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mf_newspaces • Show schema
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{'Nk2': 364, 'analytic_conductor': 0.7266386583936515, 'char_conductor': 91, 'char_degree': 4, 'char_is_real': False, 'char_orbit_index': 28, 'char_orbit_label': 'bb', 'char_order': 12, 'char_parity': 1, 'char_values': [91, 12, [66, 15], [10, 9]], 'conrey_index': 5, 'cusp_dim': 32, 'dim': 32, 'eis_dim': 16, 'eis_new_dim': 16, 'hecke_cutter_primes': [], 'hecke_orbit_code': 1855459426395, 'hecke_orbit_dims': [32], 'label': '91.2.bb', 'level': 91, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [7, 13], 'level_radical': 91, 'mf_dim': 48, 'mf_new_dim': 48, 'num_forms': 1, 'prim_orbit_index': 28, 'relative_dim': 8, 'sturm_bound': 18, 'trace_bound': 0, 'trace_display': [-2, -12, -6, -6], 'traces': [32, -2, -12, 0, -6, 0, -6, -16, 8, 0, -10, 0, 0, 28, -44, 12, 0, -4, 12, 0, -26, -8, 0, -12, 0, 24, 0, -6, 16, 0, 24, 4, 48, 0, 28, 0, -8, 0, -6, -132, 0, -16, 0, -42, -24, 12, 30, 0, 0, 88, 0, 36, -12, 78, 0, 0, 40, 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-384, -50, -54, 0, 0, -208, 0, -6, 116, 108, 0, 0, 364, -110, -240, 166, 24, 0, -8, 0, 84, -216, 2, 36, 0, 104, 240, -112, 186, 168, 0, 0, 0, 224, -44, -66, 172, 0, 0, 102, 40, 28, -240, 0, 126, 0, 118, 424, -70, 636, 0, -444, 0, -304, 4, -132, 0, -104, 0, 0, -16, 56, 120, 0, -102, 336, 0, 188, -272, 0, 24, 0, -234, 0, 6, -24, 0, -162, 66, 294, 0, 128, 0, 134, 0, 8, -156, 0, 340, 0, -240, 312, 26, -36, 0, 0, 180, 0, -168, -124, -318, 0, 0, -136, 164, -18, -268, -132, 0, -130, 0, -120, 432, -78, 120, 0, -224, 124, 214, -186, -60, 0, 0, 0, -300, -324, -270, -44, 0, 0, 160, -104, 164, -72, 0, -126, 0, -18, -56, -84, -348, 0, 198, 0, 50, 4, 20, 0, 6, 0, 0, 204, 60, 168, 0, -6, 336, 0, -118, -528, 0, -330, 0, 132, 0, -86, -96, 0, 300, -96, 96, 0, -56, 0, -166, 0, 32, 480, 0, -152, 0, 152, -30, -46, 6, 0, 0, -124, 0, 192, 16, -234, 0, 0, -236, 222, -168, 364, 552, 0, 8, 0, -148, 240, -18, 504, 0, 408, -36, 76, 120, -152, 0, 0, 0, -48, 144, 84, 144, 0, 0, -408, -156, -144, 288, 0, 102, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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{'char_orbit_index': 28, 'char_orbit_label': 'bb', 'conrey_index': 5, 'conrey_indexes': [5, 31, 47, 73], 'label': '91.2.bb', 'level': 91, 'sub_char_orbit_index': 28, 'sub_char_orbit_label': 'bb', 'sub_conrey_index': 5, 'sub_conrey_indexes': [5, 31, 47, 73], 'sub_dim': 32, 'sub_label': '91.2.bb', 'sub_level': 91, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 28, 'label': '91.2.bb', 'level': 91, 'portrait': 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vscPW04NqdJGTLVSjnVVgwGI9I4QQhJUKtz3gafnetH1EIwRjC3Yrhgk6Eepsy1fY7NKwIFvg+jgeSibQm9UUzgSXylOTYfcLrtUw8MF20ZsLDkoQ3UQ8n2DTHnb+7QqI8QAqJY0u43OLscMtuUpEnIsbM+R04Ljp5JONOO8Osjrrqgx4+9XjMaznD4VIvjZxVn5lNOL8acWDAcWDBcfckCv/ruJTZPT3Hk9AxnF+vMLfksrAiW2ilLnZiVTsrcimaup8zs1q36TTdf9MC/+sFL/03Q2HUQ0qNCfOcXfH3HA/z/94HPouNke2N25neOHT31tu3Nj/OOm+fp9jYxvzzBwkqdpZWQxbbHYgd7ctoxCyspZ9tweF6wcf0yv/JDS1x/cZ3jZ2Y5dqbJmUWP0wuGs4sJJ+ZTTiynbFjX47tu6HPhFkUzDPFljYWVkPklxfwKDEYQJwZPGRq1lOmJhMTAsbNQ9yNqoYcnU1p16AxCmvURAmiEmqV2yHJX0qwLljqCxW5KIzQYoFlTrAwF0/URnlTU6xGBJzl62ifRHrMtQTMUKAVJIugPBfMr9mJa6MT4/pBaI+GCbSPecH3Mpqkmp+enOH424PQCnFlMmFtKODYPh5cM112+wH98zxKbpqc4enrGrhI5uDXLnZjlTsJy1zDfFRxvK/qdZf7Vewb80k+8itjs/NuVle7P+Z48vumC73u+IfKct+9YDX7m7DwTrcbU4aOn/vn/+NAXrnvoa4+87ZGn59i62Wf3BYobLupYTZ1KtJakGrTxMFphDGBAiBQpDIcXpvlPfyn55ffMc83OmKnmDBONCZq1kMmGz3RLsmlZcmx+ik/e1kAFIy7dMeS8zSnd3oDz1ie8/mUpo9hDoLn90ZClXkgjHXFyQdHu1ti4LWSxD2fn4eLzJAfPGHZv9ZlqRJxcVmyaSki1ZKFbZ6Gr2TQTs9RWTDQUF2zpc/hUyCU7Ek7OG1Y6dS7alnLepohjCykTrRHtbswdj9UASRRrXnrlgOvPMyz2fC7cEnHxeZJA1BkM1/HosyFzS5L5pZSFlYRTi5rD84JuMuSFl67w79/VY8PEDEdOTjG3XGN+xWexLVjuaFa6Me1eSrtvWO4L5geKlX7MTVe0eccrFumd/SyLvYvfFnOB2bTzex7uDwbvT+P+ysTkuucbMmveviMZ/Ctf+zq1WhguLq38/sOP7v3hh588qg6e6LCchMz1Ndeef5bf+sk5rrygwZnFaZbaTZbaNZY6Pkttj+UOLHdSlrsJS+2EhQ4cWxI0Jwe84OIV3v6yERdtqdPrT3JyvsH8ss9iW7LcMSysaOZWNL1hSjfSDEcJG6ZGXLJDY4wg8Az7T4YkaZ2dGyUXbU+ZnhoytxzxzOEmV++CqYll7n5img1TEVNNwWLX56JtEVGU8NDBSaI4ZfdmzXJfMNMasm7S4+6nYqYaDa7clfLM0Zi5JZ/ZVshF2ww7NkdoIg6cVPi+AWO49PyYdROC/iCkPwzoDTzOLnksrAj73TspC+2U44uCdpyw67wOb7txmesuUkzVJzk5N8HCSsjCisdiR7DctuBe6aasdA2LPTjTk5xtp7zwojP8159cYPf2Josrkyy1fQbxBgguTGc2XPKhWn3qp5N4NLrympc939BZdfuOAvjc3Bye5/lf/vIX/enpdb//zbvu/8G9+094/UjQHQhWBpKzfcnZbsILdp3hv/7EIldf0ODs0jRL7QbLnZClTsByx2O5K2g7kK90E5Y7hpMrgrM9zeREn+sv7vDOVyZcvLVGf9hkfrnOUieg05N0+oLeoJAkUSLQGnzPUK/B5lnN1vVDUCP2HE94+mBATdV55bUxftDmkT0tNq9XPLIvZdt6RX+UMlFPmV/WXLVbML+sadZ8BkPBtk0JD++psXU9PHxgRCDq3HQ1BLU+Tx1OefZIHUnAllnFlhmo18D3BKkWxAnECQyG0Btqun1Np69Z6sFc29CJUy46v8s7XrXC9bs10/UGS+0JTi80WGwHLLWVJYNuSruX0O6mrPQMSzm4NddffJb/8hNzXLajzsLyFMvdBu1ujZWux3JH4NW2Jrsuuu4vTp6e/+nXfdfr4yRJ4nXrvnOqFr9jAL6ysszk5JR3+PChX73jjtt++MDBQ+uXV/phf6DpDTSdgaYzEKwMBHMDyZluzHXnz/FbP73INbtC5nKQ11jpBqx0PVa6gpWusUtuN2Gll7Lcg7NtWBoZhBryPTe2uWx7wvW7DVPNGu1ejSTxSVJFnEhSLQCDNobQT5ho9XnsoGQ4irnt4RYirrFra8CNV/eI9DJfvX+Gq3YFzHc7nDjd5AWXxDx71CM2hsOnDP/Hm4ccOqmJdYtnj2teuFtwdK7P4vIUV10U87WHB8SjJi+9wmfX9ggjOnzlEcFoKHjiQEir7tPwhJVhgNYQpYY4NYw0tPuaqckh114y4Irzhrz5pSmKBt1ek7nlBkudwIFT0u4aVnoJnV5ij1HPsNiXnO1J5jsJL7r4LP/tp+a5ZHuNhZVpVrp12r0a3Z5Pu+fR6Ss6PUGsg9GWrTvnX3XzzR/aufOCX2m3V5KpqennG1LAdwjAb/3UBzl26Inaja/+gV88cODQLz/++BNiOEoZxZrBMKU/0JahhobuAFYGgvmB5Ewv4fqL5vivPzHPVRcErLSnWFxpstKt0e4FrPQ82l1Fuyfo9DWdXkK3n9IdaNp9w1JfsDww9KKESy4YMllP0EnCm28ccPWulFGs8KRhFBs+c1eDfSebbJ7WHD0V4FFn91bFVRcZao0eD+zpc3a+xbUX1ZmZWeGORwNesDNgoddl0G8yvc7w6F7Je24Z8vBew4aZkN6oy/LKFFdc1Ofrj8LGiQmuvaTHmZUV7ntymobf5OoL4aLzhiivx8Ezmo0zEUdPxXz27pBBrJASothwzUUjvvtlI+LYY6oOV5wv6A0adHp1VrohKz2fdk/R6UnaPej0U7q9lE4/pdPXtAew1BOc7kmW+yNefNEc//knlrlyZ43FlQlWeg06vZBOP6Db9+gOFL2BXVn7Q02awhVXXGV2nH/Br+7YseNjF+w87yAwfL6LuJ53gH/9S++j2Qgac/O9n19c6vzqwmKXYSQYxYLhyDAcpfSHKf2hpj/UdIea3hA6QxsAne5orrtwkXe+aoG33pgyUWsyvzzBcqdOuxfS7vmWafqSbh96A2N/30Dbx5GhP4L2QNCPDFGqCQKD58JvX0EoDUZLQt9j3YRi2wbJ+VsMOzYPSEWHW+9TPHtwgtdcG/DSa5f5wOdSpoIZXveSPnc+ETNZm2TL5h7feLjO99yYcttjKTvXhTQnutz9WMh3vcin1TrLBz4zw8svr/Pq6zs8cWzIl+/1MUmDHRsDdm4WbNuoWTcVEQYx2qT4XopStmwk8KAWCOLYoz8M6PQ9+kOP3lDRG0h6A+gNDb2BptdP6Q3shd7JCKMnONs2TEx0ePtN87zzlSMuP7/OwnKLdq9Otx/SHfh0+x49B+7eUNAfGUYjzXCUMoxSwlpTv/EN3xVfvHvX9d1e78lrrrr0/70Af/yu3yIM/Vq7M/jFufmVf7+0PJCjyGcQSQYjGI4Eg5FhMEotk480gxzo0B0JloaSuQ5E6YD3vP4s3/uSPtdd5JGmLZbaTZa7Nbp9n+7AnZihpD8UDIbYCyjWjCJDnGiSxJBqSDVgQCqB7wlqPrQaksmWYPOsZtvGAVOTbb7+hOG2BwICOcl1FwVcc0mHhw/1eHLvFK++1idsLPH5u2q84YaQ6akFbr1zmldeJ/jUfRGb6g2+66Udbr3X0FBTvPKFQx4+2OXJfZNct6vGtZcMCcJFvvyQ4s7HGsw0QrbPemyaFUw2Ja0G1ALwfYOS9nimqSDRECeCOBaMYsNwBIPIMBxqBiNHFCNLEt0hzPUk812IxZAbL1niTS/t8J7XpoyiCRZWmnT6Nbr9gF7fLy6W7BiODIORZjRKGUaaYaTp9WO8oKmnZjb8p2Zr8jejaDT8/f/23ucNY8+rTTjRirwk7v17Ey/+vC8iOdEI8VSKlAYhJFKAEAIhFEIIpExRApQEqQyeZ/CVpu4J5vsNPvKV7XzlgTZvuG6Z77lxhasu6DE71WCx3aA7COkPfPojj8FIMRwpRpFgFEviBJJUkaagjb3qpQTfg9A3NOua6YmYbRv6JKbHvpMxn7o34JmDE8zU61x3scdNL+hw19NtvnrPJDdcHLJhdsAXHjTotM7MRMRiZ2QvGmDTVI/lhRAlarzk6iW+fHeN42fqvPGGPkm6yO2PriNOa7zw0o286cVtdm5pc/eTHo8fr2MOh2yblcw0BY2aIAwEnhIO5AZtrC5PUnvRRrFh5C7iYQT9yK5+yyPBchekN+SaS1Z4+01tbrk2Zt1EnUWnt/vDgO7AOjS9gWIwlPSGgsFI0B8aC+pRwjAyDEeaUaQZJYq5lZ6c7/CLV1+1/rzf+tUfe+R3fv1fvM/3n5+k+f9WgPeGBuUhQvU2ky6//r3dpX1vmJ9buNFXadBs1BEyRggPIUAIkA7kUojSc1BKoFSKryBQEHqaumeYGCoWOjN86Cstbn+8yw2Xt/nh161w6fY266ZqxEmNwSikOwgYDD1GsSJJJHEq0VqgjbDgFoYwTGmGCWEQI9WQufaIzz4gOXom4NDxaUxcY/c2n0vPV7zgkg7Cn+PR/ROcN1vjigsMs9MrLLZrbJ1VIDWfvy8kRFIPDd/94gEf+XzK6fmQ9RsUC90RTx0M2bp+musunOfOx9vc8/Qkw1HAJefPcu35fa48v8P+UyscPWu456kGh441CIUk9CTNEGolJjcGUm1IUohSiBJBbyToDAXtCGKdINSQq3Z1+JHXdrjhMs32DT79wQxzSw3L2MOA/sBKnMHI1qYPRnbly1bVUZQyHGnH3vYCGkSGSCvm5/vh8sOHfuwXf/uTK1MtqX7m1//2d1566Qo/+LYf/ccLcKMj0MEb9h/+xf8ykfze1oacnw29GmmtgRARYCy4pUFKG0ApKZHSygWlFJ6SeF6KpwS+pwk8TehDLTDUg5SpmqQz8llameET35zkrqcHTDUHvPuWNrs2rpDEHhdtM1yyUzEcWbck1RJjrFpTMiUMEg6chMNzgkGi+auvNljpTTHsB8zWFVtmPHZs9rhgq+CKC9ukcpE//GyLXnuSGy712LW9y+OHUzrtGtt3QbOe0IlqhIEEYwh8n5UhnDgrufj8kMt2Ddm7L+LJA3VuuGKGf/bGBf7k810e2NuiN/BYbLe4YGuNy7cNeOmlXb77xV3ag0X+8qt1+nHA8bM+TxwOCDxLBAAaK7USrUki2Lwx4rJL+ug0ZtfmET9w84jJhsem6YAornPibI3+IGAw8ukPPQdqxWAk3R3H1CbX26Mc2KYEcOhFgl7qcejECk/+xe1Tr7lu+td+7B0Xpm++4rfet/zhv+Gfv+cd//gA/h//x6doTUr5tds+csnDjz9y5RU79nPLtT5RLDFGkYUDAhDCIIWxbC0NSkqUEhbcSuB5Cs+T+F5K4KcEkSEcaWq+oRlrJmowUxf0Ikln0OJYu8Wvf3gW0hhJwhUX97nkvIhRJDA6xRgbqEkpkFIShAFPHgw4cKxGPfBpepJ1TcGuLZINMx5b1kt2bNZcvGOZmEX+x2daHDs6yfW7fS7crpFeh9seDplu+MxOwfTEkGa9hsL6151BwGJPs9g2rHSb3HJdm8f3RRw86TE7WeOFl03xz960xP/4NDx8oElvaFjpeZxZnGDzbJ31MyO2TA74pR8Y0Kh1ePa45olDijA0SKWRwuksYzAaokhwyXkJ1+xOEcYjjgMw0wyjkNPzPv2Rz2DkMRwphpFl7GEkGI4kg0gwHMEwchIk0jaojLTV+JGx8ieGQSzoRYJOJFiOBKNUY/pD0v6TLUbLv3X7gX8V//S7d//RT37Pn6fe1A/94wH4L/+PW9l+wXb/X/yHj/3If/yDvf/lnkcPccsLptm2rsPF2/oW2AKE0EihUUrjSR9PGjzl4SljAa1skiPw7X3kC0aRJPQ1oyClHhmrORNr7U3FmijBOjKJZJSGxEmNA4dbPL3fkBrQzlBWwsodXwlCD1ohXLoBWnWYakqmW4rZKY/107Bj84gt61cYmSXe96lJDh6a4toLPHZulezavsyDB0ccPzPNS3dLpic0gTegJn2UwfrqGtBDljo1Ts173HBFncsu6PDE3pB1k5JGrcXVu1N++q3LvO/TmqdPtmj3NO2OYn7ZY91Ui5nJOlOthIlGwnQj4vXXx4R+jK8SlNJIab+XMQKtJVGiWFpSJIlHlCiiWDGK3WMk7T2WDCPJKBaMIsEwglFkHLBTotiCOmPuUexYPYZhLOjHgk4kWY6hF6Uw6HHVrjb/4l1tXn7Fw6EI9O/FC7FO1HV/Nlj4i7i+7gf/4QP8d//kS2xbP+k9tufgP33w6aO/e89DJ33ULJ+/d4ASkl/7qRUu3drDU9oCXNq7khqlfJRn8JTC8xS+Z/AjSeCVAB4oIndy4tgQJZoo1sSJDbKybF+SGrdkG7S2wWSWLBEucPWktdtCH8JQ0qhJmjXFZEsyPQEbplN2bO4z0VrmE3fG3P30DCsLE1xxnuL8LR4Xbh8h1Aof//oEGxqKmUnJuqkRdz4pOXlWcfFmiFPBBRtSXnbViL0HplhsC5baLb7vFR0e2jvk0ClJsyYJ/Eku3wX/4YcWuPOZAZ+9Yx0LXdixIWW54zHVUky2Qlr1gGa9Ti3U1IIU39OWEKQBYSyRA1rb1SPVkiQRJKkkTgRRIohjSRQLRoll+yiBUWQD1CjWRJFmlNhA1b5nGMYO4I65B7GkHQtWYhiOEoh6XHneMv/5pxZ5w4tThsMWyWif311uvt8EM8p4O/9o4dink3XnveUfNsA9InH4+MmfeuKJA7+xd+9xv9GaYJhqtPS59X7FIFa85cYu73ptj8lWiurX8aTG8zSe0nheiu95+JFH4EkCXzHyLaCjQNgTEwuiWBElEMeF5ZekmiQ1ObjT1GAcaxtjgQ2gpEBJgecJAk8QBpJ6KGnUBRMNw1QrZf1UxIaZLshl/vobio98eZZ1tRpX7hCct9nnvM2aHZtW+MIjmqXlOldvl0xNSKYnIo7M+XT6HkpBmkpadcWWjQn3PKFZ6WjOLIZcvqvBy69pc/t9IdNNCMMApSa5Yhf809fN4cs5PnXnNHtO1tjUiVk3mTDZVLTqkkZdUQ89wsAj9K2H70mcG+VOhLEXtTaCNIVEC9LEXnBJakkgI4g40cSxdmRhiN2qmIF7FMPQrYyDWNCLBZ1E0o010WjEpN/l3W9Z4Htf3uOV10C322QUhcRJwHD5uE8w9VtBK/CFDN/nrr9/mAD/wJ/fitb65x5+bO+v7j9wvLmhoegnhm4i6cmQWCq++rDPfU/XWegu8t7v6zM7ldAbJHjDBF8F+LFP4PkEXkrgewSxJgwkUaSIEkHk2Cdno0SQJMqetNRY608bUm0K1i4xtxBYm01hV4YA6gE0appWww72WT81ZOPsMvfujfjjLzQ5cGyS8yZ9dm0SbNsYsG2j4MJtPYS/zNcenmY6VMxOSqaahqnWgImWJvAlQlgLbxR5rHRjOv2Udk8xv+LT7be45dqzfPG+PgdOt6iHMZ4KEGKSXVslP3jzIjdceoYPfn6SB5+eZmtXsnEiZqIhaNbsBRmGktCX+J6zDpVwVqvDuHGSxRR+f5pqUpfqT3JiyIBuAW1XQcPIgXqUWEkySASdWNBNYBjF6OGQiVqH937fIv/6nX3qQUCnX2cUBURxQBT7jCKPYftoMxh4vzaz8Wp19NnP/vaOi9/8Dw/gnU4X3/f/+R/+2ad+9djxE5PNEPzU4CnwJYSJoCt9BlLRiXz++8d8Hnp2hXe9ustrr+8wMxnRG9QIooDADwgDe3Ci2Ha/RIEiSiRxIolj95g6gKeOpVJhy2idBWiMsNg21goU0kkTZQupAl9TCzSNWkKzljDZGrFhpktn0OO/fdzjtkdn6Xaa7FonOG+DYOt6C+7zNw9pNZb4yNcCTp5uctlmwXRLMT2Ros2I7kDgSQs2bSyLTzYSpEpY7vmsdODsUp3d59X5wVtW+OuvBRyb8/G9GCV9jGkRp4orti/xK+/pcPvjPT74mXWcPtFg8yRM11OaYUo9LOIT35N4ygXOAoQL4g3FhW4vfNCpJnErnAW6JYckhSixAI8SwSh1rJ1AL5H0EhjEmjQaMVnr8vqbl/knr+5x01UaKRostWsO2AFR7DGK7fkbRYru8MzkKD54y4tetee3v3br7/OaN/70PxyA/+Z/+z1+8zf+o5zddPG1Tzx9cLLmGSsDEmMTNQJ8afATQSAFPVmjE3ncel+NOx9p8prr2rzjNX1e8YKYqYmAKAoZRgEj3yeKPeLEd5JEkSTKgVuSpIIkkaRppjeF09sCPcbc1k/XKAW+0vi+1bDNWkyzHtFqDFCqyzefMnzy7gnueHgdm5qKyzfDphnJpnUBWzZItq6P2LVtmYcPDPnMnRuYDRSzE5KJpmT99JB9Jwx3PhIijb2Y0lQgULzy2pg7n4iYX6nR6aUsLHtsXd/irS/r8djBNk/sWUcjSFBKAD46bTAaKbZuDPknNy2zeeoMn7q7zj2PT3OyU2MmFEzUDM1AUwsg8FI85XIG7vuW89YmkyzaeuYZoycO2EkKsXYro/PSB4mgn4gc2DqJmA17vPJlK/yT17S5+bqEhhcQxbZuJYp9RrFPnAHbkVMcW5em3Tvzui99+vL/HLH5lz//qT9Mv/utP/mdDXA3Taq2sLCw4/3/40/ftXfvs/+00+lRr0lUbBMR1vazGtGTEKQQSkFP+vQTxVIS8Mm7Gtz2WI8XXdrlvW/vcdWuiOlJjzQNGAwDRrFPFPvEsbJVf6lN2KRakSaCRFvnQBuB1kXlncnBbZDS9kT6ShP4KY16TD0c4akRw2TIU0c1v/+5KR49MI2XhuyeNWycMqybUmyYCdg0K9myPmbnli5nVzr8+VebmLjG5g2CyZbHZNMw0YgYpCnaKAIpENIxuFYoT5FoW1vT6aesdD1OL9S5dKLFu29Z4Tfn6hyaa+B5sZU2xiPRNUaxpNsPeNmlXV5yaZsnDh/n9z87wd5jLeaX6oRSUvcFrdBQ82z3ka+s5Srl+PkiD7i1hsS5PFbeQZQKIi0YJoJBCv3YMIoSPBOxbrLH1Rd1+dfft8J1Fye0Gj7RqEWnHxJFPlHiu9XWI0o8YufYWGKSRLFkMIr8zmDh39SbIqG+/jc++bEPDL/3+3/iOxfg+/fvp9FsXPLsswfuW1pa8EfDvqiHiijWNtWeWHBlIFcSvBQCaagpQV0Jel7I0PdZimp86SE7APO7XtLmra8acMX5Pc5bN2Cy6RHFPknqEyceo8gjThSJlqSpcsCWaA0GUYQxDtyBry3DeSm+F+OriNPLCftPae560uOxwxPc//QUSVxn84RhQ8swMyGYnVTMTvlsmJFsXpewdf2A6aklPv5FuPepKa7eKpieEEw0Ja2GptUY0U0jAl/hJVYqGGMdDEaS/jCl4wqg2j3DUsdjbmmCGy/r8V0vXuJPPhfSXJQoEVtAao84CRjFkv7QZ91Ujet3d/nAe3vcv6fDY4d97nuixfGlGnsX6oRKUldWHgWeIfQNecbBHZaMyVNj5VysLXNHqU3axKkhNgkmiWkFQ3ZvHnDZ+X2+99U9XndDTCvwGQ5bdNoBcRI4MPtEiWXqOPFyUMcO2HEs89fDUV/0h0u/3GiJNKjN/tZffeSD/R94949/5wF8bu4M69dvrN1zz93fe9ttX/NHw4GshR5RYueHZMmbXKpIrJ2V2Io9P4FQGeqpYJAK+ipkFPi0kzp//fUJvvLIgO2zA974si6bphPO3zTi+kt6CDxmZySekqSph9YSY6Rj7mxdNo65NUbYpoDBSCO9hHv2eBw8LfnSAw32n2qxslInEL5l6xnNZMP64FMtj9kpj9kpwcaZhM3rBmzZsMy9T1tpsnXSY10LJpoeEw3BZDNByohnjirafcW2ptXBxsAolmycFVyyY8Q35w3tgaE7sCy+sBJyZnGKt79sjqePLPLgk+vxlQERYwwkqZVow0gxGHq0ewHTrSavuKrHq6/ts3jLPAdOwRcfrHHwVMhDexsI32N+6DFcVEghbX2PTak5kBsHckNqNCbVKC9lZmLEpIi57rIB528csmUm5k0vjdg0I5iZUAyGkyytBMSJl9+jxCNJVAngkjhRtgAsKYAdJ9YBS7Sku9JlMFK/8rKbXiSvv/7Fv/ma171luHHjxu8sgNdroXfs6KF/d/zY4f9zNOzLWs0nilOg0Lx2mTRIKVApDugGP7UgD1IIUwvylmeBPvR8Rr5Pe1jniaMJjx+ZReiY7RuGXLtzwGQz5aYXDdkyG5PGCUa7E2cKaUL2t5Uh0nD/E3WePtQgqEkeOdjg1GKdmucxEUh2zBimapqJmqFVl0w0JJMtj6kJj9lJWD+dsHFmyPaNHVKW+chtUywuTnDlds1ky/ZYthqaiUaMMTEPPB2wuORz4YzNLhoDo5Fkw5TkxZcP+OajKd2BpNdP6PQUy12fs4tNLt814D2vbvPAnjqHFydQQgOxqzHxXYJG0B9JegOflV7IRKPF9MSQ6y8acOPlQ04vDnnycIdaPeXJQx4PPBGSGomQgrxOO7cRDRgNWpMmhk3rEm560ZDpuuaqnZpt6wVJ6qF1g1Hss7BsV0/bGJLFQh5xIvNmkTiRea1PBvDqo618TLVicakj9+078G9mZjd6szOz/wFIvmMAPhgMiKLoP919993vffrpJwMlBUaBMRKBQQiDEE6mSF3S4gIvtYGNnxpiF9yE2i6N9VQQa6sFR4EgSn0i7RNrw8n2BMce0EiV8qVHYxpegjbaniRju9Xz5L+Q9i4lWijaPZ8k8gg9SatmuHAWmoGhFSTUQ2jWBI2aolVXTDS8PNEzO5WwYXrIpnVdEr3Mb32szqP7ZzlvnWGqKRy4Bc16SrMW0WwMqdXr+C7QE04WpFoQJT6DwZCVoWY6tIVo3YGm3VUsNwKOnZnkmgtG/MI7z/JfP+ZxfKUOIkWbBK0hTj2iRLraEUVv6NEb+LS7IfVag7oLll95VYQfRFx/Ucr3vXxoKzKldufDlkVkGi4jh1Rbq3GqpVAyYDj0WFjxXMWljXuSRJFoG/skaVG0Zl/be+yC/mTM4UoycKeCJLHnXBt48skngmg0eNdEq/nr9993V3LDi298/gH+8MMPs2fPM+FwOHrl3mf31dJUW2vKgKckkB1IiRKuriQLNJXLMLpkg58aa1dpC3bLVoLERfmxtgFkoiEKJWlTkmiPOAlZiGwG3JgibyCELU/1hC0n9V1gu6lpqE8bQk9Tc9q05gvqob03QkWj7tFqKCaagumWZrqVsG5qxIaZHls3LvJHn9d86o4NbJz0WNfSTDbsxdCsYwFejzi9pNl/MqQeCJt0Iav0EwxHHhdtSdg0O6LbC+kPNb1BSqevWOl5tNo1JhpTvPMVc+w/cYY/+9w2ZxlqtE6cZ20tN1s/IukPFY2aRz30qQe2aCwIUgI/IfRTakGKJ1KUTJFCO6tUV3zybPVLU8nCkiTV2dQCK/ssyCWJlmjnXKWpBXeaOVkZsPOsqbVsYwfu7HWSkgM8k5Injh8576abXvn7tVrzJx995OHRtS+47vkD+PLyElNT041vfuP29z344AMviaMBSsncrhBCI6R0ssSQukelDJ7LMHoKl1kzzt4rSj3TMQsrf53ZWy4zZ0wG7urny2WRC2w9d1EF0uB7rq7Fg9CX1AJBLbQJk3rNo1kXTDRgspky1UqYnohYP91jy/olHj805C++vpVmLWTThGayIWg2FI26oFl3Pnp9xKNHBA/vrbFz2v594ShcG+iPPF54iWH3tiH3PzFJP4LBMLX9pz3JSsNnfrlOLZziHTct8uAz8zx5eBP2ktWkOiXRxiVjbD3JYCRp1AT1UFEPNaHvO4BrfE/jqxRP2Vof5c5FzuSl45YlhGxSSORulHap/lSXrNjU9q0miXAOjHSEJXJHJgd9lptwK3WS2nOfuvIJA/T6I++hhx/5oWuvfaF+1c03/8zK8nJ/anr6+QH40uJZuu2lf3Xi2P4f7XbmqAVeHplLbeu5lbbATqUhceBOUoN2z1Nt0KmxqWP3RdOUCqi1y0KmpTqSPFmRWYBlcLsTllUkSmm9d6Vs1tJznTqBB4EvCH1FGAhqgaJWkzRrglbDMNFImWwmTLUiZqf6bJ5d5rFDff71Bzdy4vQUF85qphrQqkuadUWzBo1aSqOW4PsjBpHBkx6hIte8mUSJE0ma+rSChGGq6Y2kbZ8bWk3e7irqYUgtaLFjU8x/+6kVfuGDgsf3bwQjSXVKmmqSJLZFUJHHcCQZjiT1EMJAUgsMQaAIPEPgWZB7nskBrqQN/AupUgI5gMsfmAzgRuQ1LUVtCznI7XkrgJ0RlgW1yEmrALYjLFdCYVwJxeEjJ0QQtn50x/k7D0Zx9Gv/Kxj9nwb4nd/4PAvzp7cdP7rvhctLJ2jU5CpfVWlrP8k0K0U1aO2AnRpU6gCuDJ427sCVH4vfpV0MlJYORH5QqtguAC5ts4SS9u970iY+LHtLV5koHRiklSg1Q7OmaTVSJhoxk82ImckBG2dXeORAn3/zp7McPDHDzmnDdAOnuRXNuqRZNzTClFY9ot1P+PTddUzqESgbWAtReM9xIlHC4803drnz6YjOsGYbCYYp/YGiO5A0eh71ICQMJti1KeE3/tkiv/Qnkkf2brCev06trZekbryFZBQrhiP7ncJQEPqC0Dfu+1pf3FP2HEhpE2/C1axkpco5yHMmz1L8lNjcntsc8DlgM9CL4nWardKrgW3JyzG4sa/TFA4cOspnb/3SCy+//JJtf/upz55421v/59L5/1MA77QXaE3Mbn3ysbt+p9M++9Yk6lALfPdhs/R4liUDLa1u1lI4yWFIlftyqSmyaca9NgVrZ78zPwClg54HRzm4XVjppIkoAVzJoj7D92wq2/elBUAgqIV2xFo91LTqKU0H7unWgPXTbQvuP57hqcPr2TkrWddMmazbwqlmXdEosXejHmFExJmlCaSw25zIShbRLtna+GyaNng6oZcIBpHtcewPU7p9ST1U1AKfwK/heZNcsSPhN/7pWf7NH8PDe9eTGkWcapJS3UgUaUahohZIgsh+v8CX7qLOCrEswLNgX64CefmzjgEdV5mYmS6l810wO8V75dW4XBfk7sVzcqBrA93FNso789Yrr7wi/d63vOln5+YXT25YP/u/B+BLi6fo99oXD3oLb4/689RDVXy4MZBnV7TSkKryQXA/n5q8+EeXvnhW8ZcBvbyEZTIoLywpnZHCkhTOOBFFtaCSeF4GcEHg29LYWmioh5p6mNKopTTrCRONEZNNC+6H9w/5xT+a5skj69k+rVjf1EzWBc2GpFFTNOqSZs3+jkYtIfQi7t8HpxcDmoFByqy3VBTLvZb0hx6bZwRXXNjjvqdb9Efkjbw26FTUAkXgB05DT3H5jpTf/PGz/MIHDA/v3UBiHJOnhji19e9RbIgCSRBIV5si8xXL85xMk+QgzwCeFWblR1OUpF8mC7FuS3ZOUiMc0KkQWx4jZZWcusDHOMDtylwA3a7KiuMn5zh1ev7t+/Yfel+32zv5v4XBD+9/kMD3t5458cxvHDv0IGFgbAGPNvmVrStXtFkF9uLfQCtRMHWJtfOy1gzg2KObM0rBMY51SuztfF4lhQW4Ii+HtU0TEPjG1n0HtsCqHqbUa7YWpVUf0WoOmJ3s8Mj+If/6D2bZc2wDW6Y8NjQ0k3Vo1m0VX8HemkYtpR7GBP6Ipw56zM/XuWAjRS2Iuya1c1IGI48Ltwuu2NXnjsc1/UgyiGwSajDU9Aa2OjDwPXwvwFMNpNRcvn2Z//5/nOVf/r7h4Wc3EGuPdam2AI8hCm3tdhhqC3C3WtkCLOHurk5FFlJOZGB34B6/ZaSSAT2TjePStEp2VABdSM9i9c5+Pq/4dI9xArd//T48z/+Nyy+96O3fuPP+k694+d9tZ7i/E8DPnriHX/v51/Lj//r9WxbPHruOdJl6zbMll2X9bEyh0yrgzr6Q1WXZgbEXRcZuVBjbRtcFc2NKVqA7E+VlVQphT1jO3tY58RR4HvjKEHgG3zfUAk3oW3DXwoRGXmjVZ2ayyyP7R/yrP5xlz3FrB65v2ARQs+ZKVGvKui6hdg0HCbUgRqoRvchHKg9fGZTCsXgBEBt0SeLEpxnEQEI3Cm2rWKQZRin9oSQMlAsUfXxPo1QDKQ27txr+fz91ln/5fs1Dz24kTn1XFGWIUsPIN9SSkgb3Nb6yF3nW+qekRKriOGUgLx/PPK0/FswXcqUkHXVWa7+W7FgD4PmqXQa5/X2pw8nJsyvced+T152e72z5lz/97pNfuu0BvuvVL/p/BuDxaIl/998+NdVrn/7ofHQoaNZ9kjQlVdYjtYFFpplNLkcKEJd0uZe9FvmVn7kixaOo6L+MAfMnJc1YdOI71yS7q6IswPcdwH1N4GvCIKUepNSChHotplEbMdkaMNnq8ODehJ953wb2Hl/PhpbP+rpmsmZoOeZu1BSNmqJeM/YeauphQr0WceSM5s+/2iKs2arJzKnIPrYxhcXW7Qf84Gvb/MXX+8wt1BhkbWAjzSBICYeyKH/1/JK9Z7h4G/zuv5jn534v5Z5nNjBIaqxPBVGqafgwig21wBB6WQmtXcFsM4lb4VSx0mXkYOVUBnIBwoApKD0jmLJs1KZwQsosXJYdqS5kZ4EHs4r5C1I0pFrx2DPHgksuueTjJ06dfcvWzeueKMPg7xXgJ44eEFKMblBmfoOvNAQpKpXW9ksFqZQ5Gxc6O7OYTA7m7AuUl7aifNPVR+hCa+fMXfos2eEuB0bSdbFIUQa3q0H3tG1587QDuE181IKEWhhRr0VMtfoM4x5ffBB+/a82sff4Ota1PAvuegHuek1RqymXGLKBaS1ICIOEMIjQJPRHdSYDgSeNZcY8BM6+t/WU48Sj1VR4YsQw0QxikXephyPNMNAMfEXgSwJP4SkPpQJ30Rh2bRb85k+s8N8/mnLnM+s42W0xTBWTvqEVaKLUEHqGMDEEXmaRmpIOFwWDO6cneyxLv/FbcU6qjlYZ3AX4y0xdZugxgJe0e+rcFDvICO55aM/O66/d/aHl5ZUX8XdI43/bAO+3n0Wn8Rv2PfnJPxp25qaUp0DaIT1KSlJV1tvSSRW7dZ821brsjNW16y7BlFncVCL2VcxdAnh+EhyobRlsxuAuoeTuvvOBA8+CO3SArAURjdqIdVM95tsDfvMvGnzoaxuIzCQbWor1dc1U3TCRp/Btr2YjtDNO6qEdV1EL7YXieyNue8Qn1b5lS1d7I2TxPYrWMUmcKqTwueUFXf7gc+voxj6TjsVrkZ1GlTG4r5RjcMeuwmC04NLzJB/8hTZ/eduA//zhjZxemqY34TGdKiYSTd03hLFxfriNQWzfpii5KU7alQGeDV4qM0oZ5Dn5mIKMKlKlRFy5aUAlzipbwWkuW5zrYnBuk2DPvmP8wZ99btNP/bO3v+7hJw99/rorL/j7Bfiwsx9j9M/U5NktJkjzlLNN4ug8lZtp8dwvVaIkQ8qJgwLwGaAL7S0KxjZrgLsUCGXLvz05ztuVpWpF19tpAW7HTIR+QpCDe0C91ue2RzQf/+YEH71tA1pMsKElWFdzsqQGjZpwoJbUQkXNsXct0PlKEPoxXjDkqw9NoVOfUJGDJte1RU2TLTtIFUp6vPa6Ph/4VEQ/CSyLxybvaB+MtNXOnp0NoxQ5g9vjI5ielPzIazvUvdP87Tf73PboOs4mdfqBYjLRNHzH5AoCz7i4xOQsnl04SopS8sfFDk4LVrKdJdbJWDwHfQ5ss0p2VlfsAtBZ8q4csyUVoEsOnuxseWLP8Z9RSn7+75XBu8t7ENL7sYUjH3mR5Cy10CNNTd6lraV0ekmUJEkpvWtEbi3p3FYqJxBEcWAYA/gatyzzZmtNjIv+XWZOmTxLVwG3sjUZgZ8SBBGhH9GqDwhqA/7yKx6//qH1HFmewfdrbKzDbKiZqGmbnQztmLR6zYK77ti7FhgXoNoVoR5GLHU0/SRAeYrAFZbljOswkXnJWtv+0VEcEHoDpib7tEdNhrG0U6MCQxDZ2nVrbaoiOBR2My1c/YjWgqmW5J03d3nlCxf4jT8b8eEvr2cpbjEIfZqxoOXbJohQiRzkvnSJn9LKlwfqonSsSyw+TuZlIiqvvONgLwLRUh16xX0pXDg7AcGRqLEFd+3Tbb78zSde9Ms/+9Yfe/DxA39y/dUX/q8D/NiZeZqd9fT9978kEEfW6yBytSKaNLUFN6l09QlaYLTMM1wVsI8BO++RHEsiGDPWpFABtskPsBBF13jG3FLacQlSuY78rCtfaXwvIQhiAi+mXhsRBgP2HE352zvr/PkX13FyeZpm3WemZpgODK2aphFC0xVg1UJpU/mhpBZY77wW2kA19C17t5pDvnKn4sChBvUsoZK5EyWEZN8/dYVKUexx2S545TVdPvH1Wbp1j1Yi3AwSw9DTeL4ubD4pSxeOqSRmklSyebLHr/xoj11bYj5x5yRPHpli6NXppR5NT9BUhtDL5sC4IjRlj6cnijgmuzCzGZGV1bMM7jLA3ResEta4eVBl8zKwM9BnDJ5oV1GqBb3E8NCBufUf/OS9L/m9f/t//km/e5ZG67nrxr8lwA8eW+SgPPnjsv2BH941fZhGvUUUgZKaRCpSJVHaVpJZMMsSk8s8xWu0WAPcosLa5XoSY6o8kYO7zN7ZBKysiEtqpyk1niss8r0Ez0sJ/Ih6GBEEI3rxiN//WI0Pfn4dZxeniFWdyaZiNjRMBDY4K4PbMrZyxVjCsbcFd81V7dXCmDSNefpIQD8OmQnc8i8zUIjKdysHmkmimFAel58f8XFvRDfyGASCeuy0c6zxI+0KpSRKCoSyU7iEO4VW29tjnqSSiYbPz31/j3e97ix//PkOH/jUOpb6LQZeSNdXNDxBXUGotAV6Vr7sPnMO8hzgpmofjtF4JVY6B5vn8rSizUuBpSlMiEQLElPqLtKCQWIwc8fZNjXxw8bc/kDSP/vB/yUG7y49S3N6d+NXfvsDV9b1nmDnzXZpN9qNV5Pa1kSk9qDbPkiZM3dejebATS5HStobYC0bMHtRWhYLcBvXIVTS3SobFmTBbYdzJvheQq0WEXoj2oOEB54Q/NGtU3ztkWkW+xPUaiHrA5gMNK3A0AwM9dDKkpy5Q2XrVUJJGFhpUvMLkAd+QqMWcXY54dZvzjDCI/BK4M4aizINnoHb2JUvThXG+Lz5pg4f+EKf+ZUGg0Qwiq3VF8TgR2meoPGUss6HkMXvrlw4trupUVdsmhnwc28fcs2uk3zg1kke2z/BYq/JUIX4gaLmSeoSAmVslaUrKc4ynFWQl4BeLEiMn7IifhJVBoeKTMlrWzK54kCeM7eBkRaMNMTaYJKYsDZARI8Hzz4ZXnmGn2vc/9jh/g3X7PyfA3gjOADR6e/6l2+b/1nTO0a9JomTBN/HgjtVpFo7DS5Ljb7SSRJR0thiTG+LihwxlZbv6sETGBvkjANbaIRjblkCt70nhGFE4Ees9BJue0TyqW80+cIDU8y3W6h6jYmmYsqHicAGYY3AUA/I68IzcFtpoqw0CQyhA3YYZG5MTOiPePygZGEQEnqSQNoEjyot9ZlkrnS0pyLvhpmpC667sMdn75umn/gME0EtNgSR9e89zwabamTZ215ARSdxzpROLqZGECcejZrPW14+4JUvWOJLD3T55Dea3P3EJHPdBpEX0A8UvpQEUhBKCKTT5qKwXDMWl0KsqldZFYCOJYPKAM/Oe1qSKxlzJxoSrCSJjSDSkLgEEToBYha6Pr/ywZQ9p+s/e/ONj97R7fU/+T/F4HOLbWhMrL/v4U98T7r8ANfsSJDCQ8nEdelopPRQOnUNvrar3YK4GEdstMDggkyq0iQDdhGRry1L7AHMwO0kiTAO3KnrErKF/IFv5ULox8y3E77ykMfn72zxqXsnWeo0EUGNsOXT8gRTvgV23TfUM3AHgloobH14IKn5dqBOLSBnbwtwbd0YLyHwY2rBiC/cF3Jquc5sS9glP3ch1gjMcolS6PB1Ux7f/eIen74rtgCPBSMfwsROk/Ijba29UhlC1kxScENBJKlrws5+f7M24l2vHvCGFy/x2Xt73HpngzsfazHXbpCogEHg2TF5UuBLiScso/sS26wihA3qS0m1sVKgKsBZLVUygkspNTsbQWKMe7SNz7ZqVINJLbh1Aia2+j7VnD5+D5sm1n/Pe978tm/++NuW5v1w5u8G8EH/NMnEcOfjT6ofvv1rff7vf2vY2Igh0mipkNqxt1YO0BKlE9vwazIGlyVAO8BDaekqaqQx1dClXPZaliXCdaKUZxhKB+ywFpPECSfmDU8f9fjzL05x79MtTs81ScMaXstu4DThQdNLafh2rnbNdfRYhs7AbSvyLLhFDvAwMIS+tsztpwS+rV156rBhz5EaQvoEilLGUbggs4D5KhC6hE+Selx2/pArLuiy92Sdvi9pJKkFt4LIMy54dlOrpESSJWWk/e05i5PHQbYswCNJfAaRTz0c8e5bRrz2BSvc+3SXD3+xyTNH6xyZq5P0QpK6x8jzXBeWncvuSelm2tjO/Fy6lC7eVWn90oKsTdGUkjP2GNCzND9562EKJgO3ex5rpqdGvP21R7nmklt++MSppfdj5uf/Tgw+f+KjJN0/JF2YVhetP8GeTTHHz/psmIrwghhMitGSJEnQRlmQO/1tMnAbmVfOUTqhjIN8zV1UTNXnzvo6pXatVhbYnpeiVIJQCWeX4LY7PfYcqXPbvQ1Od2ocnWuAF6JaPg1P0VKGpmeoew7UnqHmQxgIN2O8AHcY2DqQ0JeEPgQV9k4Jfe1sx4R6fcTBM3DkVB0lPStPZHlpZ0wrjwVYeSuYxwVbDBdv7vHUoRn6DcvioQd+YvBjl51VOs9A2vqRzKWR+THVpZXU2rmu1SxVxIlPGAWsm4j43pePuOHSNmd6bb56T8jeIyFfebjJ2cUQI31i6YFSRFKC22kjS+VLRFGcxRq63IEaShIlZ3TjknruiqTop7VgdoA2aW6OC5MCKds2231E//MfPcZ8p68GwyX+9OOf5Ue/b3XN+JoA7w4EsvZdG08tPfVBJZ4WJ1dCfuQ/Nti+MeXH3tTnkvMSmnXN9i0RnhEILdFaOYtQYnQV5DaYLJicnL3PAe48mClYW0mDcA2zRqVoo5mfh30nFH9zR4NH9occPVanOwrppyF4AbLpU1OChgcNpakpB+pyNaEv7GsH7tCVmYYO5DlzZ/UrfuqY24I7DGIkMe2+JDKBTYVLbYdfiqoHXmZYkzlLWRtYKolTD2EUrWYEjBjEPkNPUE+MK4N1yRmlrZOS197IUimALABV/ht5z6TCT9wY5dgn8APWTUZsXhdzxfYR3ajPkeNtHtsf8Ne3N9h7PGRxPiAxHolSaKHyBm6bnrVXb9HgLcbOZvk/JXFOBmYH7AzgOs1BrrRGmZTtW2OajZRLdyT86Bv7nLcx4dH9Pp/5xrPiLa/b/cEXXfXiW+aXVs5+2wx+/oXvEJ+5/dFdn/5KeOGnPr2enpaMInjqoOauR+soqdm5LeYtLx9y/aUxL7wyItUJrcAw1QAcwDHWE88AbtevzDFZu8YBoV27WdasrBklhuWeAR+OnZR8/cGAzlDxxXvr7D9ao5cGJMYH5YMXoEJFoCR1ZWhkoFbWKQgzcLt2tcCH0LNND2Fgy1MtewvCAMKgkDEZyLNalsw9ObmQ8snbJphr15mezDRrlb3zOpTsMWfwrL9RMhr5rJtRvO3mIXc82udEu0E/kDQSQRBD5ObIeDFOmlFocUqjIJBFaatLlBStZHZCb5IqfK8Auu8l+H5My4u59qKEay4c8Y7XDnj2qORL94Z0Roo7Hqxx4kQAnmSx7zGMlQO0xGRL1LnslXJqOrvKKcsRjTCGqUZCM7DzWV545YjrL414y8uH7NyW4Elo1jTSCC7alvJdLzyB1zx7YW366l316VfOvXON7MmaAI9G7fqF28IPP7N/T2MxbtgGS9/WfXcS+zseOxDw+J4mmzckbNscoxPD9ZdFfM9NQ1tMk8JMy7D7gpha6C7S/AxL1r7ZwDEaCZ7Yp+iPJJ4neeqwz8e/VsMIyWLX59jxkMQotO9jlAe+j5QeUkpCKahJB2qpXULD1mAELk3t572Y5LPGC3BnsiRriLCyxLK3JvQceztAhP6IO59Q3PFUExEoQpWNLi65J2PElrtIpRKG1I1aGI18brpiyMuu7vLXd0zRT0KGCYQeRAl4SeavZxlb7SSDHNP5GZOLakDrVovEd+MeUoWfeiRJQpT4eCrJXSilEq7emXDN7hEpmuNv6LHUERgh+NhtNZ485ON5gsFI8eQ+j2ikXM3NGkCvsLit8w9Di4/pVmprU7Thra8Y8cJLI3QK2zalbFqvEXHhyCWRnc0lDUw2BftOPt1YH77twyPZvwbof1sAD8JH2L75ZHDVtv3c+9AsxvcpTFz7QY0yGM9wciXg5KLdd++hfZoP3Gqfm8SwdV3Ka64fMdXU6CzCeO78O1LCSk/yuXtqLPUUQlpdT+qBULZzuKZA2tdK2Kg/VFCThlBqAufr+iVg+8oB2zUb+74g9IR9dF0vgavas21sVpoEgbGMHzjWdr637+RJlMQ8fTSg06sRtiShdAVWuZ1ZriMsznUeeGVzFLUk0Yoo9lk3Lbni/AGhP7C1KYkgdBPAvNiUunG0rd/OL6Is5MusWFlU8eXJtzSvRU88SepLkjQlUQqVZDmEJM8leDJFKutQ7diYcMGWFCE1L9zdwxhb0LbSE3zu7oCVgXDzD8U5F+jsCtcappqaW14YsWWdIU3sQZHKYsEYiU4USc93q78cW/kNQT3h64+dZbj3cFBrpGv+qVUAP3JqiX1HOz/6uS99aubRQzWM51swVVi3tMwot8y41yZ7HhhOLhs+/IXmuPtfRnUV4JmMkRJCAb7EZJovf7SRveeybqEwVnq4JEXgdjfwszS0MnkXT1YPbbtcRGk7FAvuTJoEfqbR7ewUO8tQu/ELqZtVbod1Hl3QfO3BBqiAQDl7cCzAXG0cl7N7ws0FlG6ojkeS+rz2+hF/9cU+z8w16fo+9cQWSvmuSCr7GyK3THXB4GNlATYWypwK4RpUdO7geIki8VLn0KQoT+Fl1qtK3ZYoKVGkEVKjhB24ZGWkphFo3v06jVDO9C0NE7LntpyiLkJSoyGJFdFQuBVHoOMsVpPu8xfxWxncQhhkJLhqZ8LeM1+a+Sev/7kf/ano7PtVUE3drwL4x774EKMofvfvfshMnGlvgJpXBBNlgK+pp4olCLCNmME4qFdRdwngskBERk1IV/xjk9KetHNNAmHsCGbHmF6WnMhAUHrue+TdLBmL+57A97OeReV2j3CyJLDgDnxD4Lp+Aj91nndq61r8GCljnjkiOXi6jlBeniDJ60TKZafuq1YLkFxVZVrUpSSpZfHzN424dGefvWdHDBKfgSeopeCnVqZk9e7SafFqw7CbTZM7VTjr1jUUeJn/bu+ep0lS6QAu8VILcKlS9+iyxM6atQk252hJC+rBUBdWrgN5ZvGuRWplJy2PzbKkXwZqssK78s9lhGFIEp+rdiZctuPoBIMH3t0b+u9/TgY/u9jBaBP8yv/9cWlSQS2oFYmYKncX5r17t9ycWo2WzwXwsZ4ox3CZtyqFm2uNBavvkg6esAVBWSGTVwK4UgXIi7vIN6/y3GPWVR/40oG8AHdxLzp/glKThA3GLMBjE3PPo3UWl+t4E4ogS3OPp7jX+PYVkJuSm6Ilw5HPzLTkpdcM+OqDI7pJnUGqaCTFyuSlxk2sLSe+dCXQdFxXmBV5EZzOA89EC/xUFlvGKImXuroXqUjcoKBsc7ByDqJsBMhKrqIEcJeFHvv2lFcYKKzjjLXL7F2U5drvko3fyACf6ICkfUZu3PVDQRqvRMqfWhvg/UEEmN8ScH0gUqZ9SVruh6TqZ2r3QTTFdKny67W/UhXX2dqQgVll6WEHZCmKofnKZQdVllkr1U14LjXuq2zXBlEBuG04Fq6zfBzgYg1gO3niaXzf7gtv5UlC4MUEXsSZJc3D++sYFbjsXznTOlaYNB5k5jq5PL5Y5LP/TOpx3e6Y2dk+nYUG/aROQwl8p8VVVh4s7LwZiba7Q6NLf0pWan2K+g+XafZcL62yj6my90RJK1GUsRJFGpdUy8BtCvbOt3y0ZROiZPNC8ZghqDomrkp4RYq/SIhVyjjGSjqsHW0HD/kTXG909FsGfrb8WysAf/SpQwCbHn/miPSEJlBFIUzB3CVthymVSBYAz76OLn+JctFU+e4YLq8vce9loM67dMpgL/dcCgvsHOiuW9x3hfxezt42oLQtWzK/Wz1OYR/6mjCbBOXY289A7qf4foLnxUgZ8fVHfO5+vIWoeQQO4Ln/nd9L7V+rGLxg78ITt0mZ/iDgpVcOedUL+vzFVyOiNKSfSmqusdiToJLyxF4QiWY8qZTJFY1wyZWie8pWfhq0J6wmV4LUE3Ygk5LWh05lDm6VgVtWQZ0BfnX+wsE0P/dm7eWsAvhCMZgxS3k8851nx7Vm0DkgB+39m8Z/bw7w5ZU2U5Oty37nDz9xvox7NHwwopgZZ/IrzFTkSaXEdQzg5aaF8TriMriz53l3jqimgqU01eo2J1VsZ0sB9mIcQjb7ozQHxHWTF/NBCnDnQaVXdNzn8/xKzO17Cb6yDD5IE/7wc7NEIsSTiiCrRS/lQIrvWLbvqjo8A3qapdWdjZemHtL4/OSbunz69iHLaY1+WqOegp/aqbwqsX8zzqSKkwuidC6y5E8OCs+xuOdaDD3bDOx7Im9aySePKeEqNaVzhjRSlVepTP+bQqLIKsAFq4H+rW5lIJelSMHopWI9d5EOV1L0qePn77ri+y8bDrrP1OqtKsDtJFhx/r79hzaMhj1qviI1BiNFztbjcwBzQJviIhi/jSc4RPmKziRKKUASoljey0BXWUuaGOual9k2gAV7521Y2QwQJ088TzqQZ13mJVnigO2X5vgFvmVx3892g7Ds7YcRzxySnFqsgfJRUlj9vQZzZ9geH8edn8CsPzXrjkpt0ZodSeyzeSbm4u19HjjQIPYC+omgpoQNNqUFeTZzXSZjDFpeU41j8rzgqWgCz/++0pa5PUilRqUi721Ns7+RZiPfTDFYtVTlWQF46Zz+XQBexlhFupQAXmZwO613RMTRDRcKzkeoZ1Yx+Gdue5JGo6aPnx1obVyXdVmGmNWsvJq9n8stKdUslFyFTJ4UB6NcmlkwdnmIZpHBo5AsSuQsrlQx2Cbf/tsB3DI4zwHuokF5nL09ZYPLKIn58y80OT1fR4SZPCkPtCxlMcvfu3Qcqw25RWN2mjePKKLEY8t6wXu+u8NTf9iil4QMVcggtbUpXvbdE0oMLpwU0FhXSudnRuMqOskCzqwwy/XRasuGnnYSRdqMqdLue0lpZUqpySQ/VyWgl5tS7PkuOyrFef/2AF4wOpXjVwpEjXWCGsGSHrbv1Uk8zH8+B/hd9z+NUvLmlV58UartSLPxP1aWJOfqdv9W4K7MMqk8mhK4q0X2FYC7bfGKHsJi9qBSpSlWqrirbGSbknY2SgZwz7hREiXm9suOSQFy3+3nUw8j9p2A2+9tEIsAJRWhLMBWAbessrgpNWYWy2y1fzXv8kklSeKhtc+rXzLivE/12XOszsjzbeJHujgjYeyiKldiOpC7GRzGlOzDLLYyxSybVIPnxn14qZtfqCTSAVwJ3ByVQqbkRDQ2qbbSnEIWF5hVOHgOiI8BW5Bta1DFoMjxo2T/oqUzD99sjP5yBeCPPrGXa6+6hB//178TmmToGlJNRctVe+5KLP4tr8VykehqgOdOSoW9SyB3PY1yDaDn4w5UsVtxpr+zWYQqY243VdYbA3eQ361zUrC3dgmdAty+F6O8iMcPeZxth6B8u8GT6+CXglUNDmUfvHKkDJSn5GZLba7F02wHBY+NEyOu3TVgz9EROg3oq9B64llSqWQX2rR9MUiTDOSZXHFJlNyD1+C5557T50pDKi3YZTo2qFOXVqkxoJfjqAz4lD7L6qCT50R5lcULvK1yn4Ud1d3vp3idfviF9/+fLJzdx7qNuy3AB4Mhjz25912f+9LdP/PsngH1QKzSS2WJUv7dxnwLWSLyJH/lhDP2epy985LMCrBFwZJlmZKxtyx0t3LM7SuZj23z1Bhz+6VH3+Apt9e7VzwWqWvbtNwbpvz5F6dYHIWIUOEJYbceF6VBlqXvstaJzIP2zNnICutM1tPqOqRcaetkw+M9r+/z2XuH9JIasfIZSMviRV1KOdAsxTou8LTJOo1BYrLH8jQDlckWOy9FKwd26SSMMqTCHutsIwOZ/81sdEcZ5KZ0cZdALU1FslXAsQrhqxVCXscz9nMInyhOqE1t/Jl3/+b+B+N4+JfgGPzEidPUakFzZWnB92WM7we2+Lz8R55Te58D3GNALwO+or/diciK9/PlVhaPys3Nq0qU8vixskzJdLesJH18341wywCeP8+swEySaAf2FM8ldnwvwQ8jPvL5kAefboAMEMqjpkwluBSyuiJl6XMxhvCKi5LXb4/tpJBm6XufF1024F03d/ngrXW0FzCQAbXSfqMqj1kM1dFrDlBGg7HgpqTDy22E2jg2l+AZW4atXF5B6TK4Rakp2VCdbjAmUaCyoqySKjnQzWr0jAHcuAth1dwclxCKohi1uOzXJk41k2REDnDfTU6y9c/CRtFaUB5X/HcF+JrgrgBcVL50OSgrxhWU5nNU2DtjblllcNdxXg40xwdvVjR3WZKokuftOb9bWVvQU7ZxeWFJ87V7Wyz0ahD6eEIQCFOMh8j86FKt9nM5BwVrl4O9smWoSLUiij2mm5JXv6TPZ+4ecqYTEimPfiryJuH8uOS61wWbJaFpck0O2ui8RiX7HJ5zVJSyksmyN2hlJUsmvzIXKz9PGZM7l0VkQzzHnJQC4IXb/a1kSoUU8uNWbVLP2iNHkd1oNiMGAO/I0RNs3rRhx2du/eqbz56dJwzsP2Sblq5pDZrikD0XfQtTILvQYGvo0/KyTjEAssziWfdKPu43G408Jk8KmUKVvT2DV2Ht8t2yt52jUh454RhcJQRexOGzgr2Ha2CCvPbEy4KvsXsptlxVD76mi1KeI5P3uIq8AEvjcdnOiJ2bhpxZqmNSy+JBWpQHZJnNIl2ePS9HU5lMyVhdlIBu2VuXgO65TQsse2ey0JCOXVTSrawVLS5FicGL5wgob1aQa5Q1As8s9zJuFxp3ELPVz9qtHu3lBaJR781XXHvzl5YXTx31AIbD4cVpmr75zNl5amGINs4iNKbY3GlNDX7uS28t16TC5nnbU3U5L7N3ocFFhblzaSJx1tVYgDkGbjvCbTW4vXzfmkKS+Nmjl9VFp/h+BCTc+WiTvWfqENra80AWs0/G29NECdnnOkrlAD6XKBWpUrBRNPS5aGPEjS/oc9/eBqQBifIYaEmYrnZxCrAJt/wLRAnkmY9c3aJEoKUDjHIXoAO1diuULpFLkWV2K0c+5MjNY0wt0PPVOltZxrHwHBnO/CcqGc1xL9y9JxTdzjzGpG+Oo9HvAhbgBgcUBw5ZspCkGWdv85y6ezXAxWr2rjgp7svnABEFUKTbX7IE8HzUb+l52QfPwZ3PJszavNZgbcfYmTzxMnmSjZ7wYjwVE4YRjxyR/NWXW4yiABplebIWsCgY6xw8UBmtoMuMLqrNCaWm5Mm6x7tuGXDHfX0ePhhglM9QBAyECzbTEltWdHA5kivW3sKM0MW8GiXzVSW7cLUkZ29dkmKVWezCWu7lWKQ4v6Z6TCoeORR8fg7OXEM9FKugqMgsbWTu7BnAS9OEJImRQhP6lg1NxuAUNlZxUsS3D/BxSeLey79ons4WFWCs1uDFWN98aLso5IjMAi1VBEXZ4PmMuXOAq6wz3TG6m12YSxKVorzUdbYkBEFElKR86e4GTx6tg+8jhCpKY4VxAZ7JJVZFeq0B8vFBlXkvSFmq5A3DbvSDVoxGPpfviHndS/s8c6zBIInQ0mOgFUFaVDEqUZIqlT/tlnoKAyGvcnaMrYx22WuBlhKjCuswc1akEW4XvfKYN0GRthcIXTgoaw7WHzMbKsWl58K4GVv1GAc4RJFkODJEUUwUJXif+9yt+L7HmTPzhKFnD0Duz4rqVVPK9JwzuCx9wvJU0gLcYww3Buy8OCkHuCikiSizNyX2pvKYgzsbn1wCuVeaE+55qbMCdeWxYHCbuTxwCm69s0EcW/aWUlh5IqqlsdmGyhU7NHdR3DEoJ80qLFQdbXeuYLNVU7zp5UM++fUBe09aFh9JySB1LK4NSmN3tnMgJ3UyIc3oyTG5qn4OTzlvXtnPI511qKTASKt0tCyVTkgHdgFCm9wMKJqtDRJB6ti9SP5UV7eCvZ87q1KtRSmThHDBJqRGseeZpzh+/DRpmuAdPX4GKSWDwSBn0vLMQIypSJTxmYHfirmzl5XhjeMgly64HJMj2ecpNJ9zT1RhFZZZO2sC8CRuP8isu6cAuudlE6IK98TPu1mSHNieF+OrmMQkfPobde55qg51D4SHLwW+KHXujGcwV2nxc52xMpngxiqfI+BMJVopRgOfl1zR582v7HP4o3VG2kenioHw8VNrp6oMSGl2jE1JqhRMXr7aMs2tVOGLK6NzsGsjkNoCXcqC1SsmgARpDDoHtLAxVi5XCgsT3OCgHCcml7PnZPCcbKtAr6bvBWncYTRIrKdfJByEq9zL/mdTSJI1HZTynxWl/5auytLVWdHbq1h8bGcBMcbYZQ+8BKpKwZUqlc2WBt9XWbw0dbZ0V6pI6mTSxFMJvhdz8IzgQ19qgReA8BFSFqPNSr2X+YnmXE0OVaFQSD+Rk4geY3Nd0uDasXiqPXTs8cOv6/OZO5o8e8a2FMapYiClrTLMVhWq/nPB3gXIy/sfGedKlF9LIzDOjpXSpvSlEVayuHolKeyj1eClzayy8mddOt+i+CxpBSfFQftWMiVnbliNUWNx4nsCnRq8WihRUqITQeyGyZBfDWv74GUGGj9/q92TKnMzBvJCkhQgz4PNEmvL8tKoisBOZTMAXVCpsnY1L5t7XQK3p0u6O3VMnuba23O2YJa5NF7Cp75eZ//ROrjeVE+64FKUPk/JGixnYctW4dp0VJyo8lDSYrOA8W4fOxwoTnwuOm/I97yix+98tEasYozwGaYSX2Qp9uz4O+auNB4UIDdGgKoW1JmsjEBlJoMd1ZBrb2mrTKUu5ylKj3q1E1aNSwq2LnzxMXL8O4O8II1hZDWS1uChU/zAF1nVnZSipLcF49P7v9VttQUkqtq7AvASY+fypAzwUqo+A7QqM7ipMng2zL2sv7Og0iv53Hl7ltu7XaYUQzsti/thxJ5jgj/7YovYzVwR0gaXuf+dZ/AK1wdRfPe1i1CqLK4pylfX0uSZRMnqU1JlffF6oPiRN/T5wt0Nnjrmg4xso0QqrXzKWNwFgyJ1UmUc5GYtJs8+gz2+RlnpIbVEyWKLGSkMwmnwTItLXeh0nZOY/XNyDANFfGYqUu5cztN4srFsepSHKSWpIDVSRHGM+uuP/sUu3/M+tP/AgY05g2ayIANhzqQiH2pUvY/bdqsfy3f78zJ3RZTMpqU6m7IcPJYCyKKZwZSek7N1tpOvfw5wW7ekWlBl726GuCuoCrwIJSM++JkGt945SeLV7Ag46VFXhrobR+ErO5LCc537eXtclkktZVVVbsPaTHHu+uQyK9udIvu+urQdSzEiWrpyVYFmZjpmfkVw5xMhBgnCTp4SwjZor044jUlJRHUk5JhKz37YlHoW86B0jdW9shtyBsByScKYJVpMnS1d0NnFrde4l38m30WktIGVybZoNFx97Yuve9mNr/2i98ijjzdOnzq1O00iAt93mwMVmrBYCkwh8CuHpMzepUNX0tgVubKGLMkdkzz6Lnmr5Yi9xNrFRlOlDadkIVGUZ2wRlAN1tj97hb29NJcovht0o1SMH8QcPSv4xO1Nhtq38kQoO5Yib5Urad2STKlYo2WWcs8rUqBCTqKSuMjb2PKxEjarqZXKpUrdV3z/zX0+8qUmh894IGOMUAy0h6KQSTYucEGn86ULuIoxWhQYZVBuBYes6cUgDShT0uEShDEYYaWMzixCx+YZg6+SKeXjQ3HcygtfWUidi8nXqq03RtAfDDl58sRubUzDs/tFGmqhRMjqFSHGNA5jz8tSpCJHclCX5Mma0mRMp40nTCouhakEl1kbWyZNCoCXtbcuWFy5xI7MKgS1vQBU4mZ/FAGmVgl/8LkJ9h2zHTtIDykUgQBf2LnZ5dFs480NVf299mlai93Km3CVmyC02xqmkCmSVNtpsbvPG/KTb+ry7z4YkqYRCHsB9BGoPOC0FmHVFFityXNmpiSZsAGkksXnlCU2ltJeB9pYcGsXcOr8uNjzuwrsGUaElWmrpa37ZKL6aSsrSYbP8k5tGoYjw2CQMBjEeDUfN2DS1SS7XydK/ZjjJbJrM3hVV1FikMwPLuvwbG52ebzZOLAL9i4NYlfZ3O1zA1yVkjnFXj3agjh7VGkObKUSlExQMiVsxDx6wOP2+xsMU7eZvfSsv15aPYo0talctLLynUuIHz9uomDxAuzFXkYVDW50PkfbvmdBnCSWxW9+8YCrvjrg0f0+tGLQHgk+Q2Fb2ypltKWVpUyJeQGTwrk6RZOycq+lNC7YdGwuHJuXQe00unBgX20mOLCXjpEsrfLfTsC5KtlTAniSGqJYM4o1UazxekPBcGSPtqfK9G+5RxvIahnOecvYOkvLlhM8WbKhnK2ESllpebOjAuBmTJ6YUruacUNvSjP6KgAfA3c5oMwf3XtucL7n2azl3JLmw7dO8Myhgr2FsO6EL0rJndJnXmV9Vla1c5ykMSdAV5i82JGuqEuRFdswTRWJtG1tl+0c8Z439jjx4YC5ntXiRkhGWuGLIuuYe9GrWJy8WyYDkMpS+iYro80VTLHqOGCbDOiO5S2wy4VfYg25UsjXCuDXeFzrlmv/0upnd/4zIKAW2J2ovakWRD1DLbADyYXLThkMWlptNe7hVnV3lcmFS+WtWW+yhh4rL/OF/jY5g2d1D6okU5Tr7M47TUosbjegMjmIi3uZzYtGBpUldpQdqHnbQwF//rkJenFgZ0kIDymypmJhx5aV+kVze6zESGWwjy1zxUGs+OBjgZtzA6pMXgJ6qtAyRTsWb9QTfuhNfe57OuRvbgtAOakiBAMtUamrtc8+iijO5PhYJ/s5ivS3ct44zhNX0uQXZCZbMj/cOD0uXFWjEdkGAPZ3ZyaGplSExRrHiwI/z2UbVuWdcZO7DKNRSqef0O4leM2apluzDkQSVX+BFIxF2WPnqxSVj9cYrBVkyecAeXlYTkUClNlbYQFWYvFqoKlzgKvxhE7JCqzaggmejPGDiKPLho99pcliJ3BZSx+ktMFlue47X23GdyIrybMSe48vgHn8VmLwgo1E0QCRbZzrZEpuGZoihS+1RxT5rJ9M+f7X9rj70TrHlxXICIQkxhZjqVKtDKUCLDHG5OM0lrO5KLKu0skVU0rymDJ767JJYNCiGJqvjf2bbvTgmH1sqkF66Vg+l4AoPr29EOPUMBhpBiODN4pgOIL+0O6PonXxs0C2McYqxs5/ZCxgyJ5nadhxWZJH9vkSXwV2mcHLwM+ssgq4RSZVilHCa4G7wuQye57k+tvzEoRM+cZDIbc/Wrd9bdJzwaUkENWumbzwf/y7VS7sSqT5nCemnGrO93vPNHm2Y52uyhULbo3SysqVSPGaa0e8/Lo+f/M1H51mUkUx0qoINjGIVLiK8EI+joM819/Z55PGPc+AbkFqhCneK8m2DOzlc5vhRwq7AlTrxMskWZK4rpS20vCTL4zVA6skCK/Y8jHwBd7+45rTp1NOLyRMNL3S0BpRAfQ4mMfZei32Xut1wdxrAbsavBU772ZSpWh+zf1hVd4f04E7B3tJa3tVp8SOJHPBpYo5Og+f+XqD5XaQ15wgJZ7AFVaZXCaVwS3X+p5rYHoVxjOZkj2tOCpr1GnnjG41uNQS5axDJS2LT02mvPWVfe57rMahRZfyFQqNYCikTd3ncVIG6exZ8Y7BDg1GWnmiZLHCKPdeNidHSeE0eJbssbZidn6N0+HalMAvxgE9jpfs4isBvoyzfIEx+cHNpJDvQbOuuHC7YstmiTeKDMORZjBKqdU0PnazIdYA6VrArmhPzg3sjOUq+6BnTL6GK5GDO9feYwyeJ0AKfZ2xeG4V5ntmZtIle+6CS2WLqiKt+b2/muBv72jaabpl9pbkgWU1ZjAVByhfZjPMrAH0NYm8bIjnSQ+Xh0CU9nYfS4AYO+JNuTHIUiviocfbXzXk+FybX/4Dn34ak42dTrTPEFGU0lIEnGU5kGeu8yDYeePSGSzYrKYyDniOuWUmYRx7W7dEuOmzxTHKNPpqP7zUS7oGpioAF8Ja2Nlxz2JHaQFeD6EeGAIfvGy7PE+NSREYY9yxqw2e4wocA7gkT8dWg7MCzJWxbbLM4uV+xwzYlOblmSKIdLPzvDE5UnZLlKx2yntBwpN7PT53Z4NU+pa5RTZcn0pTQ6U0lvJ3FGszuBg/ouPYLmqzx5MWJrML1RqZPSMrrop0WjxNU5ROePNNAz7yxSGPPaswMsJRCbHwGOhMnhS6N2tpy2SS9e3sa5U9dxefyvQ2VrKBjRNkHlgWnnhmNcsKo9v0fuE4mVW4QRSrzCrDwl1I+c8aQb6LojvwSSIYRpLhSOLNTnkMuh71ULmB6u4Pl+pA1mLktcBeXmKq1lnZaTAl1i4De4y5S7KksAgzSZINgnSTl6QppqHmGrtgbvteWno/A3hMd2j4wOeaHD5Vg8AD6axBKUrjkEsrxthFX9XdYysc575VEhc5Q5PrW51X9pVqxNdyVLRCa213btCKJPbZuXnET7y5yy+836eTSBAxaIkRkgiZ744mKfdrjutwkS0pBdBTG1XmF6Erj7X2oJUqmQ43pfOeMbqRVVBLd4EU+rwkoRy6MzlbJA1NzuBWlhi3H5RBujF4/QgW26BqBm+pk9Lpp/aqk6XKveeqcT6HbjrXz8mxf8vZWRT/37juFiWAq9xRKcmSsouSgVoWsqTwvNMxUCcoGaNkgldL+OOPNvn4V1oknpMmwurWvCWtXLi0Kk4Yc4NKejGXKWO+eBnhlTp7yvrbSZTSXpfaTZ/S2bYkxjkrRth5hkIhpWcDzzjl+1/X59ljPr/9V25PcWN7zzQ+IyFtLXcevVVBXmnudftiOrJE4WRIZiXKzBWyFmEBZlPIFHeObQLI5IA20ga92TgI2xNgiuNWKsKS7iOOS17AluMiSAGRWvxMNTWzkxovm6Ftp0DJSjp8rUTGeFCVXXnnKvYXVLVqmbHLUqXiqshygFl+7TxolU1yLUCtyvOsK8ytS6n5FCltgBmEMXuPKT761SaLXR9C5QJLDyFd2alYe6B9RaY8l2asGl1rMnhWtVnulKoEmi6YKzrHXWNwOfkjrEzRWqNTRSoV65sp73xNj8/fVefZEwrC2EoVIUi1z4CsunB8vEQGevcZRTYyrSxNnMsiqmxuQZ7JCHKSMoKSL+5kkPsdgoIEBMX/nxNm+Wcr/yYQLnIVpc8rEGghiBJJFEu89dMB8cCjWbdDcipNpGJtkGcfZpUMobjaxhm9rLGFqDolVYli8qAyy2gWLO6kSSXRY90SW22Xlb+WpIjb6ttzqXhPWmmi0Xzxnhb7D4c2hSsLBleCfHuU8uD9cb+7OOBVmVLuHD/XrfzPq52UsU6fNVvapN2pQUuklPmuyVIoZOoRJym7L4h5/Uv6HPhbnzR1bKKtHk/wGAqbdhfagUQ7kCuBySrtJCgHfgm5BlfOOjTSJaWyLKdrVRsHupFF0qcAeiEzsmNJZh/CKutVmMIrz85DJoUKeSeJY8NyF2pdgbf70iv7Rsh9hw4euCJNk1JXTdUKowTsvP+QtUGf789edkwyEOdsXp6MVABbiJLnXZYpUpckSuGW5Ft6u+Kpwi0pJXVkyRZUCX4t4dPfDPntv5hgaeBb7e0CyyItn+3PPp7UqX6nQmtXC/gLQf4cGnzcJlwFeOeBy0yylDxxMV4v7hhcukKsWDNT07z3BzscOu3z2a9LqFtwZ586FqrC5