5DS01x8wuHPLi/y+PPTnLtrgbXXDwkiuf50gOKOx5pMdOK2bEuYPM6wWRb0mlBI4IwNChp92eeCzINaSZIU8EoNQxHMEgMw6EuiaI/siTRHcKZnmS2C6kYcuPFC7zhJSu845acUTLB3FKblX6Dbt8GsXaT1T504B6OLAkNRppuPyOK23pm/cZfm5iY/M3RaDR8/3995/OGsefVJux00iBL+79ssrmfl2Yk280YISwjCSRC2CYcIRRCCKTMUQKUBKkMQWAIlaYZCGb7LT785R18+b5lXnftIt994xJXnt9j3VSL+eUW3UFMfxDSHwUMRorhSDFKBKNUkmaQ5Yo8B23sWS8lhAHEoaHd1ExPpGzf2CczPZ49nvKJuyOe2j/BTLPJtRcF3PSCFb755DJfuWuSGy6K2bhuwOfvN+i8ycxEwvzKyJ40wOapHotzMUo0ePFVC3zpzgZHTzV5/Q19snyerz28njRv8MJLNvGGFy2zc+sydz4e8OjRJuZgzPZ1kpm2oNUQxJEgUMKB3KCN1eVZbk/aJDWM3Ek8TKCf2Kvf4kiw2AUZDLn64iXectMyr74mZf1Ek/mlaZa6TfrDiO6gALdiMJSOtQX9obEScpQxHGm7JYZMKxbmunK+y7+95uoN57z7P/3EQ+/9jX/+viB4fpLm/9sBbnrvY3FhA2GYvrO3+PTrFgenbgxkGrVbDeQwwxrYgQO3RAJSCKSQSIFNsyuBUjmhgkhBHGiagWFiqJhbmeGPv9zha492ueGyZX70NUtcsmOZ9VMN0qzBYBTTHUQMhgGjVJFlkjSXaC3QRlhwC0Mc57TjjDhKkWrImeURn75PcvhUxIGj05i0we7tIZecp3jBxSuI8AwP753gnHUNLj/fsG56ifnlBtvWKZCaz90TEyNpxobvetGAD38u5+RszIaNirnuiCf2x2zbMM21F8xyx6PL3PXkJMNRxMXnreOa8/pccd4Ke08scfi04a4nWhw40iIWkjiQtGNoeExuDOTakOWQ5JBkgt5IsDIULCeQ6gyhhly5a4Ufu2WFGy7V7NgY0h/McGahZRl7GNEfWIkzGNnadHtFxTL3KGeU5A7YFtwDd7VIdMDsXD/uPXTgJ37xtz691Oq01K/9/pffe/LkHO//pR/8hwvw//LBj0Hrrajue3+W4eO/RnK6EwcBptFAiAQwCGEQAqRQSGGQ0gZSUgmUUgRKEgQ5gRKEgSYKNHEIjcjQjHKmGpKVUcjC0gx/9Y1JvvnkgKn2gLe/epldm5bI0oALtxsu3qkYjqxbkmuJMVatKZkTRxn7jsPBM4JBpvmzr7RY6k0x7Eesayq2zgScuyXg/G2Cyy9YJpfz/N6nO/SWJ7nhkoBdO7o8ejBnZbnBjl3QbmasJA3iSIIxRGHI0hCOnZZcdF7MpbuG7Hk24fF9TW64fIZ/9Po5/vBzXe7b06E3CJhf7nD+tgaXbR/wkku6fNeLuiwP5vnIV5r004ijp0MeOxgRBZYIADRWamVakyWwZVPCpRf30XnKri0jfugVIyZbAZunI5K0ybHTDfqDiMEopD8MHKgVg5F0GwwTY2XdKGeY5IwSbZ8ndhskMEgF/VQw0AHHjy3z6J/dPnXFrg2//qobz8/f/0vz7xst/AnxzI/8wwP4f/rA57nm5a9W//zXP/KPJsVd737ry56ILz4nBtrgIm0h8ABukCJASlBSopSw4FaCIFAEgSQMcqIwJ0oM8UjTCA3tVDPRgJmmoJdIVgYdjix3eNeH1kGeIsm4/KI+F5+TMEoERucYY2WRlAIpJVEc8fj+iH1HGjSjkHYgWd8W7Noq2TgTsHWD5NwtmovOXSRlnv/+qQ5HDk9y3e6QC3ZoZLDCrQ/GTLdC1k3B9MSQdrOBwvrXK4OI+Z5mftmw1G3z6muXefTZhP3HA9ZNNnjhpVP8ozcs8N8/CQ/ua9MbGpZ6AafmJ9iyrsmGmRFbJwf84g8NaDVWeOao5rEDijg2SKWRwuksYzAakkRw8TkZV+/OESYgTSMw0wyTmJOzIf1RyGAUMBwpholl7GEiGI4kg0QwHMEw0YwSzWhk74eJtho/KbYK3L1UsJgIupkmH/QZLj/cufmSE+/+je4VaT/9rt8fzv5Z3tjwQ/9wAP4bH/wil5y/Jfz8Jz/1Yw88fvC377rnTPjIk1O862dW2L29h5TGsbVBCo2SBiVDlDQEKiBQxgJa2SRHFNptFApGiSQONaMop5kYqzkza+1NpZokg1EqGGaSUR6TZg32Hezw5F5Dbmz1IYASVu6EShAH0Inhko3QacJUWzLdUaybCtgwDeduGbF1wxIjs8D7PjHJ/gNTXHN+wM5tkl07Frl//4ijp6Z5yW7J9IQmCgY0ZIgyWF9dA3rIwkqDE7MBN1ze5NLzV3hsT8z6SUmr0eGq3Tk/86ZF3vdJzZPHOyz3NMsritnFgPVTHWYmm0x1MiZaGdOthNdelxKHKaHKUEojpf1exgi0liSZYmFBkWUBSaZIUsUodfeJtFsqbXNIKhglgmECo8RYYDvGHqWGJLWSZJQ6Vk9h6MDdTSSLKXTTHAYDrjxngXf9zByvuuJE3JsNfluHH9d5dPUfrZz8aDqx5fv+/gP8/X/0BbZuaAdPPLX/Jx95/OBv3fPEsZCJaT57b4hUkl//J0tcsq1LIDVSaBtISm03FaICQ6AUQaAIA0OYSKLAA3ikSNzBSVNDkmmSVJNmNsgqsn1Zbtwl26C1DSaLZIlwgWsgrd0WhxDHklZD0m4oJjuS6QnYOJ1z7pY+E51F/uqOlDufnGFpboLLz1GctzXggh0jhFriY7dPsLGlmJmUrJ8accfjkuOnFRdtgTQXnL8x56VXjtizb4r5ZcHCcoe3vnyFB/YMOXBC0m5IonCSy3bBf/yROe54asCnb1vPXBfO3ZizuBIw1VFMdmI6zYh2s0kj1jSinDDQlhCkAWEskQNa26tHriVZJshySZoJkkyQppIkFYwyy/ZJBqPEBqhJqkkSzSizgap9zTBMHcDTgrklK6lgOYXBKIOkxxXnLPKf/8k833mdptefZDTcF5qo/X7VbCsRnvP7pw99Ktt03nf//Qa40Kk4cPjUP3340b2/8fTTh8PpVkA3C0gQfPYeySBRfM+NK/zwLV0mOxmq3ySQGhXkBEoTBDlhEBAmAVEgiULFKLSATiJhD0wqSFJFkkGaVpZflmuy3JTgznODcaxtTKmMUFKgpCAIBFEgiCNJM5a0moKJlmGqk7NhKmHjTBfkIn/xdcWHv7SO9Y0GV5wrOGdLyDlbNOduXuLzD2kWFptctUMyNSGZnkg4dCZkpR+gFOS5pNNUbN2UcddjmqUVzan5mMt2tXjZ1ct87Z6Y6TbEcYRSk1y+C37yNWcI5Rk+ccc0Tx9vsHklZf1kxmRb0WlKWk1FMw6Io4A4tB5+IEFKU35HjD2ptRHkOWRakGf2hMtySwIFQaSZJk21IwtD6q6KBbhHKQzdlXHgJMlKJuhmkAyHTIZd3v6mOb73xj4vvwq6vQ7DUUySRgxWDoaq0Xx3c1KFQsbvc+ff30+A/8GHP4vW+ufufGzPrz6z92h7uiEZ5AYlBCsiYiQkX3kw4J4nG8x153nnW/usm8roDTKCYUyocsI0JApCoiAnCgOiVBNHkiRRJJkgcexTslEmyDJlD1purPWnDbk2FWt7zC0E1mZT2CtDBM0IWg1Np2UH+2yYGrJp3SJ370n4g8+32XdkknMmQ3ZtFmzfFLF9k+CC7T1EuMhXH5xmOlasm5RMtQ1TnQETHU0UWttTaxglAUvdlJV+znJPMbsU0u13ePU1p/nCPX32nezQjFMCFSHEJLu2SX74FfPccMkpPvi5Se5/cpptXcmmiZSJlqDdsCdkHEviUBIGzjpUAimqE9kYJ1lM5ffnuSZ3qf6sJIYC6BbQ9ipoGDlQjzIrSQaZYCW1wB4mGXo4ZKKxwjvfOs+//oE+zShmuddklMSM0ogkCUjSkFH/ULs/VL8+teEadeCpz77n/Etf//cP4MsrXaIw/Gcf+KNP/OqRw8cmWxGkOcjMoAQEQtAVIX2pWEkC/ttHQx54Zom3vbLLLdetMDOZ0Bs0iNKIKIyIo5BREpCktvsliRRJJkkzSZq6+9wBPHcslQtyTWkBGiMsto0NYoV00kTZQqoo1DQiTauR0W5kTHZGbJzpsjLo8V8/FnDrw+vorrTZtV5wzkbBtg0W3OdtGdJpLfDhr0YcP9nm0i2C6Y5ieiJHmxHdgSCQFmzaWBafbGVIlbHYC1lagdMLTXaf0+SHX73EX3w14siZkDBIUTLEmA5prrh8xwL/4R0rfO3RHh/81HpOHmuxZRKmmzntOKcZV/FJGEgC5QJnl0+wX7060e2JDzrXZO4KZ4FuySHLIckswJNMMModa2fQy6QFdqrJkxGTjS6vfcUiP/jKHjddqZGixcJyg1Eak6ShBXYSkGQBSSLpDU5PJtm+V19/7aH33P7F93Pzd/6zvz8A/9V3/Rb/5t//ijz//MuuefypfZOhMkgpUJmxPrYAJQ2hFIRS0JMNVpKAz97T4I6H2rzq2mV+4FV9bnpBwlQnJklihknEKAxJ0oA0C50kUWSZcuCWZLkgyyR5XuhN4fS2QI8xt/XTNUpBqDRhaDVsu5HSbiZ0WgOU6vKNJwwfv3OC2x5cz+a24rItsHlGsnl9xNaNkm0bEnZtX+TBfUM+dcdG1kWKdROSibZkw/SQZ48Z7ngoRhp7MuW5QKC4+ZqUOx5LmF1qsNLLmVsM2Lahw5te2uOR/cs89vR6WlGGUgII0XmL0UixbVPMD960yJapU3ziziZ3PTrN8ZUGM7FgomFoR5pGBFGQEyiXM3Df189bm0KyaOuZF4yeOWBnOaTaEkaawyizjN3PBL0MBqlGZwnroh43v3SJH3zVMq+4NqMVRIxSW7cySiKSLCBNA0apvU9SZa+6GfRPn3jNrXec959FuPFXvvq5/56/6rv+6bc3wN00qcbs7Ny5/89v/+Hbnnpqz08uL/VoxpLUgVsKm5CQGQQCQgmxFHRlyCBTLGQRH/9mi1sf6XH9JV3e+ZYeV+5KmJ4MyPOIwTBilIakqQV5livS3CZscq3IM0GmrXOgjUDrqvLOlOC2jk2gNKHSRGFOq5nSjEcEasQwG/LEYc3vfGaKh/dNE+Qxu9cZNk0Z1k8pNs5EbF4n2bohZefWLqeXVviTr7QxaYMtGwWTnYDJtmGilTDIc7RRRFIgpGNwrVCBItOa7lCz0s9Z6gacnGtyyUSHt796id880+TAmRZBkFppYwIy3WCUSrr9iJde0uXFlyzz2MGj/M6nJ9hzpMPsQpNYSpqhoBMbGoHtPgqV2/dy/HhRBtxaQ+ZcHivvIMkFibbAHubQTw2jJCMwCesne1x1YZd//dYlrr0oo9MKSUYdVvoxSRKSZJa100yVV1372F1tM0mSjML+aPbfNTtkItj0G5/5+O8N3/C9P/3tC/BnntlLp9O6+Ok9e+9ZWJgLR8O+aMSKLDcu1e4Y3N0HEoIMImmIlWCgBL0gZhiGLCQNvviAHYD5nS9e5k3fMeDy83qcs37AZDsgyULXIR8wSgLSTJFpSZ4rB2yJ1mAQVRjjwB2F2jJckBMGKaFKOLmYsfeE5puPBzxycIJ7n5wiS5tsmTBs7BhmJgTrJhXrpkI2zki2rM/YtmHA9NQCH/sC3P3EFFdtE0xPCCbakk5L02mN6OYJUagIMisVjLEOBiNJf5iz4gqglnuGhZWAMwsT3Hhpj+980QJ/+JmY9rxEidQCUgekWcQolfSHIeunGly3u8sH3tnj3qdXeORgyD2PdTi60GDPXJNYSZrKyqMoMMShQeGI3O2WgslzY+Vcqi1zJzkMEitVUpNhspRONGT3lgGXntfne1/Z4zU3pHSikOGwQ3c5IskKxi6ArUizwII5U5WUzKS7MkiSQV/0hwu/0mjLPIpn3v2xP/9A/60/+FPffgA/dfIkmzZvbnzjG9/83i9+6SthMurLZiMgzY3NREqDymzNhMotiwe5sfo3hzCDhjI0c3cpVDGjKGQ5a/IXt0/w5YcG7Fg34PUv7bJ5OuO8zSOuu7iPQLFuRhIoSZ4HaC0xRjrmLq7LRfJIY4RtChiMNDLIuOvpgP0nJV+8r8XeEx2WlppEIrRsPaOZbFkffKoTsG4qYN2UYNNMxpb1A7ZuXOTuJ6002TYZsL4DE+2AiZZgsp0hZcJThxXLfcX2thtua2CUSjatE1x87ohvzBqWB4buwLL43FLMqfkp3vLSMzx5aJ77H99AqAyIFGMgy61EGyaKwTBguRcx3Wnz8it7vPKaPvOvnmXfCfjC/Q32n4h5YE8LEQbMDgOG8wopJEIIp8mFA7lxIDfkRmNy62LNTIyYFCnXXjrgvE1Dts6kvOElCZtnBDMTisFwkoWlyII4dxIkC5xsLDa5xiacnBSkecBKv0cjCf/DDS+9Xl7zghf/5twtbxquX7/p2wvgURwH+/bv/6UDB/f//waDnmzEIVmmHbgFShi7SafHJQSugTfMbVlqlEOUGZpK0NaCYS4YBiGjMGR52OSxwxmPHlqH0Ck7Ng65ZueAyXbOTdcP2bouJU8zjHYHzlTSBKdBpTIkGu59rMmTB1pEDclD+1ucmG/SCAImIsm5M4aphmaiYeg0JRMtyWQnYGoiYN0kbJjO2DQzZMemFXIW+fCtU8zPT3DFDs1kx/ZYdlqaiVaKMSn3PRkxvxBywYzNLhoDo5Fk45TkRZcN+MbDOd2BpNfPWOkpFrshp+fbXLZrwDteucx9Tzc5OD+BEhpIXY1J6BI0gv5I0huELPViJlodpieGXHfhgBsvG3JyfsjjB1doNHMePxBw32MxuZEIKSjrtEsb0YDRoDV5Zti8PuOm64dMNzVX7tRs3yDI8gCtW4zSkLlFe/W0jSFOKjq2LuKios4nc2ydZjZOsk6XA3kOuQ5YXFqRBw8c+Hfr128JpqfX/Ucg+7YB+H333MFXvvyFaKXbfduePc9GUSjJtUEKSZbbLGUmQCqQudXfShoCKQi0vQyGuSHNbTYx1dDIDa1ckGqrBUeRIMlDEh2SasPx5QmO3KeRKueLD6e0ggxttD1Ixnari+IICmk3KdFCsdwLyZKAOJB0GoYL1kE7MnSijGYM7Yag1VB0moqJVlAmetZNZWycHrJ5fZdML/LujzZ5eO86zllvmGoLB25Bu5nTbiS0W0MazSahC/SEkwW5FiRZyGAwZGmomY5trXZ3oFnuKhZbEUdOTXL1+SN+4QdO818+GnB0qQkiR5sMrSHNA5JMutoRRW8Y0BuELHdjmo0WTRcs33xlQhglXHdhzltfNiwTaULosjSi0HAFOeTaWo1THYWSEcNhwNxS4CouLZizTJFpG/tkeXFfANo+LoL+AtTWc5c2iM2EC2YFWWaD2scefSxaXO6/rdVqv+sb3/hGdtNNNz3/AH/80QcRUsRbNm/4nWefefKcIAAplfVXXTCXS3uvtHHAtpG6tfIMgbJfNtRFBG+sbaWN3QEuyk+1DSAzDUksyduSTAekWcxcYjPgxlR5AyFseWog7BUjdNnKzW1Dc9oQB5qG06aNUNCM7daKFa1mQKelmGgLpjua6U7G+qkRG2d6bNs0z+9/TvOJ2zayaTJgfUcz2bInQ7uJBXgz4eSCZu/xmGZk4w9XHkKuBcNRwIVbMzavG9HtxbahY5Cz0lcs9QI6yw0mWlP8wMvPsPfYKf7oM9udZajROnOedcAoKepHJP2hotUIaMYhzcgWjUVRThRmxGFOI8oJRI6Suc0aC4OQuuaTF1e/PJfMLdiJBVoX98KBXJJpiXYgzvMC0A7UJZAdU2ufsStg5y6YzUug5+zbd+Ccl7/85t9ptto/fd9994+uv/665w/gS0sLTE5Ot+6582vve/rJh3/E6EQ0QneGCmmDSmnIpEFKTa5t1jCXBqU0eQ4qh6CwqpxvXZR65mMWVvm8sLdcZs6YAtz1z1eU10pRnFjW846kIQxcXUsAcShpRIJGbBMmzUZAuymYaMFkO2eqkzE9kbBhusfWDQs8emDIn96+jXYjZvOEZrIlaLcUraag3XQ+enPEw4cED+5psHPa/n3hKFwb6I8CXnixYff2Ifc+Nkk/gcEwpzfQrPQkS62Q2cUmjXiK779pnvufmuXxg5uxp6wm1zmZNi4ZY+tJBiNJqyFoxopmrInD0AFcEwaaUNnssFLaSUVTMbm334qEkE0KidKN0i7Vn2vPis2lc16Ea7iw75XPC/CO5SYKK7IgudxlnLPRMLj3vgd+5Prrr9evueVVP7u4uNj/X+nv/F8C+OL8abrLC//q6JG9P764cIooDMhzSt2d56Jkb60EWa7JpSFXApULcmUItP1y1re2dSJ5Tg3U2mUhc6+OpExWFBagD253wGxFov08SoBSNmsZuE6dKIAoFMShIo4EjUjRaEjaDUGnZZho5Uy2M6Y6Ceum+mxZt8gjB/r86w9u4tjJKS5Yp5lqQacpaTcV7Qa0GjmtRkYYjhgkhkAGxIpS8xYSJc0keR7SiTKGuaY3krZ9bmg1+XJX0YxjGlGHczen/Nd/usQvfFDw6N5NYCS5zslzTZalJKlmlAQMR5LhSNKMIY4kjcgQRYooMESBBXkQmBLgyhW5VVLFAzmAyx+YAuBGlDUtVW0LJcjtcROl1VgSVgFwXYG6fFwc/9zY76MNR44cF53OMz9+wa5d+5Mk+fX/FYz+TwP8/rs+Q3f52PbDB/e+cHnhGI1YorUhkwKlLagyCUoLpLRfXEoL6jzXaCUcsA25MmXCwWbXRJVl87xa41jbuFoSUzyuY7sCuLTNEsqdcIG0iQ/L3tJVJkoHBmklSsPQbmg6rZyJVspkO2FmcsCmdUs8tK/Pv/sf69h/bIad04bpFk5zK9pNSbtpaMU5nWbCcj/jk3c2MXlA5BJdQlTec5pJlAh4441d7ngyYWXYcC1gOf2BojuQtHoBzSgmjibYtTnjN/7RPL/4h5KH9my0nr/Ora2X5W68hWSUKoYj+53iWBCHgjg07vvaoD5QBqWcbBQgXM2KoA70ismLFD8em1trsQR8SUoVqMvnxXtrAFu7+0wbdF6UVAj27j/Mxz/1hRdeeskl2//8o5869oPf9z9XlPU/BfCVlTk6nXXb9jxxx3t7K6fflGXLxFFoA0r35aQoMndOlmjIpAOukuRal1+uALfxakZ07d7u0MLOqhwSU7ENVTq6yFQKD+BKVvUZYWBT2WEoLQAiQSO2I9aasabTzGk7cE93BmyYXrbg/oMZnji4gZ3rJOvbOZNNWzjVbipaHnu3mglGJJxamEAKu8yJrGURLaNpE7J52hDojF4mGCSGwcg2Q3f7kmasaEQhUdggCCa5/NyM3/jJ0/y7P4AH92wgN4o012Re3UiSaEaxohFJosR+vyiU7qQuCrEswO1+MW5f+SD3P+sY0HGViYXpYopyCDxmL56PXY29uqBiK0BdA7wWrMwvIdTJN1155eX5D7z1jf/ilWdmj2/a+LdfJe5/CuDLCycY9ZcuGvTm3jIazNKMAnKtnSwBLSFT7ssp95q2EqHYAblLxFRnrQNzsTmWLoBufObGL5oytSMiSt0tnHEiqmpBJQmCAuCCKLSlsY3Y0Iw1zTin1chpNzMmWiMm2xbcD+4d8m9/f5rHD21gx7RiQ1sz2RS0W5JWQ9FqStoN+ztajYw4SLj3WTg5H9GObB5ACGvNlZd7LekPA7bMCC6/oMc9T3boj4p2MO2CTkUjUkRh5DT0FJedm/Ob//g0v/ABw4N7NpIZx+S5Ic1t/XuSGpJIEkXS1abI8ooVBE6mSUqQFwAvCrPKvSk86VfIQqzbUhyT3AgHdEpga/+5q+SsgF0d59XApnwMAceOz3Li5Oxb9jxz4H0r3d7x/y0Mfnj/fQRBsO308ad+49jB+wgDN7I4x7K3tF9M5fZxpi3gc2Plin8p0xq0EnVwu8dlWWsBcOzeLRml4hjHOh57O59XSSuLlKIsh7VNExCFxtZ9R7bAqhnnNBu2FqXTHNFpD1g3ucJDe4f8699dx9NHNrJ1KmBjSzPZhHbTVvFV7K1pNXKacUoUjnhif8DsbJPzN1HVgrhzUjsnZTAKuGCH4PJdfW57VNNPJIPEJqEGQ01vYKsDozAgDCIC1UJKzWU7Fvlv/+Q0//J3DA8+s5FUB6zPtQV4Cklsa7fjWFuAu6uVLcASbnN1KrKScqIAuwP3+K0glQLohWwcT/lr42KlWuxUgbp6XMVVhVzVXtyV5fDV2+4lCKLfuPyyC9/yta/fe/wVL//brQz3twL4icP38N7/9Ap++Kc/uHVh7vC1ebpIHIXWEpSiPANzLdDSajOlDXnJ3AbtsXhxtltXpGA3aoxt0+0Vc2M8K9AdCf+yKoVwQS5VQkm5LYBQGaLAEIaGRqSJQwvuRpzRKgut+sxMdnlo74h/9XvrePqotQM3tGwCqN1wJaoNZV2XWLuGg4xGlCLViF4SIlVAqAxK4Vi8AkieF00HIe0oBTK6SWxbxRLNMMnpDyVxpFygGBIGGqVaSGnYvc3wf//T0/zL92seeGYTaR66BmNDkhtGoaGReRo81ITKnuRF65+S0uYm3H4qQO7vzzKtPxbMV3LFk466qLUvQFyA3bjhqNXjv/keDJJTZ5a4677Hrp1bWNn6zp95+/Ev33Yft3zH9f/vADwdLfJzv/T5qe7KyT9PeoeiRmyjeSklSheuiSh1lK/Jcv/SlftBY6GvqYHb19p+VrJkbpfJKQ5GsZWuSbG5y3CgDGHoAB5qolATRznNKKcRZTQbKa3GiMnOgMnOCvfvyfjZ921kz9ENbOyEbGhqJhuGjmPuVkPRaiiaDWO3WNOMM5qNhEOnNH/ylQ5xA0LPqSg+tjGVxdbtR/zwLcv86e19zsw1GBRtYCPNIMqJh7Iqfw1Cz94zXLQdfuufz/Jzv51z11MbGWQNNuSCJNe0QhilhkZkiIOihNZewYJAO4AL28ztrnQFOVg5VYBcgDBgKkovCMaXjboM/I13BV59ZS7uKzz4BkOFj7y4kqN48pmj0eWXXfKx4ydPf8/Wzesf82HwdwrwwdKjoptlNwz6yxvDMEdqKzsKD7sAegVqU0XcurCacCw+5pAUoNbCetq60tolc3ufpdjdfmBU1LwUAa4Ft6t3CbRteQu0A7hNfDSijEac0GwkTHX6DNMeX7gf3vVnm9lzdD3rO4EFd7MCd7OhaDSUSwzZwLQRZcRRRhwlaDL6oyaTkSCQxjJjGQIXJ7P1lNMsoNNWBGLEMNMMUlE28sYjzTDSDEJFFEqiQBGoAKUid9IYdm0R/OZPLfHf/jznjqfWc7zbYZgrJkNDJ9IkuSEODHFmiILCIjWeDhcVgzunp7j3pd/4rTomnqNVxksV6P3a8+qYG0+zV7NcfND7pJhkcOf9T++86oqL/vjM3PL1/C3S+N8ywFcW92J0+rqje/7y97Pk5FQUhORaOxkinEQx6FygjawaDQrAG1MBXBesLapg0nNK/Ih9FXN7AC8PgqxKcQt5opxTUNhiofOBo8CCO3aAbEQJrcaI9VM9ZpcH/Oaftvjjr24kMZNs7Cg2NDVTTcNEmcK3vZqt2M44acZ2XEUjtidKGIy49aGQXIeWLV3tjZDV96haxyRprpAi5NUv6PK7n1lPNw2ZdCzeSOw0qoLBQ6Ucgzt2FQajBZecI/ngLyzzkVsH/OcPbeLkwjS9iYDpXDGRaZqhIU6N88NtDGL7NoXnpjhp5wNcODb3GcUHeUk+piKjmlTx6s6Nn8MwRdlLmbQrQF0LUN0VPjeCx58+yvv+8DObf/5n3vyaR5/c/7mrLtv1dwvwwfJejNE/q7P5rWFg0DpHauMYXKCMQOfSShQH5rxIDuSVh1rIksJiqqSI31ImzsrcPmsX5a8le7vSAJvEcAcx0LbuO9DlmIk4zIhKcA9oNvrc+pDmY9+Y4M9v3YgWE2zsCNY3nCxpQKshHKgljVjRcOzdiHR5JYjDlCAa8pUHptB5SKwoQVPq2qqmyaawc4WSAbdc2+cDn0joZ5Fl8dSUHe2DkbbaObCzYZSiZHC7fwTTk5Ifu2WFZnCSv/5Gn1sfXs/prEk/UkxmmlbomFxBFBgXl5iSxYsTR0nhJX9c7OC0YC3b6bFOweIF6Mddr4rF60k6aw0XGWmPxYsrnKme50ZwanZ56+N7jvyskvJzf6cM3lt8GiGDnzh94CPXCz1LGCi0AVUyuK1X0NKU5n+5GWGdEu2BvAwqCxYXNXfEGLEmsGsAL4CNcdG/y8wpU2bpauBWtiYjCnOiKCEOEzrNAVFjwEe+HPCuP97AocUZwrDBpiasizUTDW2zk7Edk9ZsWHA3HXs3IuMCVHtFaMYJCyuafhahAkUkdelS1DQ41dUtyxSjNCIOBkxN9lketRmm0k6NigxRYmvXrbWpquBQ2MW0cPUjWgumOpIfeEWXm184x2/80YgPfWkDC2mHQRzSTgWd0DZBxEqUIA+lS/x4V74yUBfevvZYfJzMfSKqH8c6g1fsXpen1XNRK8MoVEDuXKcjJ5f54u2PXf/vf/Z7f+L+R/b94XVXX/C/DvBsdILHP7uVc1/4wReL/NiGMMzKs087eWIZ2wN72UkjakxuXANClf6tah7qksQrda0B25Q72LKLNyTIBV+BtMNvgmILctuSFmREUUoUpDQbI+JowNOHc/76jiZ/8oX1HF+cpt0MmWkYpiNDp6FpxdB2BViNWNpUfixpRNY7b8Q2UI1Dy96d9pAv36HYd6BFs0ioFO6Eh5BCkuWuUClJAy7dBTdf3eWvbl9HtxnQyezwzFFiGAaaINSVzSeld+KYWmImyyVbJnv8hx/vsWtryl/dMcnjh6YYBk16eUA7ELSVIQ6KOTCuCE3Z/RmIKo4pTkwp6jbsKib3Ae6+YNEiWALcB/9YLdEqwBfSpAC6ezzKDE8cnNvwJ5+578Xv/je/8If7js5ywY7nTv78jQDX6SyXv27fP+6e/IsfVeYEcRS5KNixtpZoo8lziTICYyzQjd82ViveqSzB0iGh7pRQsPha4F41/aoCt52lYu8DV1gUBhlBkBOFCc04IYpG9NIRv/PRBh/83HpOz0+RqiaTbcW62DAR2eDMB7dlbOWKsYRjbwvuhqvaa8QpeZ7y5KGIfhozE7nLvyxAIWrfzQ80s0wxoQIuOy/hY8GIbhIwiATN1GnnVBMm2hVKSZQUCGWDeuEOodX2dp9nuWSiFfJz39fjba85zR98boUPfGI9C/0OgyCmGypagaCpIFbaAl0amytwn7kEeQlwU7cPx2i8Fiv5DL6KycXY89VgL9i7AHZmXAWpVjx9bJGLTy396EN7br/v2KnFD/4vMXjSe4SwdUWrd/y/XWFGj0VhkKKMsD2FRQml26mBqjJ0NQb3CnUo5UjB2MI706tipBo9eJfFCtx2kx572wIiWykXqNwN58wIg4xGIyEORiwPMu57TPD7n53iqw9NM9+foNGI2RDBZKTpRIZ2ZGjGVpaUzB0rW68SS+LISpNGWIE8CjNajYTTixmf/cYMIwKiwAN30VhUaPDycmz3YZorjAl5400rfODzfWaXWgwywSi1Vl+UQpjkZYImUMo1kcjqd9dOHNvd1GoqNs8M+Lm3DLl613E+8NlJHtk7wXyvzVDFhJGiEUiaEiJlbJWlKykuMpx1kHtAry5IjB+yUl4aUWduKntYe4AvHhcgzzzmTo1rfjaQGJtnufvBvdF7Pxxd8T/+09tbt9//bP/m63b/zwHcJEdJs4XvFAz+hTCnCMOIXKdIrdFGEBhJnku0ka5VrACz9FjaB7WvtyuQr2JsD9h2Pxob5IwDW2iEY27pgdtuGXGcEIUJS72MWx+SfOLrbT5/3xSzyx1Us8FEWzEVwkRkg7BWZGhGlHXhBbitNFFWmkSG2AE7jgo3JiUORzy6XzI3iIkDSSRtgkd5l/pCMtc62nPhOmACZpqCay/o8el7pulnIcNM0EgNUWL9+yCwwaYaOUtWgijsGZ8ptavuM4I0C2g1Qr7nZQNufsECX7yvy8e/3ubOxyY5022RBBH9SBFKSSQFsYRIOm0uKsu1YHEpxKp6lVUBaC0p531n7yQsAssi3a+Na3o2VnMXwM7c67oQ8EJz9MQZBv3Bv/jLLz1w2/LK4OP/UwxuzCywfkO29JHvZnQfgcowgDQSowtQK5SSnhyRTmsX0sRKFYOTLIia5qYG8NWUUFa2FcFkAfAieSKNLd6XGiVtIX8UWrkQhymzyxlffiDgc3d0+MTdkyystBFRg7gT0gkEU6EFdjM0NAtwR4JGLGx9eCRphHagTiOiZG8LcG3dmCAjClMa0YjP3xNzYrHJuo6wl/zShVgjMCslSqXD108FfNeLenzym6kFeCoYhRBndppUmGhr7XllCJZVPZBTEUnumrCL399ujHjbKwe87kULfPruHp+9o8Udj3Q4s9wiUxGDKLBj8qQglJJAWEYPJa7lULjjUGnzsVIg71hWmrwG8gLgeHapA3FmhAO5D2oDJneJkczek3H7XY9yzUU7vvvf/tTrvnHLsZXZndsn/nYAP3nqNDl6Z4v0R2dah8jSFnmao43EGFUBWku0e253rKzA7F6rsTd4NqAnS8aCSr/s1ZclwnWiyIK1pZ1nGIUZcSMlSzOOzRqePBzwJ1+Y4u4nO5w80yaPGwQdu4DTRADtIKcV2rnaDdfRYxm6ALetyLPgFiXA48gQh9oyd5gThbZ25YmDhqcPNRAyJFJ4GUfhgswK5qtA6BI+WR5w6XlDLj+/y57jTfqhpJXlFtwKksC44NlNrZISSZGUkfa3+5acIx5bFhCQZSGDJKQZj3j7q0fc8oIl7n6yy4e+0Oapw00OnWmS9WKyZsAoCBBCotxc9kBKW1MvbGd+KV1YU6ngH9KydoXVjK0p5EhR+mxT/ZTthzno3IIb91qmObn3ODPx4EfT9PT7yRdn/1YM/n//8Rf4uV//U8Jog1rf2c+Fmye4+aqcy89PXMpWYLTtzbOBprKd7Ea4e1lpbq8JuHitBDkVyMd3Tc3nLti7GNApLLCDIEepDKEyTi/ArXcEPH2oya13tzi50uDwmRYEMaoT0goUHWVoB4Zm4EAdGBohxJFwM8YrcMeRrQOJQ0kcQlRj75w41M52zGg2R+w/BYdONFEysPJE+pd2xrTyWIBVtoIFnL/VcNGWHk8cmKHfsiweBxBmhjB12VmlywykrR8pXBpZ7lNtKqloyyZcq1muSLOQOIlYP5HwvS8bccMly5zqLfOVu2L2HIr58oNtTs/HGBmSygCUIpES3EobRSpfIqriLB/o/jzEMZBXjG6cT17Qva42XPlpwdou6yOEBfwVu0a89NIel237HHL5YdVK5hktfJR4ZvW02jUBrg28/jWv33Tvw89+8IMfuUeEbOb8cxO2bUz58df3uXhHSrul2bE1JdQS4djcODbywV4yuCdPKAF+FnCXwUzF2koahGuYNSpHG83sLDx7TPGXt7V4aG/M4SNNuqOYfh5DECHbIQ0laAXQUpqGcqD2qwlDYZ87cMeuzDR2IC+Zu6hfCXPH3BbccZQiSVnuSxIT2VS41Hb4pah74D7DmqIsoWgDyyVpHiCMotNOgBGDNGQYCJqZcWWwLjmjtHVSytob6ZUCyApQ/t/IZQnwMHNjlNOQKIxYP5mwZX3K5TtGdJM+h44u88jeiL/4Wos9R2PmZyMyE5AphRaqbOC26Vl79lYN3mLsaBYPTPXMOD4vmBoP3Lp6rLRGmZwd21LarZxLzkn5se/qs21jxs4dOaF5SuTmig9Obbz51eiF098yg//rH/1O8VdfeWjX3OLggmGqGAQBjxyIeHRfzh0Pt1BSs3N7yve8bMh1F4944RUpubYuxFQTKBlc2qxlCWZRypOzXtiEdu1mRde3ZpQZFnsGQjhyXHL7/RErQ8UX7m6y93CDXh6RmRBUCEGEihWRkjSVoVWAWlmnIC7A7drVohDiwDY9xJEtT7XsLYgjiKNKxhQgL2pZCvfk+FzOx2+d4Mxyk+nJQrPW2dsjtTqLl/2NktEoZP2M4s2vGHLbw32OLbfoR5JWJohSSJQhyCBIcdKMSovjjYJAVqWtXqLEXinshN4sV4RBBfQwyAjDlE6Qcs2FGVdfMOL7bxnwzGHJF++OWRkpbru/wbFjEQSS+X7AMFUO0BJTXKLOZq9U1kp1luNJETTCGKaaOe1IkxvNC69MuO7iEd/zsiE7t2coAZ0IjFFkeWSrWNPuBUHc3BVOv+qMfz49J8DPLKw010+1P/T1B/a1TKNZnmHG5KxkIaB5ZG/Mo0+32LIhY/uWFJ0brrsk4btvGmKMneo60zHsPj+lEbvvUB5hydo3GzgmI8Fjzyr6I0kQSJ44GPKxrzYwQjLfDTlyNCYzCh2GGBVAGCJlgJSSWAoa0oFaapfQsDUYkUtTh2UvJuWs8QrchSwpGiKsLLHsrYkDx94OEHE44o7HFLc90UZEilgVo4s992SM2EoXyavNKTrTR6OQmy4f8tKruvzFbVP0s5hhBnFgi46CrPDXi4ytdpJBjun8gslFPaB1V4ssdOMeckWYB2RZRpKFBCorXSilMq7amXH17hE5mqOv67GwIjBC8NFbGzx+ICQIBIOR4vFnA5KRcjU3awDdBze2zj+OLT6mO7mtHNSGN718xAsvSdA5bN+cs3mDgcRKYq0lo0SVakFrAb3HW+HU93xI5ytXA/1vCeB3PXqIfYdOR/MLA1CNujaSDuxSY0LN8WXD8QV7aXngGcMHPpvbL5AZtq3PedV1I6baGl0aomfBtkOBlLDUk3zmrgYLPYWQVvKQByCUbQtqKJD2uRI26o8VNKQhlprI+bqhB+xQOWC7ZuMwFMSBsPeu6yVyVXu2jc1KkygylvEjx9rO9w6dPEmylCcPR6z0GsQdSSxdgVVpZ/p1hNWxLjzhMnegJZlWJGnI+mnJ5ecNiMOBrU3JBHFmA80gNV43jrb12+VJVIR8hRUrqyq+snwiL2vRs0CSh5Isz8mUQmVFDiErcwmBzJHKOlTnbso4f2uOkJoX7u5hjC1oW+oJPnNnxNJAuPmH4m+IPO1nmmprXv3ChK3rDblbf0wqiwVjJHkWkvY888KL8Qp3jnyZbLgvUnq45p9bBfBDJxZYWO7/+K994IsziVTOu1VjlxRPO0kNoTdwp/i5SHN80fChz7frpmgd1XWAFzJGSogFhBJTaL7y3kb2gcu6xcJY6eGSFJFb3SAs0tDKlF08RT207XIR3nIoFtyFNInCQqPb2Sl2lqF24xdyN6vcDus8PKf56v0tUBGRcvbgWIC52jj2s3vCZeykG6oTkOUht1w34s++0OepM226YUgzs4VSoSuSKv6GKC1TXTH4WFmAjYUK90LYS7vWpYMTZIqsWHBA5ahA2UUIpAW5XRIlJ0k0QmqUsAOXrIzUtCLN21+jEcq4nIWnt8E99798YVRAliqSoXQzJAU6FSWQrbSVlQPnxXS+YdGf/8bMxPZ//uPZ6Mz7g3jjcwP8Y198gFGSvv3IkdMTsbI7ylo5LuXuwF42/RrtgVd7wYQBZSCCs9O2B3Kn5UpEFNSEdMU/NikdSDvXJBKGsMy8WVYLi9pvV6ZaPA4Dym6WgsXDQBCGRc+icqtHOFkSWXBHoSFyXT9RmDvPO7d1LWGKlClPHZLsP9lEqKBMkJR1In7ZqfuqtXqMooMpr+pSstyy+HmbR1yys8+e0yMGWcggEDRyO8cxyExZ7y6dFq83DEt3CIR3tZBVc0FQ+O92CwJNlksHcEmQW4BLlbt7XS4rI52TVTpa0oJ6MNSVletALijqZEz9WJdE7hw1Z0BQmhF4pkQBajzQewA3hiw/NaEW73u7EOH7n5PB5xdX0NpEv/juj8koT5h0/ZaVV+lqBVyKXeMuHeDZPd4X8jtWzwrs4h9RzRDEdcO7x0VWLZQQCFsQVBQyBR7AlapAXm2iXLwqcPdFV30USgfyCtzVVnX+RF6ThA3GLMBTk3LXw03mF5sEE4qoSHOPp7jX+PY1kBvPTdGS4ShkZlrykqsHfOX+Ed2sySBXtLLqyhTkxk2s9RNfuhZo2j0vygtu1fCsy8Az04Iwl2XlpQW4q3uRiswNCpKiuK9yEL4RIGu5igLgVRba++a14+9P06oBv+a8+UV5Bd6q2iZjDKp7Qm4478eidLSchPHk2gAfDEYA724E5rpI5Chl2VtrXBbSgr2oDivqdDVelaD78NXj5+BtL1FQgFkV6WEHZCmMSzC4wKro1hEVwJUsRiHYg29rwUUN4LbhWLjO8nGAizWA7eRJoAlDuy68lScZUZASBQmnFjQP7m1iVOSyf/5qcWOFSeNBZqmT/fHFopz9Z/KAa3enrFvXZ2WuRT9r0lKC0GnxcpBpMZYajRDS3pd/SdYSa1X9h1v4NrCFcVrZ+1zZLVPSShRlrERxk8mK+2I1vKJ1zi+bKFi7Ko6rSM6PO1epVT8vUiQBi9e0B3YHbkpisE5UlAbX6Tx5N/AvzsrgjzxxAGDzk08fkkrkKGnrvo0QaK/xtyxgd6AfT8kWZ6Ie/xKi5OpqE8UUKldf4l4rQF126fhg93suhQV2CXTXLR66Qv6gZG8bUNqWLVluVo9T2YehJi4mQTn2DguQhzlhmBEEKVIm3P5QyJ2PdhCNgMgBvPS/y81r/1rF4BV7V564Tcr0BxEvuWLId7ygz59+JSHJY/q5pOEaiwMJKit8cNflk+lVSaVCrmiES64IqtJUOyRVB8JqciXIA4HK7ewapTUqlyW4VQHu8kTWZcmE9IZ5ijF5Up3oZ6e8ksk9sOMButhfjLG6jSkMK4sHZGdp/+bxy2UJ8Ln5JdbNTO7+zd/+6I7+oE+k7FEpRjaUbFP8QSpZ4gO5JkrGWNz3g31wl/XdZRmslwYWRdrbu/Q7qWI7WyqwV+MQitkf3hwQ101ezQepwF0GlUHVcV/O8/OYOwwyQmUZfJBn/N5n1pGImEAqoqIW3cuBVN/Rt+/qOrw4UHmRVnc2Xp4HSBPy02/o8smvDVnMG/TzBs0cwlwQ5KAy+zfTQqo4uSAYFwIekweOxQPXHB7YcQ1h4HprtW1jy3PjsqUGpaRzhjRSeeCW0vu7VVLOL2leC+jPdVstVaqrHeXj+utag06GdJf2n3fOxT94aTpaeSqMJ+oAj6KQPM9/Yn5h5aVLS13CMKjYeawhoRiW5leNua+wZu+kD/4yrCgKdnyglxVr1IEuivmC3qzB2iZq7F22YRUzQJw8CQLpQF50mXuyxAE79Ob4RaFl8TAsVoOw7B3GCU8dkJyYb4AKUVJY/b0Gc5fhhVh7f5hiPozT4Dq3S7HYkcQhW2ZSLtrR5759LdIgop8JGkrYYFNakEvX9ymzsQxwmSgHjGPysuDJ75F1f19py9wB5FKjclH2tubF38iLkW/SMndpiZo6g3v148WI5m8F4BWbO0Y3vmzxWdwnWjB5j+7i/o3AeULIp1Yx+P6DJ4njkOFw6Nqi/D9Y9dzpGqDrlWPPrbrrnfAlyKn3LFYdJKYGbn+IZpXBo5IsSpQsrlQ12KZc/tsB3DI4zwHuqkF5nL0DZYPLJEv5k8+3OTnbRMSFPPEHWnpZTOpXrbM1ARR6smBwrRVJFrB1g+Ad37XCE7/XoZfFDFXMILe1KUHx3TM8JhUusNNYV0qXR0bjiuAoAs6iMEs4v9xKlsCN17Pkocux17ZEV+M3mZTHqhyPYeoM7mnx8eP/NwPcD0Kr+M4Hu38yJMlAz596SOdZ5YmXAP/IX30FpSQHDh4lCuw0qOIPmDUAXb73rZ2UFcBrdpYP7noZpg+SGsBlNfdQeuytpHCsXc0hLDZVjGxT0s5GKQAeGDdKwmPu0HdMKpCHbj2fZpzw7DH42t0tUhGhpCKWFdhq4JZ1FjdeY2bdCaj3seauKyfLArQOeeWLR5zziT5PH2kyCkKb+JEuzsgYO6mMt58dyN0MDmM8+9BUs2eKgZe5hsCNAQlyN79QSdtcXpT/Fg3KwnhBJp6TU8kSn8mpfa5vBeSmpIZK7lbgruRKcQLkyCS9cPbEQ68wRn+pBvBHH3+Wq67Yzc/9u/fEWZbYVbmUGftlrP5jeAB/Lm2C+9JuiEzJauMypcbgPnuL1UzuAVuqarXiQn8XswhVwdxuqmwwBu6o3KxzUrG3dgmdCtxhkKKChEcPBJxejkGFdoEn18FfLJE47kuvFWRiqitjmfDRnhbPixUUAjZNjLhm14CnD4/QeURfxdYTL5JKnl1o0/bVIE0KkBdypcwGFtIIAvc4cPpcuRF8gbaSpDaoU3tXqXGg18BN6ZH7Zc++0bC2fUj1OWuAL35qNcgL6cUoZdBfif/wXe9k9uReNmy50AK83x/w6OPPvO1zX7rzZx9/4hmiUKzxi+tAB8O41bPaznfPRXUu+nUZ4wDwazcKDVsHtqhY0pcpBXvLSncrx9yhkuXYtkCNMXfo3YeGQLm13oPqvkpd26bl3jDnT74wxfwoRsSKQAgCqW3QK+sn5/j4M38/OaVsA/giOWyKmTKuHdCVtk62At7x2j6fvntIL2uQqpCBtCxe1aX4gaYX3LnA0xaJaJsZLO79aQaqkC12XopWDuzSSRhlyEW1gEGp+0XF3IVEqYJOscZnGZMqJVFXr9dhJc5OsB7QtVGk/YSJdet+9lf+YN/9WTr4SMnghw6foNGI2qfPzIY6z4ii8LmlydlYew32Xkt3+6D309lF8f64NBESlJubV5co/vgxX6YUulvWkj5h6Ea4FQAvHxdWYCFJtAN7TuASO2GQEcYJH/5czP1PtkBGCBXQUKYWXAo5fkWyX06MIbzmopT122MrKeRF+j7k+ksHvO0VXT742SY6iBjIiEaZ6PICcB9YPnCMBmPBXYT6422E2jg2lxAYN0TV5RWU9sFdLQlZMXhl6dZ0OFU8VR7/VXrcsJoWx24eo6/F5sYIsiyl250Ll5eOtfMsoQR4BQZZXt7Laa5rMfm3CHD/I9cu2e6F2ti1NSWKN5+jxt4Fc8s6g7uOcz/QHB+8WdPcviRRnucdOL9bWVswULZxeW5B89W7O8z1GhCHBEIQCVONhyj8aClWsfiax6xkbT/Y8y1DRa7tQqrTbckrX9znU3cOObUSk6iAfi7KJuFyv5S61wWbnmloSk0O2uiyRqX4HIHxxlwb4djbjtrLvQC/cLHqk7CqpFN1gtWdlLqrUo/J7AtnAZQ/FxFWx4EO/HYViar5BiA4dPgYW7dsPPfjn/ryG0+fPkMcKaSsWzDFrzbe5/hWspQWx2LVl6npUjG24Y0Q80b6Ft0r5Y4tRiOPyZNKplBn78AQ1Fjb3yx72zkq/sgJx+AqIwoSDp4W7DnYABOVtSdBEXyNB8esTmaVBwhWuyj+sKRy4SdRFmBpAi7dmbBz85BTC01Mblk8yqvygCKzWaXLRSkVqiNWyBQcqwsP6Ja9tQf0wI3ks+xdyEJDPnZSFaQjtHFXZmNPdHy5Mj7q2tQwUvok46RgfAHjsFj44sKxuBFoE7C8OMtgU++Nl1z5yi8uzp84HBgD/cHoojzXbzw9O0cjjspRDuWf9LNM38Jtlee7ir3x2p7ql/PxYTPVTqyYu5QmEmddjQWYY+C2I9xWgzso162pJElY3AdFXXROGCZAxh0Pt9lzqgmxrT2PZDX7ZLw9TXhf+Gwk7ku9UqLUpIoqZUoyDLlwU8KNL+hzz54W5BGZChhoSZyvdnF8HWyZUXhHsAD26qyglk6yuAJS7UCt3RVKe+RSZZmFJ1Mcm0uByCmZvTzhajgwa5Lh2Uiz2l9ruCuAMQEry/MYo9+Yp6PfEoLDQfnLi/4+5wTUDsJa8mScsceflyAXFeDXYm73fjl83YG6ALySxWfzgS1qj30fvAR3OZuwaPNag7UdYxfyJCjkSTF6IkgJVEocJzx0SPJnX+owSiJo+fJkLWAVfvRaboHbl6a6r4JMvMIrb0Uz15Q82Qx426sH3HZPnwf3RxgVMhQRA+GCzXyMLUtp4EdzVcaiCtx0OdpDK1leVYoTV0tK9taeFJPl8bFV077FWxxPhJNNiLo8ER6Te06L/1HPSgyryNfHp1tJwxI7QZqmJEmCzvMyUHuuW/FLPUv3uQHuszZjoPaZe00WF+WOFCXA3dB2UckRWQRaqgqKisHzBXOXAFdFZ7pjdDe7sJQkKkcFuetsyYiihCTL+eKdLR4/3IQwRAhVlca6FZxLB2P8u60B8hq4y/KHwsWoz5YpRz9oxWgUctm5Ka95SZ+njrQYZAlaBgy0IsqrUgblsaao/ekil2wqcBRmgmNsZTRGOrBLiVGVdVg4K9IIpLZ/Ky8tQ1EGmFIIhK5fRcbJrY4N7+pyNmDXKPzsN60FeZaTpyl5lhH8+V9+ijAIOXV6ligK6hnMtcnnrK/7Vxjhjuqa2ttnOC+gtCXgYizIFJU0ET5747E3tfsS3MX4ZA/kgTcnPAhyZwXq2n3F4DZzue8EfPaOFmlq2VtKYeWJqJfGFgsq+9+rsIhKoPnOlAfsuptx9mCz01C84WVDPn77gD3HLYuPpGSQOxbXxq5yl1dygdzJg7wQmg4tqv45AuW8eWU/j3TWoZICI63S0bKq/5HSgV1Y7S294+eDHSqwj5sLhdgQa8i5bzW1XwO4CTi4/3FmZ0+Q5xnB6TOzSCnp9weEQdHAOu6WrHHqeH9drH7pLGfpc4FcVBJFFpG5r72rFQiUqqxCn7WLJoBA4taDLLp7KqAHQTEhqnJPwrKbJSuBHQQpoUrJTMYnv97kriea0AxABIRSEAqvc2c8g7lKi5/laLiakNpcbX2WgDOXaKUYDUJefHmfN97c5+CfNxnpEJ0rBiIkzK2dqgrmzIt9XDkrdYqqzrZCcytV+eLK6BLs2giktkCXsmL1mglg7GMtDEK7YwlVW9348R8jv1XYqeHtLEzrYVVgT8her0eWa7TWBHEokVKRBZKRu9zX/oM7EKsBvvrvVh9MlM/r/rcYA0EB8LGVBcQYY/seuAeqWsGVso0O1eOxLbByJFhjU6pK6hTSJFAZYZCy/5Tgj7/YgSACESKkrEabeb2X5YEu2OpsO4y6iwKCokNKj7G59jS4diye6wCdBvzoa/p86rY2z5wKQQakuWIgpa0yLK4qmDG29K+9nlwpvWTjddTY59IIjLNjpbQpfWnsWqhaUoJauvKXwtIta1TAgb06zv5E3NJV8fZZ9Z5Za/etArh/00YQ5BKV2VLvwLJ2MfW/Gj3wN8kdMfZsVSKnODs9XVqBvtJkZb10mbms1onxWVv6l0ZVBXaqmAHogkpVtKsVi56Wj4uA0lSsXWYtC0li2bvIXJog4xO3N9l7uAmBBVIgXXApvM8jKlBL//tRbWc7MFWNvTd9t/DEV3X72OFAaRZy4TlDvvvlPd775w1SlWJEyDCXhKJIsRfgqUokfGAXj40RoLwVGsqTz0oVacAYbaVIob2lwUjL6H4yrnysvf0gq31TC3rH45Q1GbwC09/k4ZUpe21XmhMKjBYEWudEUSiKQiUp/MqtbwHcPluJNTR38XrtS4pV99WZPyZVBHWAK5/BTY3BVTHM3dffynj+ti7lSaAqv1vJnGpop2XxME54+ojgj77QIXUzV4S0wWXpf5fWmPtesjpw1dm8NvsUQNJU5atrafJyRHURbCrrizcjxY+9rs/n72zxxJEQZGIbJXJp5VPB4gXYcidVfJAbbN/sKiYvPoPdv0aBNAapJUpWS8xIYRBOg/uBZ+WI+WBfLUsL4K4lWXySHCfRtXZmETQXBWPGKJGkKeojH/nTXUGg/vjZZ5/dhDElcwrpB3irrbm1nvvpc1Wyr3uvcD2kdK/J0hVRspiW6k4yP3j0AsiqmcF4jynZuljJNzwLuK1bUi+ospubIe4KqqIgQcmED36qxWfvmCQLGnYEnAxoKkPTjaMIlR1JEbjO/bI9rsikellVJWVZo64Cz/UpZVaxOkXxfbW3HEs1IrrsokEzM50yuyS447EYgwRhJ08JYRu0VyecRJ2gnJ1WuxKvvsjYyr7x4JixpR2BVX0DnkvjxxlrlSkY7Qfa1ZXMb7Wrt92Nrw7hTavN4aoXvOjal7zsli8Ejz36SOvoseO702REEIS1hobVzC3GX1gj3Up5CZKFkyK8HTwmS6Tb+37FYK0OxY/YPdauFpryFpySlURRgbFFUA7UxfrsNfYO8lKihG7QjVIpYZRy+LTgr77WZqhDK0+EsmMpyla5eodRIVNq9qio9k3xuCYFVl1ixxYJcDLF79fUSpVSpRkqvu8VfT78xTYHTwUgU4xQDHSA8va7jQtc0IlAjMsVvx7DCIwyKJ/FEU6PgzKeDpcgjMEIK2V0keAx9VhrVfDN2o/r7C1q+FqlIMbZvDwHBaPBkOPHju5OM90K8lxjtG++r/W/x/6A9zOrNLevr7wPubY0qVcNCg8oq+WJqQWX0gd3DeDFmjPGA7djcKUJZFEhqO0JoDI3+6MKMLXK+N3PTPDsEduxgwyQQhEJCIXt8PdHs403N9T199r7ci12qxZv8vV3AXZfpkhybafF7j5nyE+/ocsvfTAmzxMQ9gToI1BlwGktwjXsgwrkPjM7QKviM2L3efE5pcfGUloPQhtrCWr3mhaVDtdjAPc1+biFjLcPfXxVIKv27dlkdBkwa01QMomTE2c9Q84G8BLYrKHBvec1s1+Uc7PrJbKrNff42pdSFXO3TU17+wBXXjKnWqtHWxAX9yovga1UhpIZSubErZSH9wV87d4Ww9wtZi9tfsCfeVKlqU3tpB0/eKsiKG8f+h40HrDLEQ+FBje6XE7PvmZBnGWWxV/xogFXfmXAw3tD6KSgAzJChsK2ttXKaD229CFRdsconKsjSrAr976UxgWbjs2FY3PhQO+CSGPEKmBL7/jrcRYfVwJrBZ5jmFy1R73/a0yhDgRBIRMK/Vz7z2f7haLipepMq/5vkeAoQe4M/hrTeWWltfqTsmrNjMkT47WrGTf0Zm0GV+Pg9gPK8t695gbnB4HNWp5Z0HzosxM8daBibyGsOxEKL7lTq5kZC6LG9ttaXFHLZuKzt7+sh1+XImu2YZ4rMmnb2i7dOeIdr+9x7EMRZ3pWixshGWlFKFzwV34W41FTxYFmjMlVkdI3RYazVDDVVacEtgO6IyVdBKBFNnUV2MfJbw1GXwPwq0l29XMhKBs5tLHFYi6glGWSZ1x+1M6Qsk5ArPkBSk+z0H81sNeB7BdaFYCpukUKBjfOA69kinKd3WWniSpWVzPlPI8CxNXms3nVyKCKxI6yAzVvfSDiTz4zQS+N7CwJESBF0VQs7Ngyr1903AZjDOxr0o2fIncauBa4GWtx1ZncA3qu0DJHOxZvNTN+5A197nky5i9vjUA5qSIEAy1ReVVrX7H3eAFWBXN/ZosylWSxutuUJ6SSTprIwk40aGGZXgtRgly6v1c4TRqqFD6r99eqJOEaID8buwu8tTYNlsGV53wI73+f9bJQ+8P1NVvWylgVr69d810A3Oum9yRAbcUvhQWYx+J1meIG45cs7m2eFVi3BTMCmRJGCYcXDR/9cpv5lchlLUOQ0gaXft13KafGVyKrhFtNoYzVNhiq3Nmq9Wy80WRF17txMqVa1a5K4UsdkCQhGyZzvu+WHnc+3OToogKZgJCk2GKsUko5T3ytAqza5cWr2FMYnF3uNLj9fdYqdBanLJibMR1uwV5KVOMKr8ZLGrC/E+q4wc+hrMXeawA/y62TorVdmaJMfys1JlGozqrxXzZ+1oyDeZXGGtNb1SXem4VSJg08zV0+LtqkPHCLSnMXNlogV4O7xuSyeJyV+jsIMoTM+foDMV97uGmzXjJwwaUkEvWuGeV/Vk9y1fbDc2Z6KqD7IB9f8dkvviocFa19cGuUVlauJIpXXTPiZdf2+cuvhui8kCqKkVbO9XFr7OTCVYQ7sIsxkEs8/e2YXBYMXwDa9QsIU35uIbCp/FIHF7q82j+F02RVa1WrIgSO2av4rZbgEeMAF6teL255Xi08G9hxwtJ20q9RSTjukviP/T+4Ctz+Afd+xgewD/ZCjvjAr1beLd6rml9Lf1j562N6IJe6prXDsVS8HUnmgkuVcngWPnV7i8XlqKw5QUoCgSusMqVM8sFdA7mo47q2H9dCt2cXjg8CWlWnbaoqw1xLm3Rx1qGSlsWnJnPedHOfex5pcGDepXyFQiMYCmnBTVVlWIiU1Z0/NtYsAK0k5RVGleA2TqYIaw86Ni/clIKYTKHDtW2AcGNNyha2MuCUVUltDXe1e1/CmLX3K3byV5IakkwTFGdY0QWz6iCsBeox5l4T5GsBWxTaizXlSAns4nVpPIuwAng9AeJpbm8x2Eqm5B5zF49dcKlsUVWiNb/9ZxP89W1taIyxt6wG+tSllak5QMXlv9w/awB9TSL3DXFDxZDGzTHRYzUq3hLpdr1S7QCvSIcBb/mOIUfPLPMrvxvSz13OWkgyHTJEoHztiyGtkVWV0SwTO4U3LkuDBeksRCEsVQtpgWwc0ItAtNLhbp8ZJ1uctehjyvkQXuDppfS9HThOrmvd8rxYyAqCqhPG+spnMxdX+ZJrMHj14WwASXHv22n4wZlZU6ooabz3/X7HAth48/JMFUS62XnBmBwpdHex+Z3yQZTx+J6Az9zRIpehZW5RDNen1tRQK43FP4HF2gxeOwqrD0nZVY8vUzwW11TVfH6FoZE1V0U6LZ7nOUpnvPGmAR/+wpBHnlEYmeBSPaQiYKCdTMHT406iFDKJUo540sSdfEpU56QSFs3CgJHGgRzPKjQloIU7ARCVnDkbIa4iTJ9UxRp7U5Q71AJcG6fBretVlZ7KNSpj1xDxtTNvTd1t6gdc1EEsSoD7wDY1i9CXJePMXSzbbSWMBXpQaOsS8B5z++zted+BSukODR/4TJuDJxoQBSCdNSiFNw7ZlLUnq8pi/YMxvi+eg2WM/6BkaJegMMJpyEqqrG5nK6xDhdbartygFVkasnPLiJ96Y5dfeH/ISiZBpKAlRkgSZLk6mqRg87WCTfe8SPQIB3npun1MobeNY3YLYCPr2tvqcQt2U5ws0s9u278t3Xu1WhWKqkMx9tzH9RhAXcFVMfY7kF7wJmX5nWonhljr7KkB3NTBPA5u9349qePPzxh3TorXijl4ppQs/pTTYhkP30Gx8sT3vPMxUGcomaJkRtDI+IM/b/OxL3fIAidNhNWtZUuaX7g09jnHwW5tT1+/scoX9w9EbSwHHnN75bMVkI23NKBxA+1tq5nOJblQSBnYwDPN+b7X9HnmSMh7/sytKW5s75kmZCSkreUuor0xR6Xy6AVGOgDLQpfj3A53QrryaikcgxfBpTuGvkwpEjAVg1dzU4pBVmsyuY9jT06VWnyMlO1IOrvmT1Cuf1YIf/8MGT9bPMCyxodYHVjWx7HVn68OKAsfXNQCzLp7YgexeyAfA7evs+tr11urUEobYEZxyp4jij//Spv5bgixcoFlgJCu7FSsPdC+JlPGJEnt4NRMw7UZ3BSeoakCvMpRqYK5oiBJa9cY7Cd/hJUpWmt0rsilYkM75wde1eNz32zyzDEFcQpuBY1chwwoqgvHGbwAPY5x7WdQ3ucu2LwAdAF07chACFFahlJai1F68qUCt3+lL+IXv7rQ7T/fPvQSMjXp4u9br4kkyLQi07I888bPlpKMxBiovZ8rrR+PreubGXMbzJrB5dlYu3peOCe6JlWCovKuLH/VlRxxS30HLhUfSCtNNJov3NVh78HYliTKisGVoFwexR+8P+5311iotu+eo7STNQ5IjcHrLH72ljZpV2rQEilluWqyFAqZB6RZzu7zU1774j77/jokz50u1FaPZwQMhU27C+2yzdqBXImyPgmgWKnJQClNVKm7q8SQFMU5VDkodUb395VPdoI1m5ELsJs6Y9cUhaFKV5XHxS5L04gDgksuuaIfBvLZ40eevVzr3Gmh57hEwBoHtF7TWzH5GINjzh5c+iuTKe9xTXP7GtwrHy2YWhaJnrySJw7UpS2oMsJGxie/EfOeP51gYRBa7e0Cyyot74briypW8GOG6jsV+2E8U7hWNDTG4OM2ocfqBYtrbWWCPxjIaIEW4/XijsGlK8RKNTMNzTt/eIUDJ0M+fbuEpgV38alToUomB2FRW4C8tIwrwWoM1gpx38s4ljfaAb0G6EK2FLKkIraSGEqv3Onwcv9VzF4AWwhT9WwIb5/75Ov2WxTHbNu+/dnLr7iir3bvWr+wtDj3rDH6HXmelP2OtYIn//mYZ71m5d/Ye5Z164/LofbKCyDVmM+tTOVv+4VUXkAZlDJEVxZgGVBq/EYGpVLCMOXkvOA9fzHJHY+27Tw3GYGKQAYEStCUhthrbPBnn/jLptRnk1dzEscHEq015qLogKk6k9bal2aNfe8muHoEUD0fm02IYcNURmYMdz8Z0e2P+Zqen2JhLypQrXVuikKyjJ+p9R8ya7xVlACUGdvyRBarTnb7H8ZeN9WVoiAB/73ib2ujabVazM3Pv/3ue+59IIgiiZS5UV6x/VpBZV0HMRYQmNrra+lt//WSCccOlBKV/q7mT+saa1dsPhZcFk5J+V6RyLG6W0qbsUyk5k8+2+GvvtKupIlQID32ltXEqnIZlbGAcnyr9lPdUcHbV+Wxq/nMdQb3V8+oldLqupuyyjqUVQ+nFBItbeePTHO+71UDHj8Y8lsfUgxz6X1AYYPO0sGvM3lZOusgWmhthXVMFF7xlfO2jTt+RgsnUxybOwYvGL1gb1nDjjgLptyJZ3zJUmC0eM9dMYwhzzRpkhuBtLUogqKi0IK8lqQQzwF0Uf2s9Oc/r3Up94aj+9lMOQ5qb5i6730Xy2bUA0zP7y6CSulbgb73nYLI+PrDER/6YodRFtikjnAgxw58L4JL5SRK7Sq2qvZk9XyX51Alq8nQozdTsFYBbFxgiXNPMCWQ7RzNYgyyrVExWqKla04WBqHtKmhZFhC3NO94TY8HH4+59WG3QrCQJSq1CRgZYbX4WnLFfWJVBJ+mmp9TWINuClw5cEc4V6VwT4z7k0WKvrQQ/X1o6vpaeBJkbSdPIIwpMWiE/Rzau2IEAl0CVAWm/ODj+rr2y72zzHcO/LOuzuJrJXQ8YAtTA3zd/9ZjYC8CSrsgqc/cPrilA7Z0nTpBkHF6IHjPn07w5P64Wi1ZBpa9XVq+GubjWYIegP0rU8WDrLqklxryOTS4Odtrq9L2ZlWwWW3F+pdOiwvjgG6tQyEC0mHO5btS3vnDyzy2J+TUoM7iIMgJGEoQxoEmXw1yI5yjIqqrTzGotQS3oBZYlsGmoMpWluD2MTNGFmacTFeXaK+eNW+D4zw3aLfYbbBl8wxKBSwvzbEw30XK+m6vBZg18e8Hm2bNwFKwGth1iTK+BEYhTXSZnhc1B0WXLC7lGuAus5Uei0vrfSe54Y8+1eG2R5q2kbLIWsoAu3oyrmOHcvnCYgxE7Srkw2JcpnisXnOgfBCPCVNfmtSswjVrUyqgWzZ3gaeoJIoWDuxCoaVGG0WuQ2RieMVVCT/6PV3e+1HJqCjQ1uUHJ9eKYfGp5WqQK+G9pymZWzm/vAS4K4UuWL1I8vitbH4iqMBFEdv6YK+s+jEwO1DW+ENYcIdRi4np9WRpRvDCF72eRrPDM0/ezdL8l8YKruwXW9tRGU/u+M9NHRS118bmSYt6Wr6+/ksd2KUsKWpQ5Bi4x1Ly0rkmMsp45MmY935ogmHilnlwCZ2ac+LZgWu1pNV1uD+DezWY1yTus2kXP+FTgn5ci1esbbSbvaeFZUfp6fCilFZIZK7QQqOFIs8UjUjzzrev8LWHYu5/QmEi4ZJAolwIIlsL5HLMH/cSQMWXNohSgxfWfgHkorpQOqBLfAelThKF21KxfaWxS+y5y9xaVmySZFx/3dW86jtuZGllhSAIAoIgJAik07P+pbO+rsraGUtfpjw3sAs7sMbiNfbWazyuL0JaFVjlHvALWVI9VjIjENYePHAs4L98aILZfgTKA7fH3pX2NvjD5P3s5VqMbU/8+lo8xRtnVeQec4M3i31MlpQpfEwxv95ahNKTJrUUvsRI7ZqCqzqVXGiEVIhMs6GV8W/escwvvE+x/6QAkfnXJJCCTEtGOJaUpmYdGu3iNPdaWYRVavBKshRDpAyO0QGh7UlgZYhvDXpkUoDbZ+6CUJyed4RdY3FjbB2KlIo4jolHI4LiLJBCl/p2TeIZB3XB6B6ofWaXawK8mALlWVxijcDSyZdy4dHCSXG6u1g7vZQpvnOiCtckJ4gzlvrwHz8wyadua5GFvu4ufG9hwe27JrXAktVLHbp9Unvds9aE/4PPSd31dH2ZrVgL8MCqNH6N0a08ybXEFjkZhLB140IYdG4XLgmk5ntuHtJLl/m5/0ux1HfarCjG1gJkQGYkQ+0xeeGqCK8OHOHKZ112swC0dnUpnideq00pHxc/U10NDYwRKHUHxQGvzubVLcusTDG4xgtjIAjjZxDy052J9Qjyuk03VuRUazrw6rN9+bD6eWHp+XXc/tyPSlsr6QA8Vv66Jrid710ElLZ5OEcJWwZrpOYTdzT4yr1NsmLIirCNAKDOwt51KeL3Xo6Xx9ZS895WkyrjInwNaVIAfbXvu1qPFzNADPVZIn4hVn1oUMH2ktzYBWYDLXnN9QO+56Y+UmeQZ2By0CmYDHSG0YbMwEjDSAtSA6kWZAYyUyw9Dlkx0kIzthVN0rjlEev3xePc4JYwdJv3HXPj9Vd6fZb254x3bxsc0ixn06b1KCU/3WrGzwgBcmb9NvY//fXDrVbr09MzDuCeHVYHrCmDwCoJ4y3v7A2oqWUc/XR7AVwxrq1N7fE4Q/uWYPm6yCt5oirdHQQZGs3Hbm3yrj+c5ORy6HS3a0MTzjlx4A6l30xsat53eRUqWNvpwlo5w3hAWT4fE+ircT2WqPBB7g+orzzw8rlePY22tAvdZhywiw4gnQdoHZCmiq0Thl/8yWXe/Ko+ARbUdnMgNxbkqYGhA3miHcg1bquAnZkxkBsP6N7P6bETQXs/a0FsgbvqvTGw115zV7Ukzdm4cSPtTufTn/rcbYfPPWebXaMn1yByyBy1l1Gtf6VdK5Bk7LGsLz5kwaDxFyaqrYpbWoCUWrtuE1ovtx5oVu6JFF5QKbJKf0c5R2YlH/5sm70HYmgVetvzvYWzBYVZlcwZL6haqzy2clf8VQsqFI8HQGIc2WsBfQ3Grp6P24VF+l6WfY/SY3Kh7XxvUfjiwgacuZEIHZCmhot2Zrz9DV3ufzTi4Ky0UqWwQrT9kkYHZFIwdN670C7545qPjbYSxmpwVy9ePrdfvEzXl4meulwpnRVDHV+efMHT5bXntX1dOF/lIi0W4O2JLYRh3Gu2DqdSHQzrtSVrg9oexLX1dvl/ZAXm1f63H2Dax7aS0Ae01d9SFbZhIU0KcFcypcxcqozTK4Lf+sgEX7qvaesvpA9sJ00kxNJlLUV9UtX4cuK+FhwPsgv01pl7NWs/163MbDqr0E9114DOGnahY3BZm2coEEKi8+JYOH0urB7PsaPf8r7mdS8cse9tK/zm/xCc6XsfWkK1jqwFuX1eFGJZtBXFVkVRmgGUrsBcBJuy+PzYz1R0/via3Adwte+rGhR/1IQs9HpJHoYoCtmyeX163nnbeoPBoPwahGHMD79i90eyZOl9jbgB5WiE8bS5X/xUaeqarSf8EtbV0kaqqkjKL4et62rtSaHVgWQFbitRpHQSRWWkSvOHH2/zOx/rkJh6jXeRkgc7uy/ElJ63P4ulNg5iLLFT8rQX+deCz3FQi7VxXgaVY/LEB3XZDDEOdC9dv7ra0MoSM+auVJpcOW/cjn8LhOBnv6/Hj7+pS0PnVqaY4j4DnYPJ15YrRoxJE++xO/kqqeJr8Eqfj8uVmgb3dbrBuUZ283/eOF3ebDQ5M7f0vssu2f2RZrNRMfi2c3Zz59f+CCHUSAUxedYfs8bqrolc47V6YsdLy1NlLH3mroqD/BNE1+89WWJPnCKg1F620jUOiwwRah5+OuLjt7VIMjcZ02tB89nbOidjMwZXae8xNhljbznO1IVM8QLNv4nEa4VJJeDtNdiU7FwA3Js4Vd5XTC5d0scO2nGjGgoJoyUCSndFiMBq3VwTxBlvfkWf2+6Lue+pZlkHXsiU8kNqZZm8kCZFBlNWVqYSqyULHpvXvHEhaixd1ayMyZHxq2jNKy+kFDQaMetmJkfvfu8fctklF1UAB9i07VJUEH+tu3z4rTo1F1ae9dmkiin/eF2ieBlLfJlStwTt79djXnilu5Uq5IpzTwqPW1bOSWEHSpmj4pyH9ob8wnumeODp2IHbMbYsgC4RQtS0t/LYu+aeUAd7Sdo1F6UqDmKN+28J2RTZBjPG4F6Rk/9aMfzS1abYTnYQWqKFtt6y88ilNmVZrSx9c6vLrVRRFi0jw3WXpPzmO5f4V/9N8PCzDavHocp0FmezA3mhvyMPzL4ul27fWoliP29RM17YiYWnXY7PdmW3VSEWldb25Yt/HNyJhXUD9770hqu/1h+Myn1bAvzcnVcQRi15dO9X5bCrUUp6wCx+6XhSp14xWJ0I9UpBH9x1MDsQCz+orAeXFYOvliWl7g5zEi34g0+1ufuRJjpU9quJAthrJHW8Th21pnNS6D6PweXYWLYxeVLTJd8CuGtB5thrxn99zCaUJdi9gJNqgagS+MIFm06DCwp/3CC0RAiFMBphFDI1vPTqET/xxh4//56QJBM2OEGUy9z7IM+FICkSPg7Y6CqbqdyOMf4J4HSz1KZi8fJ6ha2D8cixDDrHA8o1tLoxhlarKW+4/hrZ6/dXA1xrDXBoYnrnmX731C6jey5tXwf4qmDTBzEVsAVVvYkvR0RZg+IndnQF9vJ5pbur53VwS2lXRMuB3/3rDh+/tUUSeEFlTZpYlqiaGTztXWxUO2zN7vmixcs7AQpZUh96963fqgTPajCvKqUFqDUnW1AL49bPKdjcSRtbOCURjvWFkXY+iXNV7GO7kmSOIUgNb3nlgGeOBPzuX3XIclE1Yo6DHEWuBSOXXTUuQagpgknjwGxnpCjjFWMJUTZDrKpNMYXj4suQuuSrZzohN4bpyRaXXbzzDHAoz3W5f8uP22hOcOro/U9t2XbuoclOSOhS4YFaywcfL2V1wCwSOaIIJCu/e7Uv7tyRmv3nlcCOv+e8bjlWZ5Jo+O9/3eZdfzDBiXkvFT8eXDo9aJM6VcVg0SlfgLiSKWuVJYwtTTLupNQCz7+5ba1AuO+FV/XXdU+8QEeduccDTG9YkPPErWfujXzzE0BaeYFnQJ4rts7k/OJPrPDTb+4Sy9SOiTJFwJlVwafJwCVZRhqGWjAa88iz0sd2M86LoNM437x4zfe3a8/9KQJ1/9sPTpPMoMIWF+w6/9CtX3/gqanJidUMDjCz/jyAU4sbztXJaM41ahaa0q9LGS+sqsuTKh1flyZVc4P22LqQLRVT+ywuZe4GXla+tywaGQLDX32pxa///iRnlkO75MIq5raBZcXeZswSpLzaFCOdx7V2fe5g8bqvVf72zL0m1n1XpXRQvOVNHEPKQqrgAF20jBmvAAvjsbjbioDT4HS41e6FlShQZIlh81TOL/+jFeaWJX/+xXY9ol6DyQ2StKhFkbZ2PcAOLrKBp5ttKKvAWIg6mzPGzoV0KYNOUzU9lLUoAqe/BRft3qkvvmjnqfEjUQO4DGIw5udzLV4kpbjBfkR36fU+hC9LgLpWHwO0kH6wqeseuA/umhQpToAiwHTsLVxgKXJUpNl7KuCvb21xZj6Epm8FyirAFLLKWAqvkaGmvSuJ8jeVxco6rlcD33+TswD/W7BXVluD7mAKn71X14kLT7JoUUkXoyUayEXhqEt3jKyEEUbZOnBjyBPD5pmct7yyz30PR+w7JVzQmbOmJne/MXPvFa6K/550waB0gFb+dxRu/JsX4NeqDY0fcIoy8MTtg0AplOT+OIp+Xo5dNqX/JIymOH30zmRqeotuxKps4l3ddODXbHusu0baXpbpeV2TNH7Spl72Wgd6IUtK9hY5KtbsPxXwH393kr/+RhMaPqCL8Q8F2D1pUtTOFAyOx95iNZB9HV7+O/ZzpRTxLBS/KKh0Wjz012u9V6fqayWzvi4vnlMEnE6asDq1r717XZMwhVcuSilTTclSTrYE5EPBW1425Ff+yTLnb04g8aRK4ZPrtPLNjW0XS3VVv5JoXHp/PGUvyArZYQqfW5T1LVWNCrWfKV/zJUoOQkXs2LFVf/bL9yTr103UAF5jcIAN224gT/sfXpp95PLu0qGJYmfaE2OtrKbH1gLGLUE/qFzF2iWje+5JCfAioNR1aRJpDpwO+Pfvm+SjX217NmBRQDUWWMLY8Pq1bcGz+t2+rvadlTEm9mLOGlH7j56LtP1iqxra8cG9xpg3HIPrIl1fTcSyGU3XiiYqmQJFpaGNSIUBoYtP6uxfbRAi5e2v6RMq+MX3T3HgdARhXn0+l+m0lYjGxT0WpIVcCd0XKeSVMrb1zVqF9vhIY7wKQ3vCysJH9NhcQDXT0O0fg+C8czav3PySqz48MdFatV/l+AtxcwOjwfz/WLflhgWfiYVXWSiFD8gxD3ut4isxBuCxupJCa6/exsAdW3D/4vsn+auvtNCyqBCsGocrsNvSv0CM91mOOyZjM1tYO6kzztqriq3KE+B/TY2vKU0KSUKVxaTG1kUhVhFgjhVmnYXZjamKs/IyEK0CzzxXoAVvvWXAr/2zZXZuKpg895jcz3qmLvNpdX7isXlZpOUCzGws61lj7yLYLAJMszrL6T9/3auuXzgzt/g/tm1et2p/Bmvt5M7MTsIoSprNNsNBF796bpyxq4CznqW0WU3fItRjSR/NuO8tygpB7QqxvArBULP/uOLfvH+ST97WIqslcMaZW67hmjjtzVhK3pMhRXDsg90y9uoxCrXkj/+ebyH+rYDtmhy8534Lm1+N5bsuZVOEN9NQ4DcmV8VXBZsbIdG6OHZ2IKUw0iaRtKHwBi2XZiiR8/2v6hMqwy+8f4qDJ6PVyCnYHNz/tyVPqffRNXa9n9D9RKHNFcXwfMfeXnKrIBRJYdNW+zs3humpSXbv2pFceP7WNferXOvFHx7UhAAAJhZJREFUIJwaJEnvHfHEZf0ss0vm+nJjPM1e086i6qf0mVqMsbyvtX1wCwfuetuZhhA+/OU2n7u9RWYK5vaCSll3TcZLYWvVgqxOy4+z+FrFVazF6mdD7LcI8hpYx54X2tp/PC5RymH5haPitLiGsl58vMRW66JWRdbsxLwss1WuhlzZx7kiFIY33Dzg7bf0rajWPpN7bG6KTbvNsvHIbZkpasutnZj7dqLxbEUtvBoUv8GjCExB5xkvfeHu/nK3/46ZqfZgTSyv9eLBZ75qgmhiv2Zyn5DhlULkVs+ehZ3rdqGfkteujNZLyQvtlck6t6QG9KIVzbklSqMDwefuaPBnX2gxyJUtAazZgGcB91rSxA8e1wD8WgBetY1ZJX6Sx9fif5NZsqbmNvYPFHq7SvxULL0qGeT9jNZVO5g2prQItafDtSkymfUEkJS49yyP2tPJsnmealqR5ode2+OhZwK+cFeLXBVv1y4n3hexPG2MxAhB6lL0ubFdVAZT6nIp3VIp7n/aTKabOe7cFFl8KmEwOcRRyKZ17X0iH+7/6CduNWvt4zUZHATZ0q2nG8HSP55et91gvOpCYcpFoCptvrauHpchqtTVdd9b+RWBMq+BOw/g83c3+PfvneLpA/EYuN2IqBrALVhtGaypZyypg3jNQT6MgXuMvQt0r2Z2sdZu/Jvp23s8nqYff21Vl8/4vWcZ1maMG7fuj667KLWBnmUVotXflsW9ykMTkCeSy85PedfPLfOdLx4QFDaG0auTQeVWvG9twlRDYuw2clo8K5I/zl2psblZm8mzXLPr/HPMibnBP/6Tj997Wp4FyWsy+PkXv4ru4j6ieCqfPXE3ywv7CQJRpt4L96PG4GuwdfW+z9j159LJkuJxYQlKqckCwefvbPAr75vk8QORLeAeL30t9besuSYBa7C3p72LQUU1EJ8FuDWve4yla3gudbn3ztlAburv1WpPyteq2u9VZbMFWYq6rQiUtR9FGl84Ji9Abp0TK1WEtPpba3sV1toWb1sWd0l3actRhQRGGVedn/Dr/2IZKeELdzbIBJQzC8e/txl/UZAX1wYnNQLslUcJylnjhXwsfHLrulS5GK1zvvM7ruH1r74hn51f5spLz/vWAQ4QxBsJGxMHQf1xozX1YyJfREg5BlQc2CuJUsoS4VcKeieEzCt7sJArY+BWUqMju/N+8b2TPH4wduON1wJ3FVQKYYuoovHAcpU8WcsiXKNM1gfzWoztnRTPeftbBp3j3jhUnfdVU4RYQ6KYUp8Wc1ZKuxAQyjK1MGCM9tjc+npCF50JFvT2HpfYsRRpJDDMeMEFCe/6uSWMMXz+zhY6pK4HNPUdWAoPBcbODS+mVeRAYKwpEBRJOIRb98cGnco1WwCkec7m9TOEgfrjLZumDzYbZ4Xx2SQKNJqTLJ/+yuzk5OSn1m+6ECGzWirdH0Q/XrddWnyrtryWgpdnATeh4DPfbPLv3zvJEwfHmBsf2EFlCVIVU1Xg9m2/MVB7oC3Z3HvPAndsAM0YXseljF+P8jeC+CzA9t9fBWCgWmrbOxGKx7p6vVrXp5IoZdCp10gA6TEJU/R06kq6FPJFm4B8JLhiZ8q73rnC6182QGRu3T6Tj21+7YofgNqTMXcB58hAaiApZEtpKTpb0bhg1NWeXHXVxUytX/+pD3/yrtnpqYmz7uezAhyg1d5Ee/1Lv5jlrd8SagNCZLXG33HdXc9qrpW48cdA5GWjQg3cEXzqzga/+J4pnjgYYSJZB/Uq5nbSRK4GtxRj/ZaszlqWw4Q9ENfY2ge1B/g15Yif0PH+8zjeV8WVHmOb2hvjr4lV7F4NCfJHS4wXYDlvnNXNy7oG9iqrWe8EUi7LaUFePh7BlTsT3vXOJd5w4xCROoPaeED3u4T8TiEP6BoL5MRY3zxxQPfdltQVcI3SnHO3TLOuHf7W97zqmi/u2LHpOYkkeK43w87VLM8/3Z/Z9p2PB3IlGS6diKR00XXJinXvu+akuECzkCNV5rJK4tj3bfWgCQSfu7PBL/3WJE8cCu384gLIrHZL/DLYwNvGdXcxqcpn6BLknu9dzjlZyy5cA6jj0uS59Pm3dhNAtZxHaYV7DF7IlZLBRaXTSx98zFkpO4E8O9HKlmIqltXiBfhFKV2wGU2pvec4t0XZ5GWSc8W5Kf/5XyyTa8MX7mqiS3cFXP7S88m9MxdjNY8jqdz9tHbAVG4wkHI9nClgtOTSS3clP/Z9Nz/+4KN7+6+4bvdz7tHnZHCAMJ5h5ZHzPtiZaP5xu9NBycTNLck9V+T/3961x8lRVenv3qqufk3PO5l3kiEJeZBACIKyPF0VFGXFB6suKuz6Wp/o6qqsiwqrovtDBERYX6yuj1UUFNR1BRSVRSAIEiCQBPJiksk7mZnMTPd0V927f1TdW+feqp48mGQAvb9fT3dX3arprv7uqe9859xzhcmn9dxJSx+PqAmjtIQrKRD4xb05fPzqyKH06jmUFPBMAzysKxgGDZLKiQJ1HettATkEL+HYdL/Vzw7j2/7lfmVC672hgUsF6OhsCcrCkjQloiM00mlYcSvNVspYE4/78YS6oq17pKxInbfiQESW/PMf3IdXnFyBo9QVarnTHgndHJq2VCPaUolScSuCYbQm0djaDK+x6dtHzzvz6zPbm/drMtz9dcgXOzAx+hgYy9xXGd38GsaG2zkPdBQzBEOY08ARB4JiJ9PUukNrHgKbsQCOB9Q4w6/+kMOlX444dyq4mSULmtFKB6S2SYpjmcg3gXKMkypKGk9PZAcemomeHOUpmjhVV3TgRysqJE1Wxhl8UgDCidQGGd0XUqy5iDR1RigNBAdT5d8Eh4y0cigHVKkt4BHZR7h9IsDSOVV85v0jAIBf3ZODzzmiZJTwgqmclaQgGn/hcNHNUC+P9gTRd/AYcPSs9l0XnnvSfW96+e3o65mx38u7XwsOANmGJSjvW3tjtvGkB7K5EjJONbbetgXXudtUB6dOZgxu7gGDe13cdEce/3J1I1Y+dQCWW29nqQEdMzJpTqmzJzYkrLfNuw2ubfJu6mDa+w3p5QDGgxHwkcRys/i9tuhWAAiS8u80Cx45nyrCqTXw2Jrr8m9Gpawo41AQR9NwPCPrLeOZ+mICWDavis9dPILzXzaOrtZayMspJycz9RORUG3VhfHFpQCE76OjrQHnnrn0gQcf3XDjacvnHpD92K8FVy3XMA+QE9dlat6y8j6/S02K1ZbckA2pTh6QZwL8LLBhm4tLbyjh9yty2LzHra9zgzyoJBjppi6hI3b5NaO2oGG9UyRBbcVZEtiMkdcxbO1BAQJ+mJstRJvgllZ/DVhmBX5sOiIloSlm7UIWcfTQcNqTl+MJzEyGDigkB5MBseThJGUesgcIVcxEcjOTkD5XQkv+hY+M4Lf3Z/HJG0ph7oqnvkBU/06PavKIJtjoC0IuthP4aGl0ty5Z0HtdPpvBgbYDBni2YRGCHe/6peTuhXB7fsT8rU2coIAhBjWlJ6G1lnpGDmMSzAvB/dFrG3HrXXn4AZ/ccsO24uEH9xBGLENgk3XtEVlsBWQ6LY0MyrSwPO1nz6hPcPIUAB8wc9Fh+eQmCetcCrjRh9FUhPRVcjUz5EGijQsG6YCAn5SEEwjXkZcIAS1FRE2iegygCVmhg5oEN9PveTVAX6uPN54dIJuR+Ni1jdi43QMy5BOH04pAvFFyIcg6OgiraR27eDYuf+/Lt3uuvP3k4/qnHuAA4DunS9bQuKLobdxZG7q5KRAZSKnyi0OlBCqAQ/NLmIpYSnAPWL/dxSeub8StdxXCWSD7Azc3wa1UEYcBLpKl15Kru5mATSvFZlOMNN4d9kmD8GTu5KGRdcN5tAdB5GAyY0YP9CAwVBYF4ijv27TiPAz4QGUiQgd8QostogiojKhJ+Bk4FzriaYLc5OSuK/GaF5fh+wyf+EojNm53I5Crb8KVcBT+Uc6CsiaSATJAJqjhpScdtfGY+b0X9ve0BziIdkAcXDU324KRlecOczb6Rp6dWxUi/F9MO5M2uCNaEs2f5Flg/bZwssIPbi/AZ2rVqzRawqMLoJ6ZBne8EoOaepYyK14BGsmoJQAkODeLAcxsYKdxc9KB3hkOJEpfH9UWHycv02baq/8S8/N4BlB8DCP7KBc3ObutrtAAUAhuZqgpYS55HBSKuXjMyaUPuFLgTWeN43PvH8aczloojwiSbah184inQ8aqCgDUBJYs6qsOjY6+/qjeGY98/2f3SBxEOygL7jScg/LeOyHd5q3C734oGBt/kSN3kWpWJrg1PXEkapLh3kc8fOOWIn54ZyGanKCUEVpWjQCbBHIUtw05NwnocNN6cwvQPMUam7VeUrg4zIFADzbkQQrqZ6CqGL+YmoRIt6ucE93JttLhB0ksHssURbHmcIJYfVWKmUMnZwkuw1qHgofrxkoBDh6H96EGC4eUoaImZTjn0+bkLAjApcQbXlJG1Wf45i0F3P+Eh6qhi9MWYQIAAoGOznac8+ITHzpt+VFbTz9xBS4496SDurYHZcEBIN/yUkhRG/RKL7ik0HI6OPcJ/6bgjsDuSExIjm/+rIi/+1gLvverglZBUsGdmiEYpsDGkiDh3UiqJ8ZakcSa0wkNCrwGn46AmkZdNIYpmFNAzdSJUb9PGrDjQI6lgVsW26AuRAcXJKIpKAen509Y8dD6GyF7Bd6EXk4jnyTiGWnhMhHOJ1mJQcij33L2OL7/+b246NwxeDyIMhFtLTyIvlAAJny89ZXL8YrTFl8yUfMH33KQ4D4kgANAJj8bXnHxWi8/42bXmwkpqzqKSedTOlnA5wxf+0kBn/5qCYO7XEjmpNMSpANbKSbmIlHh4qx0BnyyrqA0aIsNaJ4KYmZQFgOrTN1DFMaZgfNU5YQOijrgTr3fpu5kBoUxaYoFfjJIYjpiA1cNDAvwhpRoh+wVuK0AEJk4IVJALiTXIO9t93H5P+7DO84bg4sgpCwU5GoRwJqPeT2t6Otuvvmvjutfu3Re+oydwwJwx+tGbc8Ngw4fvzhwjvopeFvEtWOKwjiwabuLK7/bgCtuLGHHkBs6k9yy0pOCm2sq4CIu+RAvFEUkQUsVMdZ+QczHEwGcBMhtp5PWH5QpAyCJXpOxsINiL2mW3KhsBQJym25oKx8CVd8B9Mx7k3fbYNdLhyvVRR7YQ3NwmQ5ynVseMIgq0NEUFhf6pwtG0ddZCzOolAUXAgh8tLc34+h5vT8tT5Qv/vhVPxzs791/UCetHRQHp81rew9qow9sKbQf/2Bl9zfOQ3UAnLlhaN4D7ns8i8u+UsLdj2YxVlWzcFjsQDJeB9x0nZAI3Cx6gNQTJPPz4pXazFxv7WiapzTTo6yBYEqJdbh4GqLViwR9kfWPm6QLBbQB/oijRzMv9XvN06NZMAq0agDG/Jtwb05zVKxt+hilozMIRBJixMeVds4h9OJYQKiba5ElWvtH0WomBGRVoLMpwKXv2IczXjiBy65vxIpVWcCLHMuggpMWL8LH3nnOg+VKdcvZpxxzqDA9dIADgJvrA5yOq+68+9SjZhX3XLSkby0LXIkHHs/io1c34v/+lIN0owrzjITbkQZu27mMIpUgkUpuVqWyZ8nTzMCEFAgzLE9lxBCPFsIJSA01BZHSYu23lZeDbZpyKNmM6ORaGWHhTkn2aUvOYlAqaVFIIiUqYDMzZzy+Q0hzG6CDQECofXOOSB4UgGDgnIc1LVlY95irVd4QhvkNJVGqMlJhMhd8gaIj8IqTKihmJP756kY8vKYAyTnOeXG3vOzd/d+as2jeVaPDu58JRNNU9gNvl11+JWYuOqu2bbj5f192Qtus4b1PLPmPm11+1X834b5VOcgMXfiJLP6UCm6H0JcQJjRDsN7a8TRbkCf2RQ9mPXj8rB1TzhL7eDTIuOb7LLpTMOLQxoV9dBng6HX4VRh5AInlv5EccOYgZKn9Etvs/WD1+5AIrE3bYD8n+ki9z7AD6o+xnbyJTYEmbVIyIJCY3R3guKNraCr5GNrXibe+8YL7znmJPD8n1lWaWo57RgA/VINjtNEdP8Mjax8urNk4+tj7PjvQPzYWAHkVbo3sqiH5KWueAu7ooiScSoaoKpW0JhGby27HabI2qGVdkHNmgptxlV7LzH5cObwspkR6YDD9OjyOxecm+4yBxJH62mHQdWiMIkWqLo36rjyehkdXy4jXPFKvBalpYy86YD2nlLROLvWYLNhkRK9TtjFO4yTRNqK+OVmJ8fEsbvvjOZVTT3v31V4md0lne/4ZY/OQnEy7Ncw8F6Wu91Y75rzt+xe8/rTqgv5aRMKSa+MYz3Ywh4CbLu1naNzxUbBLQSSslX4v0y0gNTBkqGtjZFk2FWyjQaE0M2HnpthtUuXE2m+H741DDMdS9WMpzqflTAKm8ylhSotUWVFBHeKUxkGgWF2ROt02Vl5CbTwuMERXgBPRRGYhXDDGsXqdhxH/5dU3vOaVX+zrrF46FeAGniEHp621WPEXnjL/M7NbV/uNMnvpmu8wjqJKilFIIlHJhKMZ9qGTF6i1NtavjAJLZoQyfekRXSzGBj1SgGyAk1lPLDkoYO4zDtCvTA8yLoNngtkO6qQcmgQpU4CmabME3AbfNgFtBIEAQKXFSuji84aGLliUYxUtqaI+s57MDICHDicQzbeUyuEUYWkKLQyout8SPgBX+lixtgsnznh9pctdcN3I6Lg/VbicEgsOAD2d3RjYtLIyu2/hT17wwrfW2jtnCgh7LiUNvUf3ZZ34gThSiRDcxuwc0Oqj0pqsIJOWG0i12rZ4TVNfqfZNB4KJW6b7GJsT/epY6klaQtfW2+OhQgtwmp2if27tU5ZX7UtIj0qZSS3zZueupOxXkyVogAjmQlimLKmCQ1HJOJ9hrNqD/t7OT/NM+3kA9rqZZI3BQ21TBnAAaG47DsWG+WsWLDhx6eKFPf/e094UTrZjJL+ETlzQ9CTcrOsI8rC+dExHKH+uM/udWvg0Ryz6jPXAD5h9045JVVcI8FPGz0E3CkAGk4KYL2zaQaiJfh0DXltkAnqtdYNUyDKCSPXrGgoDtExXx1LABs1rETF90dFO6YTT69ySZE7n5QvnzPtCh/jSXYyxiWJuSlxDAFMM8NYSA2Os0l7Ck7de++7HP/z2s8ud7S2g8+5iTkBNpklNdBieWTxbARgxAO2SaxRciVUabODb0UgFajvUTu4wMfDZ5Aimd4OUfjZ/TmvSfiHN4xPnAwGx/QDl1mRQgIDZAn4a6AUdGCIuw0yDRCrSqQNOMh5IalsgGCRrrLle9xXM67+8ITdQaZ372amEI4ApBrhqvZ1tGNg29J13nH/Gx9/wqheOFJxMOO9I//IU6OGHiAv1qFqCSausnUxGgjh6ogUmBbPxn63RQAM9hhyeys2jw9IoytQZnrDZYXfYTmRKyF5lD9r9aLTTeB+D3p49FFt4WlKCUhGYFl1ZaYOuxMxbfRvOBITMooZjbv/Wbe/5hIOng2LfFw8HFA8PwBljOHZBL2743l3XdrcWPnXmC2aMtBVHw+SasAOIHQzzunk8b0eB2p6dkwRvHLFMtd6YzHpb4LdAboY7jSeNOuNY4/sfwkWzrHkqeEk/Y4pbgq5QSsMs+mJabh3VtEP4tkW3QCsM6mFOYKYDA2QgQDI4PMDe0RqGK30jLLfszr/9m7Uo9F57OGAI4BkGevbX7vjZ9/DhD517/+K5xdHKRPX01U+VPZnxAK2Lm5KgG2m7tjyYmNCAFF2bxQqLvS8O5sQg1wEanhxAShePVztWfVncj9OADdMaeTKgM0mgB5MMwMn8CX3XsYJGTKk5VpAHSDjUiorZ/gj0+9gAhV1DSYfezVIHuP05jf0MDD5215YBTRc9UZY9b5/Vf8bB+uIH1aZMJqzXHtvoyY62phvmz83WTtkzcO3vH1qfgRfWElRc25YEOZH20tbM4WlT0DSNMR1J2ABByg9AfiiaTKV+Yio5qvf6J5vMXO/PlFu7Jcxbqo7G61A8rYcCvZCqtJ5ZdLCumRL1VT6nyhVnSl6ESrQKjYAO+QNk4jMHYyK2xpChZEhUHR3eZ6T2ihNeNYeHBTp9Z1m1u/v4S3Izlj7BmCtwmNthteAAcMdtN+Hkl75VVOSxK//6+L2Dc7pGX/7YU0NOLcjCcSLlhJuSoMPjiJ7KElSFe+qWQGZxNDPB3Tmx/NTqEqtu9mfGa9NSE2upQ/GxpTb2kz5GSB+mv51WpoKGy4190QjmmlIpa52cKK0sselbsPi8MM+RlE3DIp3Un06LA8TbzUiYupu4XGKsUsGqwUW1sWDp++YuXva1kcH71zS2LD7c8Dv8AA9B/l3c/I1l4pQXeSsfX9+8fXhf5mU7d+9zwQCXszAkz+OJw3FdwfTCmQYgkQzLa9DU254Cbn0H4On0xKAqxiBgZMCQ/QrgIGC3z8GS/78eXTEFKGZutwGdQlOiLelARgzGBK0hdzL11xaZVFVbm57wqAZKzXeQazh6otC08APHnnHeN2f0/NE/84zzjwT0Dj9FUW1m99/j8utvCzb9/N6vnnXW6RkmccX9T2xt8AMGJ8MSud7KctdVTNQFNi6qTFKSBDiSfFP/wISeqBfMfBv1NW1YIogE6/V+WpJaQKfDRpti+kKim8pxZCzeTs9FHU6GmMaEpiOOfobHRem3LI6CageWxSeJqUx4YBS3DAsBRWmDMqzFDJcJuC4Q8LmjIrPski99ftNXa5vvQKb5zUcKdlMubO23feG6W7BjbB+yrnvxnjFx2Z33rGka3zuEbIZrCkGrvXIQ55BGM1MoC2NJ59J2Im0LnuZcxpadWG9O95FsQq4yDuNswtiBVfs4qY1oJltRB9imVSy6mxl3IlXjnNNrIfU+NT+WJpgx7XTL+HgW72M0kUr3pyviJVfQY4i30xX2oPaxAPmCM9bS1n5PtrT4l26ucvXWLR3onvfGI4q3I2bBVfvY+14LAKhM+NdUa37wofHvHv/IyjUX7Bkez3Lu6B9HA5zF4LYdQzPByirDZvWF7pss1mMbX9pYnZ1M75y8HahkqCxvYjtiB1G/B2Lvj6X0VxY6ssS69INtqaMDmLLagGm5o50y6ijjbw6wyKFUgkB0i2EA/ABgvLWa5a3XjIxlPtU9611TlltysO2IA1y1XNbF2z941XXNDV6uv7d1YCLApXuGx3lDlsNRsz8AU88G0mkHzAfos0FLTB5JqYcNfBvYCfZRB/TG5ohbTCq0WM8y5dQ0QSoBdqqwgOkKVuoz6hC9BnFUQCia5MBs0BsURp0vvDYhzmO+oxLHlE8gIZBxqvCyTSJgnVeMjLd+npWnLnHqUNoRpyh2+819T6C5sbDk/pXr//i179ye8cdHOGNMc1Dt7IBSCRA6Q2/BJm0xXpOJCgwmPbGdSaqExMczg5Kk709xPHlIUdLUm8Rn4Nbn5TLxPYwlEKneb9ETI9tS5XlD0RQQWpLymiwJSbfT5drD3yU2PmFRIInGxhzyhcZPSWfGlRDj431LPjmt+DoiKspk7Vtfvw5dM5pGOOc3HT27fVdrKXvGUxu3sSCQcBxzfZw0/k2BnthvACipXjCGBN+mKonZ15YFYQDaBjbl5eYsHqJk1HnEdyZTLUkch6TaQbNrTIeaLCmu+hHDoY8kFpkGdwDrfwIRTWJgTEBIB6X2k2VLxymX+0M//oKT7Sr3HjO94AamkaKoFl3wys6dux9fvvj0zz54VFdmT4V/9KGHV2dq0SK0KuknwUNBqAb58RPUJY3KTEq862yK/rEJpMPXjOQpWMEd+2PqycgUgNA0hSE+B+h5FUVRx0bc3lZyAOgJzmGPKMEqECgWvIm2tv5dTZ1nfLuxbf5nxltO8IsNzYf9+hxIOyy5KIfSZsxow8aBHf6egc2X/usHXnvVR971qgfmz2mvVms+/CC+yEbQAcrKJHm4YfGoTkuAHfdn9PRxMERvSwPz5BHmA3Uu9ZkOpL+Vh2JmA8KIKOr99jaSVGVm+ZEErOhbm+UqmP5e4d0rQBDUIN1ev6nrVT/IeA1HZwttn66MbX/WgBt4Flhw2vpndQCA/Okv7vp4S8nLvvKsF12fbXjywlVrNzujIyMo5FzoWfAUqDZH58ltiQFg/W97Wxre6hr8tJMdpIVXDhsNz/OUU8Qqivkv9PHEWqvPpZ1IKEsdWenoPGHJh5CfxymtMv4/iNQYhCF8iSoKhSKa22cHLHf8f9XQ9p6aaJ7oKrRNKR6mok27k1mvbRjYiaZSoWnthm3vvf7bv1y+Y9v2123fsQuQDK7L41A+k2Yks47zmIgYoo7ebXBqM2xvcnWmNXHT+UxzNFny3GlOZqr/IFOcUcuBpK+hnFXqHIJo1jQaLPX5Y+cy1svVw2EyXENJCkgpUSy1oam57eaOOa9+yMv3fiXwx4Yzuc7phkxqe9YCXLVrvn4rKhO13tk9bdds3bbntbf8cgX2Dg2jmHfgchYFHEiFWRq8QQQ8pFv1egMgFZD6zmACOC4tMfUAN8FIFB5uB7wIMKNz22oKs16HqorUg0EHfxSoeaykOEzCdSaQy5fQNPM0ZPNttwS1HRcz7m3umfe66YbIpO1ZD3AA2Dc6CtdxZq1ZN3jUb/6w6op7V6w6cXDzAGeRFMB5mE+eZr3TJyJTwE8OcEN9MZSVIwdwW/WJpT4rgqujnCbAab/4GtSRFSNgu46AwyUCIcEZZPvMDtHWsfSBQvOyS/INfeulDJ72slM3d/JwtecEwFW7e8UTEIHo+e09D3e1N+duuu/B1f2PrtmMhixD1mNweWyhbdkvwcltwIECiBGgmKDmPB4UBmgPG8BNkKZadit8n7TYUqXf7xfkjIWprV7GR96rApmu4ZaZx+/M8NE3zeg+fitjfEtD69LphsIBt+cUwAHgrrsfxJmnLsfOnXuOfXjN4H9++cafd3j+SM/42DBUnWyeBvDo29ogT9PH61IUZla20ro2DpMFBwEqt8FvB7dkCn2pA3DjWkhdFIgBCIIwfaqlpYjOme42z8ObedOF9+Wz1XHfr8iuvuXTDYGDas85gAPAeHkC+ZzHtj12r9xSaz1n/canP7hq1aol6zbt6hrctgeeC2Q8J1Zcoj/qyyog4QAAHjugSatuBHXY1AKcfibtIIJYcDvKaSVWUSvPeJydGX7/FJCzAF5GgGdaIJ3OrfPmL3ysdUbv1XC7/qc8eCV6jvm36f7ZD6k9JwFut00bNgDA2276xYpTRoaHX79p4/rS0PAwAAYeFc/XX1T/yPu34OlUJTlNLJkXfugAT39Nw/MpVpvSkxSAK+usAK0URs4kAiEQBEBjYyN6+vr2FYsNP863nHoPgG/29s2a7p/2GbfnBcBV2zs0ktm1e+jCX93xuyU1v/aBBx5azXbvHkIu68J1w5iWCnwwIEE3EnknWgqM6YnBvzkNpU8dwPcLcv3/aTptTDVSKUq0TcqwHDdDAIf7yBeaUWpdID0vc+2ipac+li80fzubK9Wm+7ecqva8AjgArFu/AYVctmXdpi2nbN2293WQ8qI/Pviw3DSwmY2N1wDmwOEsLHrLQsDaiU40x9t4bwHXdFwPDuCq1ihPAbcBcH1+oqbo4xSokwDX1h3RQOAAYwITEwK+8NA+s0fOnbeEOZx9C5nWm4uNXfeIYGJvT8+c6f4Jp7Q97wCuWjRptmPnrj2zfvij23ipVPz6zt375t//0JO52sQoPBcQIozquQTwCtCcswgUSaeSKikxj03OuYxn4duVZ1M0+zoAB+i2pBVXWYSOUVU23O5yqcur5TyBlpYccqUFFYHGJ32//I4TXvgKUWxoeRrA9kknTz+H2/PzW1nt7nvuhwiCGczNzy0UCt8Z3LI5s2LFg81PbdzeVKlUkXHDwIaaV+k44YMnKExSPUkAXL1ORDljgOuBkzLhmT6ApLxJV7NQ7x0OOI6E44RJJlICXkaikJNg3APPdg3PX7BsqKurs1Yul9+yZ6i6zuF858JjTpzun+awtz8LgAPAjl3DYKGZyt/9+7ury5Yd+67f37vyHwY2b/NLBXbc5oGB7O69Y9g7PIp8liPn8RDkjMHUuWPrbRg9YrlTw/mE7qTmfrMkmMmpjX08ohxhdVgJ15HIZYFsxofjFiFQRHdP70SpUFvZ1NLptnUuu3Htk49+9YTlJ3sAyoCUrtc83T/JEWl/NgCnbfOW7chkXNz52wfwyrNO9nzfv3Ld+g0z//TIup6hkdFTuZzA7l3bEPg1DI2Mo1qtwctweJ4Lh3OdyMQjE65qiNjyIaUnynLHhfHtYE6SmiiHWG9joU7NWYBsRoBxF5IVkM97aC65q9tbM7ylbfauXEP/QEf3nB2ZjPuRHQP3Vjt6T4QQPhoaZ073pT/i7c8S4GltvFwBpFyUyWQuGty6Vfz6179BeXw8C6fwzl279xRLBQfDQ3uwdfsuBIFENsPhZTMQQup0XofHYA4BHVtwAHAcBteJKYoCtKMml8oo9yNKYvYDoBYADgvXfK/WgHyxFR0dbWjIBWhsahnbsm3saw0NpWD+ggW/XrBwiSOEeBrAo66bm+5L+qxofwF4nbbqifVwXccrlyvnb926tZDP8ppfq5xXqQav9gMJlwusf+pxDO4YRqUi4DgMXsaBX6tidKwMKSUyGY6s5yAQErWagJdxUMgz5DLARE0iEAw5D/AyUXqsk0M+58HLSLgOMDou4csiTli+FIW8A98Hqj67tdSQ/2kxLzMzZnaOe17uRyLwq83t/dN9yZ6V7VmVD/5sascsOgoAqgC+BwCj+0bBgN8FUlwvASH8Gsr7tmPvvioEBDyHI5932QtOOPVL69Y/vbDqB0He4yjmHZQnBMbKAYp5F8U8R6kgMFoWGK9wNOQ5clmBQDhOa3vv6rWrH/lQzvNlxgVqQiDrNuO4409CPpeFEJILgScBbCg1lqb7Ej0n2l8s+BS2wS1b4Pv+3Icefiw/UfORz4YAHy8HGC0HKBVc5HMcjUWB0XGB0bJDAY7Z/YvL3HHX9XR3T/dXed60/wclJ/N5uWFYcQAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0xMVQyMTozMjoyMC0wNTowMJWaOHgAAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMTFUMjE6MzI6MjAtMDU6MDDkx4DEAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjMuMSwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/d3fzzAAAAAElFTkSuQmCC', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 179681000
{'hecke_orbit_code': 1786739950096, 'n': 1, 'trace_an': 48}
-
id: 179681001
{'hecke_orbit_code': 1786739950096, 'n': 2, 'trace_an': 0}
-
id: 179681002
{'hecke_orbit_code': 1786739950096, 'n': 3, 'trace_an': 0}
-
id: 179681003
{'hecke_orbit_code': 1786739950096, 'n': 4, 'trace_an': 0}
-
id: 179681004
{'hecke_orbit_code': 1786739950096, 'n': 5, 'trace_an': 0}
-
id: 179681005
{'hecke_orbit_code': 1786739950096, 'n': 6, 'trace_an': 0}
-
id: 179681006
{'hecke_orbit_code': 1786739950096, 'n': 7, 'trace_an': 0}
-
id: 179681007
{'hecke_orbit_code': 1786739950096, 'n': 8, 'trace_an': 0}
-
id: 179681008
{'hecke_orbit_code': 1786739950096, 'n': 9, 'trace_an': 12}
-
id: 179681009
{'hecke_orbit_code': 1786739950096, 'n': 10, 'trace_an': 0}
-
id: 179681010
{'hecke_orbit_code': 1786739950096, 'n': 11, 'trace_an': 0}
-
id: 179681011
{'hecke_orbit_code': 1786739950096, 'n': 12, 'trace_an': 0}
-
id: 179681012
{'hecke_orbit_code': 1786739950096, 'n': 13, 'trace_an': 0}
-
id: 179681013
{'hecke_orbit_code': 1786739950096, 'n': 14, 'trace_an': 0}
-
id: 179681014
{'hecke_orbit_code': 1786739950096, 'n': 15, 'trace_an': 0}
-
id: 179681015
{'hecke_orbit_code': 1786739950096, 'n': 16, 'trace_an': 0}
-
id: 179681016
{'hecke_orbit_code': 1786739950096, 'n': 17, 'trace_an': 0}
-
id: 179681017
{'hecke_orbit_code': 1786739950096, 'n': 18, 'trace_an': 0}
-
id: 179681018
{'hecke_orbit_code': 1786739950096, 'n': 19, 'trace_an': 0}
-
id: 179681019
{'hecke_orbit_code': 1786739950096, 'n': 20, 'trace_an': 0}
-
id: 179681020
{'hecke_orbit_code': 1786739950096, 'n': 21, 'trace_an': 0}
-
id: 179681021
{'hecke_orbit_code': 1786739950096, 'n': 22, 'trace_an': 0}
-
id: 179681022
{'hecke_orbit_code': 1786739950096, 'n': 23, 'trace_an': 0}
-
id: 179681023
{'hecke_orbit_code': 1786739950096, 'n': 24, 'trace_an': 0}
-
id: 179681024
{'hecke_orbit_code': 1786739950096, 'n': 25, 'trace_an': 12}
-
id: 179681025
{'hecke_orbit_code': 1786739950096, 'n': 26, 'trace_an': 0}
-
id: 179681026
{'hecke_orbit_code': 1786739950096, 'n': 27, 'trace_an': 0}
-
id: 179681027
{'hecke_orbit_code': 1786739950096, 'n': 28, 'trace_an': 0}
-
id: 179681028
{'hecke_orbit_code': 1786739950096, 'n': 29, 'trace_an': 0}
-
id: 179681029
{'hecke_orbit_code': 1786739950096, 'n': 30, 'trace_an': 0}
-
id: 179681030
{'hecke_orbit_code': 1786739950096, 'n': 31, 'trace_an': 0}
-
id: 179681031
{'hecke_orbit_code': 1786739950096, 'n': 32, 'trace_an': 0}
-
id: 179681032
{'hecke_orbit_code': 1786739950096, 'n': 33, 'trace_an': 12}
-
id: 179681033
{'hecke_orbit_code': 1786739950096, 'n': 34, 'trace_an': 0}
-
id: 179681034
{'hecke_orbit_code': 1786739950096, 'n': 35, 'trace_an': 0}
-
id: 179681035
{'hecke_orbit_code': 1786739950096, 'n': 36, 'trace_an': 0}
-
id: 179681036
{'hecke_orbit_code': 1786739950096, 'n': 37, 'trace_an': 0}
-
id: 179681037
{'hecke_orbit_code': 1786739950096, 'n': 38, 'trace_an': 0}
-
id: 179681038
{'hecke_orbit_code': 1786739950096, 'n': 39, 'trace_an': 0}
-
id: 179681039
{'hecke_orbit_code': 1786739950096, 'n': 40, 'trace_an': 0}
-
id: 179681040
{'hecke_orbit_code': 1786739950096, 'n': 41, 'trace_an': 120}
-
id: 179681041
{'hecke_orbit_code': 1786739950096, 'n': 42, 'trace_an': 0}
-
id: 179681042
{'hecke_orbit_code': 1786739950096, 'n': 43, 'trace_an': 0}
-
id: 179681043
{'hecke_orbit_code': 1786739950096, 'n': 44, 'trace_an': 0}
-
id: 179681044
{'hecke_orbit_code': 1786739950096, 'n': 45, 'trace_an': 0}
-
id: 179681045
{'hecke_orbit_code': 1786739950096, 'n': 46, 'trace_an': 0}
-
id: 179681046
{'hecke_orbit_code': 1786739950096, 'n': 47, 'trace_an': 0}
-
id: 179681047
{'hecke_orbit_code': 1786739950096, 'n': 48, 'trace_an': 0}
-
id: 179681048
{'hecke_orbit_code': 1786739950096, 'n': 49, 'trace_an': 36}
-
id: 179681049
{'hecke_orbit_code': 1786739950096, 'n': 50, 'trace_an': 0}
-
id: 179681050
{'hecke_orbit_code': 1786739950096, 'n': 51, 'trace_an': 0}
-
id: 179681051
{'hecke_orbit_code': 1786739950096, 'n': 52, 'trace_an': 0}
-
id: 179681052
{'hecke_orbit_code': 1786739950096, 'n': 53, 'trace_an': 48}
-
id: 179681053
{'hecke_orbit_code': 1786739950096, 'n': 54, 'trace_an': 0}
-
id: 179681054
{'hecke_orbit_code': 1786739950096, 'n': 55, 'trace_an': 0}
-
id: 179681055
{'hecke_orbit_code': 1786739950096, 'n': 56, 'trace_an': 0}
-
id: 179681056
{'hecke_orbit_code': 1786739950096, 'n': 57, 'trace_an': 0}
-
id: 179681057
{'hecke_orbit_code': 1786739950096, 'n': 58, 'trace_an': 0}
-
id: 179681058
{'hecke_orbit_code': 1786739950096, 'n': 59, 'trace_an': 0}
-
id: 179681059
{'hecke_orbit_code': 1786739950096, 'n': 60, 'trace_an': 0}
-
id: 179681060
{'hecke_orbit_code': 1786739950096, 'n': 61, 'trace_an': 0}
-
id: 179681061
{'hecke_orbit_code': 1786739950096, 'n': 62, 'trace_an': 0}
-
id: 179681062
{'hecke_orbit_code': 1786739950096, 'n': 63, 'trace_an': 0}
-
id: 179681063
{'hecke_orbit_code': 1786739950096, 'n': 64, 'trace_an': 0}
-
id: 179681064
{'hecke_orbit_code': 1786739950096, 'n': 65, 'trace_an': 0}
-
id: 179681065
{'hecke_orbit_code': 1786739950096, 'n': 66, 'trace_an': 0}
-
id: 179681066
{'hecke_orbit_code': 1786739950096, 'n': 67, 'trace_an': 0}
-
id: 179681067
{'hecke_orbit_code': 1786739950096, 'n': 68, 'trace_an': 0}
-
id: 179681068
{'hecke_orbit_code': 1786739950096, 'n': 69, 'trace_an': 0}
-
id: 179681069
{'hecke_orbit_code': 1786739950096, 'n': 70, 'trace_an': 0}
-
id: 179681070
{'hecke_orbit_code': 1786739950096, 'n': 71, 'trace_an': 0}
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id: 179681071
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id: 179681999
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