CgLdjBFIqNUoGWMId+LTJQ+ZyZPHNCyAiwpTX5cjK4CP8MWYoy1y8SR2n+X4/9uBGmlFCAr+ALSBN8POG/79n2XX355X+06f93SytLCPoF+T5JGtn5ZVEtUc1cj052ljprKv5XKWKtdOCb/f0TJy5Z5PXQ51T72WuGA65I6qhpQemVwq2xnMF3R4HkGU8X4fszpRcFv//Ukdz7etPPcZAAqAOnhKUFdGsJSY0N59kl525TqbPJiTuL4QKK1xlyIkhSsdAZVmjxM6XnJbZIlgpDl12OzCTGsn0pIjOHepwO6/TFfk2zEgij+mzGpWOPadFdvJSW0qgKv+L8qrY6lzGhZ41dlWfFeQQLFRlrFhZb9e1HxmP0OrTW1Wp35+YV33//Agw95vqcAbUS2/YYq60hTYfCqe2BWMf23kiXjbkll/K5Yzdrl6aUq3yOmzObj2cnU/VxauUuZIKXNWEZS8+e3tvjEV5uFNBEKZIm9ZTGxSony3L9zxBnluFKUWbw452XJUvWZqwyedYhXJYormS25KausQ1n0cEoh0dJ2/sg45ftfM+DJwz6/+2HFMJWlDyhs0OmU+FpavNiEzORaW5WCT5MxucgkinErTJGxlKWgM6sqNHosPis5JgWjV3FmKixfclicE2R/r92dIk21kVIV88GlsOPO8umfpUg1O3FZhJtVAY772+MgHx+lm2nsQmtnP1P1vYvnxZ4w1qrTeeZyFcBlStUSLDS49b5jEAnfeDTgw19qMUo8t0WiAzk2wM6CyxzYlUrH8dqT1U3Uz6FKzsFzhVSpdNnjAkuce4LJgWw09tEUNSpGS7R0zcnCILTdBS1JPMKG5j2v6/HwkyG3PWrnrSBkFhmijcfIiEKeZCAvBZi4JFH+kd13NcJUAe60eZbFlKX3y+6KjdkKjZ7hzqqaqj9ekSgZWRgqMicL5LOGnUxCea26DcIGIsWkJl8CniugrASRsArEa4G8Olo3S/boSr1JmbHLuwistcuXUnZD0hzQY+CWGXu7Th3PSzg7EPz2X0zw9MGw2C1Zepa9XVq+GOZTTUCJNQ5ywYNlLV5l8+fS4OZc761K25tVwWbW6SPz/S+dFhfGAd1ah0J4xMOUK3bFvPcH2zyx1+fMoMriIEjxGEoXyBmDnZVs2ThP4YsiMZXlBfP3cgYnG3mYs3HW5yvJtHiWsi80dVYSY3L8FFlNU8IXazku2dETkCSG3jDFiAStNd6O7ZN4nmJufplBv19aUk3F9lrLz14VdI5rwAqwx3Tj+NjdSrCpqSZ5sue6ElyuAncuS8ouivW+o9TwZ59pccdjddtImWUtpd3o1mYtCwbP2ZoyY5sqoMdlSonVyzFmGeOVjihTlSarrcLx2pQS0N2MEp0FnE6iaOHALhRaarRRpNpHRoabr4744bd0+Z2PSUZZgbbOPzipVgyzTy0LkGfuisqWdgqGlAKUcYHwmFzJ2dsllCrJn/FV3zkqZi2sucxnAf4C2MIdM/tzkGqN8prUmuvs4J/dV30PjUaLJx67j/0Hv0oYqJJedt91TIpwDvkhSiCost94Uqe8pwtrsva4/pZlWZKDPS39W1WSqNzzTpBBwmNPh/zOhycYRm6bB5fQqTgn2cUkWLMlrarDyzO4V4N5TeI+l3YpJ3xKwVZVi1cbbo1w9pwQGFnS4VkprZDIVKGFRgtFmihqgea97+5w+yMhDz6lMIFwSSCRbwSROJCLMsjlmD/uAK1KX9omhaiyeaadjZUghR9eZuuyI7UW0AtMYUSVWGV17qWVz4ZXvfwF3HTTy+h0OkhEADKw1lJaADqfP5KVpZY96UpVXxEwZq+znsiqxCi6bSqd4qWMZLFldClDmdmA4+DO91Avxj5UgZ7gCWsPHjrh8V8/PMF8PwCVgbvK3nliR5SDypKLscbqVaTmq3vxZP9wTkVeYu7clVjF2Nl7Iu87zBohNC6juWoibVGjYszYwCDjkSSK9Q3D//WeNhdsH4FOQSfVu9GkGkYaRloQG4i1INGQGPuY7ZKcakqv7aN27+evTfZ+1jNp3IZX5D9Xfm5fr/6ZVJM3NGQFaKk2pFmjgyMJzxPUax6NWkC9FuAJsgi2mCtSyIhsKR53TFa7I2sHlWtvbVGM2i3t1JVlKdfQ3lKUWbwILHOZIgugW/2dIGWKFyas9OE/fGCSz9zRIPGruhs3YsEXa8z5Ljc2ZEtg+ZGx93OrLQO/KGH7XNQ9ZqWZkgQYB3zGnKWJB1VGz/R3AXYhbN24EAadajQentS85ZVDenGbn/svipW+02ZZ568WGOkRG4nRJbmiM63tPotzS5Q02TRmp8kdS0uTa/FcqlSYu/C3zRhxFDHgWPzDOOYK6ZLVtRitSVKdr4ZSSgiC8Nl6TXx2y+Zpl+kblwhFW1h1VkeWHq8mYtZm7BITj9dwr6oMLKXaHaDl2PMC6DaglDJrHk5RwpbBGqn51J11vnp/nSQbspJJE9Qa7F0KLimALkT1eTVruSpeq0qV5wg0y1HmqmpCSveyXej6NQ0O2GuxeIXRM7aXpMaOm/C05HUvGvCWm/pInUCagElBx2AS0ClGGxKzBpMb29qY5kxt97vP2Ty/i9LPnJuty4yes7yp/rzOWN2Y/N90hekNaQrDUUKzNUOSis+GtfBZbQxy/YYtHNjz9aNTE/XPblg/41iwtOGqGpMkqgxeKqCugn4882hWvV9h5XLBlDRVUGfAHge+KNySAujWMdFoPn5bnV//k0lOt32nu7O773xvcu1dNBNnTF5mjyK4zFgnT4SsFVDmr8cE+mpcVxIf1ffE2J08VW9KHT7Vnk1ZqVExDthZB5BO7WzDOFZsmTD80j9t87bX9PEoy5QYjAW60YbYwDADuS7JFQ2Je27lyGowl4Guy7KlBHS9CuhjYP+2gG7//+EoZWZ2PbV687Of+/wdR7dv22p98FwbleoAcomSBYWVpWHMEqSaYVslVyr/f8n/zjcVLfnelUBT547K6oshRYo0lyXZ2AclU5SfcmxB8pFbm+w/FEBDlcDt5ElmC4oC0KuKqUQZ1FWZkk8EEKIkXQoUj9eiiHFkrwX0klQxq+7jdmGRvrfzSOwwnkpjhJSIzBcXNuAURqK1RxwbLj4/4d1v7PLg4wGH56WVKpmW0PZLGu2RSMFQ2+o/jHEOjvO/3SAU4wZvKmGgZBWS/Upp69BNyio3ZfVzkx/Pqn24Ot+SDY0V4JozKkfSAnx6dhO+H/YW5mZjIX3fsDq4qm70WUr6nEN356ljOX7RjG0imkmh/L0yoJ1lqKo6vAD3uExJUF7M2a7gd/9ygi8/UIe6KjS3CyozaZKn4wVjxVRjCR2oypIS2DP0ltn825DeFWQX56QYuFMBfS5ZVtuFmRaXY2wuhESnmftl9bn1xQ2pbWsmHWjecP2IA+/q8Jt/Kpjrl76ELJyVDOQ4TW6yEltRlM5mRWlWOllc5HZhDninmV1CXptCDpZzL2YMxKLknpiMWEpFelragq0w8NmwYTbetnVLbzCwhqcE8IOQjVsu/sszc733pTQwutrc65WlQ0l2eGu8N/563OrLNHYuXzKQq/EA0lRelwPJAtxl/W37LWNl+JNPNvn9j7eITBZMlmxBqQA7u8/H5K5JJk+KJNQaVZGQj1+gDHZKj2P4rVwI4+x9DkYfJyJDaW4KhWVY7dvMJIyVJaYyKEiWNLly3rjT40LwM9/f40ff2qWWuSomqehxTLpKrkQaYiNIKtKk7KCI3EFZrcGLiQEVTW7W0OjpmKtiivez/ydj7tnpJknUe9/VV178l/VaWDD4xs0X84XPfgQh5GjQDdBxF1Wy/ionnrIUKaq/qp05pf1hxpi82BW3ytyFJCknegpZIkUG8iq488ZhkSB8zaN7Aj55R4MocZMxxTjISyl5ySpZsmYyq7Q0VkA9LkcymXIOsJ+DwKuAd05K1htp2TkDfdHtk82uqeh0TT6iIX/U0rKctvMRtLCMLvAsq6caL0x428197ngg5IFn6m6kQyFT8g+plWXyTJpknrcsNrRVopAsRgjX37uGN565LWUSyVwXUywi53JVssFULucEAoIwYHpqcvSBD/4ZV191SQFwgF0XXoznh7c/3T/yfYOuuSgbVlmeV1Kk7KsbfVYbS8sAxg2BKdmDa1iDFalSclusXLEpeanSHORlSZIzeJjyyH6fX/jtKR7aEzpwq9wOzMAthHDau6g3ydvhykCn0OWVtHwF+KIC7lVy5dtBNlkFnalIkqyKLityoqy9XTmF1lnfo5MkQtvBly59L7SbKmUEogz0TKpoZZM3I8P1l8b85ntX+Ff/XfDovprV41BkOrMyWa1IhMjrwIMSmMu6XLpjm6XqZen7idL3zOMYh53sIsBUE0GZFs/OgRbGzWMReYkuwt9/1dVX3j4YjPJjmwN8564rCMKGPLT3dpmMUsKgKESv7jduisc1wD7uc4sKuLPgckxzizEGLwWXuSzJWNzp78I9SVB+SqQFf/yZJvc+Vkf7yn41UWJup789AaHIfG+zyjlZq6khfy3HxrKdU558C3RXykgLWbKK0cvv5zahs6WhCCoppk1Jp8EtO9oh8Nqdg1S782EMQksEqjg/seFl14z4sTf3+Pnf9okSQZYlyba5z0GOItWCSFIEo5giwyqKYitVvgByBi+ALNYAerkhIu9FWON4271/ssyzplZryBe98FrZz0pOygC3jasc2bx525ynj+7S6aD8jfJDvroAqxRsMg7sMZCPs3mZtUURYFYlSQb2whbM3BMp7Y5oKfAHf9vik7c1iDxZlMCWtbdwczNE4XcXu5KNJXQq0frYd6YYslkwdrFV97cjS1ZhvQTictBZ9r4zBiS3CosRDfn+OcLKF+HeE+5e/Lvt5xTOVbFAzwJPjRcb3v7qAc8e8/iDT7RIUkHekFkBuQG8HORaQ+ho1ra1iWK2obZEqTLFk0sTk7/OgQ6lZmL7d8ozDUVJjpRvWhsmWw127jx/DjiSpjr/txzg9cYEy2fvfmb7jm1HGMoXt1citPFtCrQyv228CKvK0Gvr7wz85RLZ0jD3tRi8BGwpHLjLVYKuziTS8IFPN/n1P57g7ErgunNKdd450EWe1CnXeGed8mW2XlUtmd1LFW5lLV4OOIv3v3XbWnY4y174qgQPpUlSZS0+9n7ZSTGm0N5GZB1AMpcsQktLTBmDa4kQHqSGLTMJv/RjHYyBP/p0i1HKOUBODnLtQJpKgZ9deI6xrftl5ZbKZIopOSp5/Xch+QsnJSuockS66tDZ7z6KNfXJJuft3HXk1q89/MybbnnhaoADNKd2AZxpTe3Uw/6i1CZx9Qz2oOW/1j09J7CpsnXZNiyDuXivytz2eerAnrp5hCXmFtbzlp7hE19u8Gt/NMlc27dbLqxi7udm74redpZVWWuv8sApAZjqBfC/essbkLPmggzxlNgc8qAzD0C1BbLV4k6eGFNicWnZ2ki7C5rBgT0LPh3QUSSRYdNUyr//Zx0W2pKPfqmZ2UfnALnCIIkprEBkobcltr+zqA83RW2XyS4EZ0KY1bIlXy2NqLC3KbkziZZccclOfdVlO8+MH9MKwKUMMZifr4XRi1uN+IZhZPdmBGmtGLeQjGvuVQA+p5NS1uQ6f62kLkBeYm0hC+ekzNxSpKhAs/+Mx9/e1mBu0bd+d24FylKAKYuM5VhgqUoBdFWimApo13JV8ltFk6/esXdN4D/HFVHJbJrq+5kmyYux8guhvMePyNncShNpWVJLNJCKzFGX7lxk4LeSBWNII8OmmZS3v7rPA48GHDgjXNCZVkEuXECAh0EQG8vmGmHLW4S1YYvGB9tHma3ieXktNtOZ7QqXyxZTYnZR/MkywEcJDFKPbsyDYej/vJTVA1sW2Sh/hnjly9HkzAbdalpAVYqLROFdZx025aq/cltZtX57rIYkT+KUwV2VJFKO1ZmUwR1qDp7x+A9/MMnffrMOtTKgx9wTWbgm5Ta0HNCMuSVlwGcM7lCZsXcF9IyVzVaki32ROS5l9hm/j+E5B25lr5v8/SK7mdemVOzCchq/2uZmcq+8kDLFlCzlmpc90qHg7S8f8sv/R5sLNkUQpdYXN+4x98uz9+2nTw1EGkYGIuNqWFz9SqUa0Yg8vV9J95uitiWrRszT+ibb06c4VlEKAxGw7bxN+k8/fW+0cXbi3AwOEEy9CpN2PyKDJ65I0rMTcaLcCR1nZ8fQTl+XU/HloLLQ3uNWYSmwFJlkKV0ETpaIHOgFcx866/Fv3zfJx77WdBnKcgFV4XeXpUk+vF6ubQs+V3BZ1tfjjD7OxGuT+7cOQMcDy4ouX8XSRfJHlOxDy9zFHjpau/BXOLZ2dmGe3XS/QBjrQdvP6CSoNggR8+7X9fEV/NL7pzh0NgA/KT60zr6Ui/6EJRqNrVtJhfXlfcfmWlifPMt0WpIp2L08jTYbEmRKJGPJyP45KexpDjy49PxNnbe++uqPzEw0+Ddjx1WOH2jlb2ZlufOnkf/apWNnJhgMbSCRgzxj56wiUBRFVtWiqcwJMW5ofLXEVYoSY4+VvmZuySpwhxbcv/T+ST7x1QZajlUI5mD3HNhtxrKo8x5PyY8ldtwJfq7m4rVqTioXwd+LGicP7Mv14WsWYVEEmeWfzeImU3l/rPLQyGLvn3z2uMoznmmqQAu+77UD/tM/b7NzY2TpuczkJi2xeOruGu1Ye2RgqcOUTQAAK7ZJREFUOMbmcalQKymxe7kyMWf5UlViVgcOtl+hERh2rBf81NuvX+qsdP70/K3rVh1Gb61j6zd2I0eT0TBZhx/PE/il2m0H2LW0t8jqS6jqbyHGg8q1mNvqbyEssMfB7XmagycV/9f7J/n0HQ2SMphXBZay4poUgaVxE21Nzgar5MiqibGrA8oc2Gux9bhG/3bxTGmCFGUGL+1hmQG1/DrzmE3RzZ71x2eAFq6h2DoohT+eMTkuADWuoSCzTew+9wlKpLzjNX18ZfiF909x+HQAXlL59FndSv7aHYzUCLQs9gP1MjbHdudLsPMNS7LRGOF2bCucFbvjMnZlcValpww7Nk/wgsu2R9u3bV7zuMq13pyYaA500nvP+Tt39pWK3P6SOp9DUh7GU9bYKpcW5YE8WRNCmbHTseCx0NtFb2VSMLfSEMBHvtLk819vkJhzMXc5Y1ktha1UC1Kk5VdNqmLsfg65kmnsc2E51+rfEtglPGSgLtmy1R7OLMgssTmikDCIkjYvdk/O6saLIfrS/YzMO/KNETmLG6Pcvyn7PJX4QvOmVw5492v7loK1rrJ4RZdnd9uGZLT9X0aO0SMt3N2+HzvdnbiS3KIUt9odVC7RjVPBYJhy4YUX9ZdWeu+p1ZuDtY7vmgx+/MBXTOBPHtww6x0I4ugqJcved9Xuq+huSgkex9iZBrdLvy2RrdiDuR63zJ0ldERmCyqN9gSfv7PGX32xwSBVdnBJxQY8B7jHpQmrZ5yMA34tt6QC9MzfLrsnJY1dYfVvge68NDZ7MQb0avFVlrEs/HCEqUqY3Bq0eruoXamyuM4ymSL7eeuRS0me4ncGHxmbp7GhEWh+4PU9HnnW44v3NEhV9s9J8QVM8f8U39L2fabSFWAJ+xOeEfnKWmZq+9y4fmdRISMtLMhHiUFJH62aB5bbw4Mf/dvbzFrHeE2ASwmN9NNn663ZH2+qdfe0l4+KNA3IhibK8WBy7PVqwFeDy7JEEaKwBAugF+BOPfjivTX+7e9MsedwaOtbK1JElp7bAyuFG94jihR8uYm4mtB5Lq09ltxhbdAz5pKcq9FhTYSL4mn5nr25KvFTshDNOe9lcGdgt72cMndRdA56nQWibrafzXY6vWtwwaSBKOHyC2J+/efaGARfvqdOwhiedfk7O3C77ik7wlmQ4BhZWABaoLvEW0422Z6bLj9hinFv2kBnZLjskh1mz6n+j9/2xH1nf+T1V6x5iNcE+LZdryPu70H502l/8RsMOs8CnovKWdMVEWO6fBzg5Z+pJHdEat/PJUxWa6JJPMEX7q7xy++b5MlDgS3gFmtYgWu4JllwWd2R2Kwug+UcwCYD7mq5UXm9xr+vuq31D+Y53s/B7eYBlm3CPINZBv9YttPpcmuSlKoOsdobkdoUvpZ2dTVOkwurpYU0bq8mFxlImw4XEhglXH1BzK/9izZSwBfvrpEInB8+/kVkgX7jLB/H5kbYccfaAV1hk1aesDu7yfzcCVTmurjrLDWC9kjz3Tdfyw+88fr0zHybF1+189sHOIDwNyO8qcOgPuSHsz8S9YaAV0mxW+atMniWCJLYfysSQ5pKkid7LVP3vGBwJTU6sAfvl35nkicPh88NbgppUkynMoyPXSsYYi2L0Jxbd7PWaydLTAn0f4cAc631tGILivIPuQA0S9O7SkOtM0uttHErmYUoHCOLCjFlksQYXfLEbZ2qcPsBClMEnjpjcBeuGQfyF1wY8es/t4Ixhi/c3UD7VCM6o915yi5mG1bmKcoy0J1sEUCcgdoUfbKee8931m6apmzZOI3nqQ+dv3nmcCP0z3mczwlwz5/mzvu+PK/Uxs+szL3wR5rJ/WyYEaXsYpFWz9ja6vQqa1ORKWWQpw7gTnM7kCupwRd87q4a/+53J3nqcOCyaKq4r+V5s3Y6vnBLxuy/EphlnpUtJ3ZK7kkuRcSq/3dcd7v/8blergJ6rsFFtZowkyVlvzu7CkqJ5SKNr0UJ8GVtXu7KJ59OS6kgK78QRAbqzA8nB71xSReBQYxSrtwZ8+vv7SClPV/Go9Se49CeyRtk6X1JYbtkYCcH+/+/vS+Pk6M6rz333qrqZaZnXzUaabRLaAGxSBCEjSGA8YINxjb2i+08O06ed7w/4hA/x/tLYhvseAeHOC9O4gU/iFm9YGMQCjtCQkiWEBpJo2VGmrVnumu5+aPq1v3u7RotIBiMc3+/numurburT311vvMtN2KAn/xu8UQE8URgQjI4TKKrwcefvXkWLjgnd9NDG38xeNqqPz5+gAPAnuHZGJLLbl8idlzris73h9Fe5Dzdlljzaf2zqKw7gMqEerv4Aoi0PKgCOiyMc3pd4KZ78vjEVxqxeZcL6U1nuTl5xJ1dVUBH0xKrvwmyo5a1vNvi18SOgjqZamNyQaSAPoIplxkL7Hw2I6XWSMQye4dHUs90qeVDKzFLxvkgEY+telQD6uS1ojCQYDx5riiMFEAy/2WU5LbwSoiVfVV87soRAMB//LYA6SpAU485Siqp1O0g6YvIyFWqrm6mu8eGLPYPAhbr5BwSDkL0tDcjLwrXLpp/2u3AxiNB+MgAf+NFJ+Hwwa1lLs57fHTgUNUf3+l5bpROw8dYlPykWvdU9+wa/g0K9gTgUEAPwQUgBXDLvYXYcj/t1jqUnDqVpmpiB3TstmvCAnEmNVFfgZEkfLKMzqI2LU+nTihwVOttjkQGZEQHlyydixIE2MgAu9G803I4Y1CbgSDGWJIHkigmSW9CmRRMIKEzkZTJdMbxh1acHRzg1RAr5vj47PtHEEbAbesLiJRklQ5ivaUCeuIsMJ7QF6ZBTs8RA0ImMJWU4fmMo6dvQfWl6y54/JGN/eXVq9Y8c4ADQL7QiMMPdH6nYeE3zvB53TsF9sFzY6sbRtAaK/1wLDn9BmWJTICnr0NwB4gEwy335nHVVxQtybLcVDHhKdJoOD6WAnVnWD3Db4b1VqfVUley5UH9G6TPjwLg4x1UGrQvAltlSekKo3kpSjHJUlWQrmepVWdpRYxMeHmUVNSrudgi9e4cYJFMgkRCswwAqIRY2efjC1eOggG4bX0+TstKQR7p+b4ValPrnXbqtL40kR0jQMLBFHPROasFbkPTDQsXnP+d/j33HPWcHhXghfpOTI5uBmPufZPj2y+V4VNt/QNAcylEV0uUzJcu4hNUk31BLXgEU0kJASYhPMDnDLffm8fVXz0SuLUzqZdT3o0MamKC1gaxbk9g1lyCADv9LoZlZuk2FOQ04eqY4U91cKaBrqyxXQChzLuRl2Jtqzk7tJKSqixmDjkSy66fJ1adFEuwpMtVlJYSofZ/Qlc+875RAMDt9+QRcACuUlOgJUTGYutNZpvQVEV9qbiymMsA3a0BGuoldh8oYNWCvsG3X7Lmvj+5+Db09nQ8e4ADQKHhJNx9z4+uj+Say2++c9/F9z5aRndLgCsuHMGrzpyM57kPY5DTz6nArIDOiQVnTIK5wN5DDn71iIcvfruEjTtsKVBZaqWlmpIgQwzotJ8g7AmjpAFmowUELItNLLqiJyDAtwsYDAyzWijXBINsjk2fEg6unEdpbar/U6VEqTlqGTO2T4EOCmoOljY6VCBGEsKPAa2cPiYleJJmy4SMeXhKownY1RVYiXDKwio+94FRNBQj3PVwDvuGnJiXp58q+bIs4eCRZVlS5yJAjlfxqrPGccUFFbQ1RNhxoAuLl/fdX5548Pp1ay47FugeG8ABYMRfgamq/7U7H9l2ypPb9nRPTYUYOixwyuIBLOgMEYYxl2JAWtak6AkMKx7FwPKAHfscXP2NEn7zn3nsPuQQcKuEEJ7xUOtjMHsgqgk3gzopB1egzrLqFuBtemJYdNgXA3Er0/3YsdMWSwu3wayXU/6teXY25yYBIUbUFW6rKyY3j0CoCY/SUD6SQuYo4uA8isP6XEKnCfDkbhLnl2Aqwsq+Kr74kVHctSGHv/5GCTv3uYklV9YvIfN0Uk1pnRhfondWFe95fRlnL89jZCSPNSu7Bgqz53yNce9Yz3B2LkrWeNW5S9HXVbzjyx+7ZP+rz+5FS7ODxmaBvMPinIXUATOjk/FzHbxhXIHbxceubcC/317E7iEnDj1S2SgjBK+Bry23kziYgiW1JZl8m1jvFLyy1km0QUydSeidKR+Hvb5mTAN3iSMOA6gpN6cuPbM4NiOgt7INVfIVdEZhdlYiN7MOI57kr3CSv5Jsl/RXoZNgKZoqq0BvS4ArXj6JL75/FH1dfpxIItUjJP+TByJyUhjABaZ8gcHDHgYONGLvoeUjA0Ptb9u75ee3Mrb6mAEujnlLAN/6+jWyLi/ujarli4vR5qYPXnEQc9s5ApUznlTJM0JJaN0lGAP3GHbsd/GJr5dw4y/yCJjQ4FYWmgtMl2eSqiZMdaXS1TnKiqcTxypObk30RCd8yp78iRkcnhnLmBZ0EnlSlYnF2Yi6wCGmOkkZGVlu+wXTVfEb7eP4NOvBSHTWuhMZF29W5JbMg5Nc9OrC1X25s1MVzKAWtQzJccL4d1gyP0RXa4SHNrkYHuEEcZaUSA/KOOC4GJ8qYuuuHJrrSujtO3+3U1z9yUm/a+ofvnnDMWP2mC04AKy/7wH58f+17LHmUnD5a89bVC3wVoyMN8IPPEjJE8upswRVMCc2yBw8x7Bjn4O//FoJ/3p7AQFEksFu0Q/D+VBqidqG8m4QalJLS+w2bFl0hC5LAQMbILVz0Wt7Sj5qxjhSZDObkrDM5UZoXuWKp68JdSXbZOWDaytO1BeQ5apjbaStts4j50aeuXJMlfXX+eTxHV2GEo6M8KYLy/jc+0bR1+3H7Wojy5ojsejq0zMOiBxyxRKGRxqx88Ci6s491SsWn7R2xPGajgeyx87BAeCPzjoDT25+AMJtGCiPFB+qDA+cWa32I+cmnVq9uPIdPIqVoTBGBONxV9L1j7r47k+K+Lc7C9pkWgEbk2sr/VukyOIJuF1CSThoMpU0wGh3pDL6lluApxzGepkBWsq7LdBbqM4COWWkKYCZXmlwbEZkwWS7FNSM0hS6XPcRZ5LKhEiPRylOnGsSW+uYs0sDxBxJeJ9pXZwjVlZ4ogIKKHVH1fACCGO/7I1/PIVqwHDdT4rY8ISLasiT2WRZnIyiIp6cATkATEAgwvxZTVi5fPlDS5ctHLh3/QYsPunY6clxAxwAlpx0OkYHH9jL2xdeNTV88FeVQzvARQjX8bF9v0Q1FJBMoLVeorsl9u4rAcP3birgM9+tx8BhBdosJ1Ig07FMrDhLPrAD7UzaPU0oJUmnXYEV2Km5VZtKiTqWRmwtH9dcXqPXVmOMAxzjoEC3b+K2RddTgFPH0wS/6YgSUEOBX3WLVTkpMqnKty0/UgvPOIdkUSohalFFxl21kg/I1acOJZiI8JaXT+L8tVV8+rv1+MebCnFzIUh0NUdoK0lEYKiGAtsPckgRYjLkOGvdWiw9aflVuwYn9l6w7shBnRMCcACoa5gN7nZulZVtP47yHa8reFtw54MCX/1BI8anOKJQYuk8Hx9+6zgWzw3x7RuL+Ox36nDgsIhN73QKCazHkRzLFNi0kIFaZmkqKLBoCsWdRVVMLby2PRvdxsQwy1h2LKiu3V5HMi3Qp6+ZaZGN/ZhW5IhEmOaSMEtDZySkL5Meh0lLWJ11GCXp0rpwGYjbxnGeOJ5JqgCQVPFzxYFDIASYkJjdFuBv/mIMrpD45o8LWNIX4sNvncDSPh9hAIxNclz7Ax+338uxeNkC9Mxq/fHqFfO27thz+JlA9ZkBXHhd2Lf9B3slb/6Al5slbnlo9LWf+q7AY1sLkFEVCCrYsMlBd0eIns4Q//e6OhwYVuCmoE1ep8oJWa/C8iRamYbiM/oIqrk2axw3A9TZ1tumKsZ/1C4H5eRkfc1g06DXQrIRms+6RgygkxRapsTY2pK2VANX2xB6E0mVlEVoC2h6rQZ83FVLB4J40nccMoppS3pxyJTHI4mCIkI8L2YSEZKRhPSBzuYIH3/HBPwQmNMV4m2vKkNICem7CEKBtnwZTQ2tmGKtPy0i/MDffvPmvR971yXPH8ABoGvBm7Bx86N7Cvk3P3jTfbe+dveBrSg0uShPlYHJKk5d4uOCcyoYHWVx+oERKlTOo+1AZlhzFdBRD1VXyWrTXtMj2qmvvBaMtRa71ntM6QeVEGo8TBOQNdTk+BhKBvBJGqyKWGoDnVp5MAJ0BrJ9AkCWpIqRNJBUz07iLaoinxn70kxEsywuzmOJOSFL3iOSPG4zl/zWMkmJBVg65R9CCRYCewYEntzm4MK1FZyxKMDEeAGjE41orWP45J8tQK7zggdlVN2zcO7LnilMj09FscdEOA9u09IvvfTUk753yZndsiUn4UmJNSeV8XcfGsZLVlXw0pOr6GgL9Y9ukF5ipQ2gm6hMw/G0rwlgOpbEctMkKw1mWSOdTZtJCG2Rp7XoFo6nBfNR9O6szRWoUqBbx9HrGKEaZL+En2ulJONBQEsVlRS46XKTf6daedrtjPRaIaqL0YMlmU5FEi617yDHXY96+M2jeXzky034zy0eGAdGx/N4eugUWSyt+d782Uu+tGBO19FO2XMH8DNXNmDXpvvKC3sb3/WGy86/r60lxAdeP4BrrhzHWcsk5BRLlY5McNvApq8TtHDoQA4Frp3DfTQnkpNta604y7TsdoYgrNd6v2m6zmYBWJqYl/YTmb2tKQnqNhKQIFZV7aNTTum6mgZBYBmAVLXCukFQFNHgUNJIyNo3IkGiWEVJwA9uvI/6ErGkKSA9F3c/3oT3frkbX/6hA+6Ug5au0/4p4p3v2r71wTJjR883OdJ4xhRFjXPOOQt7Dk5VpiqVX7/xFfNWX7RsZ763vQljYxWUimOYKAfwQ0I7qM5ta3N0PbHeRrs1JI4lTCdTkZ4UxJwCWxqMYboQvZn2yqYFs0ayeS4Y3QFHZd9QxS2G3Mf0vgaymXlA0xKT9Za0mNITSz5MJUTQ7ajTSRxPdZEoCpJUA0WIc1nA9PoUzIz2s+Q6bYXFySyukKgrSEwGHni+hM07HZSrRaxb09U/t/vhd4+O1lVOOe3cZwvPZw9wAOhpz2PDxr1Xr1vzivDAgcaP+ns2eHO7h+Dkx/CzX+Wx94AHNfGTaaEz+AGxfQwkmAMrkYqbjmSNBp4Cjlw+FMTTWWlrmfGxYG5jLmfkb+3xpwP3tOtI0lWa9810Xkp6ZahkKwVMWvTASM4KiFOZAJkZgGcJL7cpDCzeLWFTGTrbRHxlJlQm9l6VaUCEOPTPwhCz2wO8cs0UbvhZA3J1LuY3A+95wznV09ac8S+l+qYqY3NPBDRPDMABYG57LqhvXv6ZvdtHgsmDm68G+vn6xwVuuKUBQ+N5wJkuK4A6nSbgtSxIJD8cIceEWeoJQ6qF21xb530zYqWnd0Ap0BWtMQBNXrCMi+GoYxorXZOFmFra6QI+5IJI1ZEoTfpLQUuBDQpqq+9Kqo6AWGYQy54EdRihLEk7OJX3HVMpxdcBX3I01Uf404snsGXXKDb1e2hp7Ij6epd+vlS/6gtDg0PBMZyxYxrP1MfPHJs2/C1Khbbi0PiTH711/cD/uf7mKfQPFlFRU2WoNl9pPq2d961rLBmPZ2LwWNJXkMPoLShI1qDKIowLHEgVD9cXgSAW38g7SfJJzO5WzMxPSXNOSE4K1zkl8XNmHE81ceec6fUMZDtk/tefT1rrk9fGOrqNnhpGNzZFWhRuzLWUzG4RdxmI0ufxvrqxE0ta76nJCnQtLu3hLvUMHNxsmpqWJCaND2OuLhKlJr7wdu4LceO9c6K+xW/3T1520tqxibFHX3LGohOGyRNmwQFg+dqPYtvTu8uzey/Z0Nr/mD9evc2tyHFwT0BGEWRYQTzTUAhCGsm1Rqw3tCyoHUxZo5AYzetBrC+lGcy2vsS5tO4AdtCH0pC0PbJl8ZHxv/bFkYeyosyy4oDi2Cw1s2nFvdLEyalU65RerqiO0rgZk4bFZ5RzM1rapiKkypmlVUCkrhMyrdGkAaX4/Oj8fzAkE9EK+IGLMBTgLERvZ6N884Wdn640L/+XFfM6dlWizhMJyWenomSN9vYetDW13P7Gi8+88uPvenl5XncDWj2JoitighcEgK+mj47I2dD8W0mAjnIqmdWRCmZvQTVzhEHnQRQVC8TsSCC2l4PsGxNK67bHyLPpAW2syZD8MvfMUFS0ckIUlvQ1M2RFKgWmYLWVFINnE1WEThMOJLKjnhacyoCpimKJqKrRk+MEyLk+cl4AzoCpSh5j5TpMVlv9iPd8nnlrPt1W+fZWxthUXpxQUnFiLTgANBUZpJRy577DX3/7pX/kVIcPfPqmW37bsHskRHfTBJb2DGO8LLFxew5D44xwc408pXvbPU3s4I4CMS1oMCR229lk2SBXAItfMwvw5kEU8zbuEuQ9oL8NASfDEbCfWlSmgMnMCKV6n5QrM6v5D8tSQmQawEnL15BtxTXXjt8rkkmbY6KkRIhz6HRwSDmasvaCIQAXIsShcWDjjhzGygLzuxlcFHBwuAmNzX13zLnko58Y+vVVaF34hRMNxecG4ICW0n70k59dO39WHT93Te+nntyxs+HS8ydx6TlTmPQr+OvrC/jOTx1UI8/wDBm05aZVOkbDemh6YgRz1HriXNasT59nOJc2aCllATJpCBV+1OL0okjowZGYir3KiDYyon8DiSRnmv8U7BSs0A6mijCmwgssJ5LZkiFSSsNpHguj0VSk1h2g1fpKVYlfcy4Rygg/uLOEq6/rwGi1gNecHeB1a4uob1g4Wtex/OcP3XjncwZu4DmgKHRcftkrUVcQ16w9dclfvea8RRM9zc0YGGxHMVfA5edW0NcdJL+cDvSkszEwc2o/QzVJgStrwGm3ZQNdn+aqsFprbnBtorDAAjG5ANQLg3YbSD2Ok5URADKOhYxgD1mnKYkZDTUjnTC6IGRHN201JuHd9n6RmkGZ637jkUlbGAN2DAj86K56jE6W0NFUj939Ddg3uniirmnxX41O8GtOXXPhcwnB58aC09HWnJOO1/6Ntmbh+xPBtRMTD7thKDA8xjBVTXK9k5YQqp+3Uk2U1aZpsUplyOTXyKIctuXOdijjfTIiknSdemZZ7Ez2na7PRrlhmTPWKWvKQBzCZGUiNdcGiIjUaOrYtdTF3jfOGkzsDJUMoe4SSVuJCEmRClJLHbeaSGaRiOJ5gDiLCx/yXoCmkgS4QJ6HeMnquf6c3vkfqW9o/+6hwyPHmchw/OM5teAAsOas8+CxoYDnFl83q6f3Pa0ds31HTGDbHheHxgpxgSZzIBhDjgM5Lkm1jkzbrxmVOTY9MR4ZurdtpS1LnXkxMEYoh7kPeZkBbJaA+9jNN7W05nLTStNtTIurQvPEYUx2qLHomU5mhrUHCO1Qc+XUhvmjiMWFyBFDGIq4x3goEIQCQeCitV5gYc8kUJ3AskVz/d55899z1qre6wb2HQpe/crn1noDzwPAAWDFqRdhcc9j/tjIG6+fNX/2+3aOLKncvr4R49U6wPXgcI6iAApcxnWW3NK5mcW7ib9uS4PG8kzrzTJBTyVAw8JTa22Am5nboBb8z2RQANcA2wJ3Os0JUEM3kOaeUN5sA93cV5Wf6cJlWK9NlUUVIIcRQ5gkVYWhQBA6CEMHlaoHh+dwwelVXHZhe6Vv7pz3XfnOS6//0fpB//LLLn4+oPfcUxQ1WmZfDhl8O2SO962b7jjLzTcMfN7LH6z3AZQcIC90BQhVSVLlhOvnFMxUHeFJzkmmnp18jukoC0D3McmFMYVJDRdXisGzgbU5tENo0RQkjiMsLTv5YjrvRKWrSpi5KbCoDTOpisojT2lO0loCAIeSCxGXq/Eo3QdgSVvmGPghU7WbESRKWNQ3Z/ztr11y1Stf/tZv/e+/9/DFjxxbT5MTMU7cr3KM459v/D62PdWB+mL1A08PlT912282NlZHhpF3eTpVhaKSdC5LVS3PDODb0UkiK9pRwsRKG3ksRgSTVqeTyCVo1NLahiGNeupqeVJVz9VyRugUM96bJofZ1fRpT3PynVQkUn8nSb6PtAyC/h/XkMj0HKpop46A1kZCjT7wXFfe01mp1ZSQSIGeJGSxAPX1bKJQN/ueyDvt1sY65ysPPHkYZ697x/OKt+fNgqvxJ5e+BQAwWQmuqfpBWB0fW73tiS3/4/BIOTcZOAiT1HFlLWk2oc4OzHhA1lKVDLph56Sktpo4jSYvN029TU9A9yFvqFSYYxlKGjTSUZjmwbTETFtXpZ1rC83S5ZY1V3JhooWL1IorPZ3QFiYJBVKsKJmolWlrHTfu1FaeJVJkGAmMlx0w0VzNlxquqUbik7P63nDCckuOdzzvAFejkHPw4b/80tdKIp8/Y3lL/4Gh8Oq7N03xqdCLo5hcwgG1KHYBg8l9a2gJBTcs7k23yZAM1chyQm16Yu+TNaZbfVQFhYIcROtGjOYUiGQ5S1CuABsl65kKyyPOKOSwKY3m7nF1mm7LrLgN6QELhBwQEbhEOrWk4BLlSoidB9uixoauzxcn678wMFidMXAf6dw/b2Pv7kfR0lhccfdDTz3wob//pbutf5IXHaDoSBSERM4BXBE7nHaYPLXohJ6I5DZu9EoxEqNsCkDWKcDbNMTajtITuiylJWDGxcM57asS7wvrs6R3LK4/m0lbyEWuaIdBwaRxHhi3qYrUxyHLuJGMZVIX3U8S0FGr2KYLHs+857kBPDeAIwK4ToDRSlM0zN/sS2/56YjGHj/7tCUziq8Zs+BqdPesBMB+193tnPret+Re/8v7d3zyxjsfYjICCsV4GkAvSSWnnj+NirD0RgrzP7HsRltkYr3t7ey7gB3iV/QjbQaUvKNhyQkNIh8yHdRyG6k4MJ1Km7ak6dZSWVgzXJ9GNmFacVVoLCAt+gKd6opELyefi6YIpDnlqoVbctHCYXBFFfm8j3zDOlmXW/E3xXDeD+uau3dEQfdMw2vmAc7iqS6mnh44tPnPL3/JZxfN6XDDavljGx552uVhGXkP8JyYXwcREIYsdURp3oZKhIqPqVUYsDh5C0wvT16aagxsykEBTPbJ/A50e1Zzl5l2EKTTpKuUk1t3LJBlNH/FoDHqomCaH6frEi5Dga/7iqsDgVyg2nqr4oYw5AhCDgaBMGJwHR+e51QaW/sGnaaLbkBx1WfrK4OBm59xcgDgBQBwNeZ2t2DL9t3Bps1PXX3NVVc4d969+byf3vyLk8vD+zzXFYgihilfIgy1vgtA3zUJuGsCOYrKQCswNe3YjmS9Gaux/jp0r+8C5jj6D1wTjmfmhZs6jcnxJOHXjOm8E2rhaX5KfCgl9cUH5NIEvg7vS3pTTPbUIJdSIgwY/EBgqipQ9ePPXlffG+TbTvlX7mx+t5Pr8GWwK+D5uTMNp+P4FWZg3Hjzr+B5Xm58fOzr27dve9vOnf1iZHQMhyc4hkbj2XCBmLY4LJ702OFxeF+ohpocEJxZMiHluGYTzEwJsIZ/21KgXqc4uJYxWUppzB7kVqAJpjRoXJRZPJxwdCoTMuu1ydGz+He8rUicQy5k3LVARBBCphxby4BAEHIMDuex94CDfKGElraecMGC+Tc0NJTeXalUK32LXzrT0KkZLxgLTselr34ZhoYGK3V1xQ/t6l+0/Y47fn4qgv7X3XH/APr7Cyh4AnkRwXOSKh56f2ewgEtAY4F7OtmwxnpD0Z1s651y8HR/jdwjWhBitaW1XCkoqcWGbZlVIJMsM+gLpSyxaae1nXG2INICB2ZYce1gCiHhOAE8JwLnAbbtnsK+sYVY2j77x6vPOP+hUmPnP1Qrk5Xuua0zDZvM8YIEOAC0trYBwMiG397+uTWr+mZHuQVMtB64zM+tx30PVxF4LhqS4E9E0GEHdewgSda02wqQBk1JtjL4tLSdS3NbqoGn+01D3GkXK0VF0l2Y6eQBmpdTJYMW86h9UjAnBcRqX3UhxYlRsVoSN71PgmdRPG224OT8MAlHhMh7PgQfw/b9TVh+ynnoLvf8ZO+u8Mp7NmzZffll82YaKkccL1iAq7F23UV4eNvkbsbEB1evfPqrhSL7/ODY787Y+rsDvN6VjDlaLUjL2ThLaYoN7hoawG3AMtA7AbXkFNWMUJCUloAqKWw6bJulaSCZgGp98h66t4lWVowADCP8XFXLQ4M+kgycFP0q+xwDOwYwOENSUYaI64smDi7FDmjOm5J1DbOjTm/t/T2z11x1ctvsHUC4m7GWmYbHUccLkoNPN+7a8BiCMOr5/i2PdM9uqf/3nVu3ztu0dTf8kKFUAOo8wHMAR5gATy00NBWhhcEm6Fk2D085elYoXq0njYCSs5teF6l6YzqldL1SePhRwvjcKtGjYXrKxWu3l+b7prGDhIoICc8NUcz5KBYqqFQZvLo+zJvf+1TBHXpDVHjJAMD31DWeMdNQOObxewVwAPi32+7HGy46Hbv2Hlo1MbLne1/9p5s7N2wc78kFIygVJHKugBDa0eR2dAjU4VRTXCvrazqaBrhTILFaZ5MsywQ3OdM2K2esFuSGD2E7lbzW2cwCNbPzVZQPYmkljABccAnXCVAq+uidxfHU/qY9sxe+af+C+bP+555K62Nd8tfINZw70xA4rvF7B3AACKoVCNdjZ773YfnFtxVf8cST/Vc+8fjGFeWxoe7BocMAAM8TcBIQRBLxBALqS6egtCKYliWnADeTsOj/WnCbkqN5ipPMEOMXoHcWG+Q1iWEcllpC1RirTI+TiQG4TO8QAJFaFcB5nARUKDZhVlfDwIKFix4vlOZ8pdC47RbgdaxSCWQ+P/2c8C/U8XsJcHts2boDAN6xYcMDZ+8/OHz5lq1PlcoTI8h5Apxz+L5EEGrLpcCoaQxTs6OkQRtugd3uf2L2QTElQholtYeE7VGqz2Tq8ln9UlQaAs2crFWCSCNSjjQELwg9AQA/ZPADhjCM4DoR2lrr0dreN8ac5h8tW776HgDXtbb3zfRP+6zHiwLgahw+POoODg2/7dY771rh8vD9A3t2sIH9h3BoVIIzTjgyIBKeLoS2zqnLZoCNaXAl1jrLeqd6OPRzOnTBgY4kGj8CpTwU3BbQlTUX3LLWFh1StMQREo4AhFBTOQKARBhK7BuS4G4TVi5fKBvrxbVLVqx7vFBsuiGXL/kz/VueqPGiAjgAbPvdDriu13xg/76zo2D8dYdH/T+99RcPyv7+3SyeFCue78dzAM9lcEQMUkDXIQKWs0k7YNV0sTJBzzIAl2b2RUjbPURWQk16USUXRzoVS1YXrIzOV+r6pB1pBY8B7nkRcq6EjCSqfohigaO9o0fWtZzCRibEP/Z0N/24q7Pznkq1eriru2+mf8ITOl50AFcjAWrnvv1Dc773zzfx5qbid6qVyUV3bdiaD6bGUJ9jKOQZPJcnU3AAYSRTECqrTFu1UZDr13bLNjOxK/4sqqbRfI+0F4khX+r3tKVO87Vu5aZaa0SSxUUjYfxenAM5N0JdQaJUF6C5MQfkl081lIrbuJx45+KVr4q8QssuKbHfdV6cUHhxfitr3PHL9UAUtufq6he4ueL3B3bvcu+//6GmqYlDja6IEAQhqkEI35eoBjH4BGdwHEbC/cwEPY/XCU5ATng8BblEDLggBIIg9gciGVtUqqmrO0l6fBanISgQK4Cr48fqB+A4cZqClAzlisRURSIMOSTjaCo5mDendWTxspOHu7o6/bGxqbdMTlW2Ow4/OGf+2pn+aZ7z8QcBcADo3z8KgDHBUfiPW35Vvehlp/7F1ic3v/3Q4IEgiOTJO3fuyo2OjWH/4AjGyxx5jyGf4/BcEUf3WGxpOWcx6BJL6zgMThJYooEhQQAvZWxVKwFQqUr4QYgwlGmzHXWx0HyV2EdgcBwyga3QjqZSTRwnQsGLUFeIMDIeoRI2QjhFdHTOrvhB9OisWd3OqpXLrx87+OC35i5Z5zEeTUJCMv7CDK2f6PEHA3A69h84ACEcPL7xEZx++hme7/t/t2PH0x0TI1t7n9r1RNuGR2XkcrmUySoYfASBj8mpCJ7rIJdzIARLgek4DDmXwRXx2QzDGICuEz9UHnsQAuVJYHwyxORUmKg68ZR9jsPgiNgJDhO1x3E4ci6Pj5FcNDHYIzCEKE9KCMdBa3MBDfUumhvllif3cN7ZuWRwxdIF/bN65h5wHPcjjzxyf3X16lMRBAFaWtpm+tQ/7+MPEuBZQ8oyAKwE+Jz19z0ebty06fyJ8TExr7flz4eGDtbtG5IYGRlCeWIExbyA78cTnhbyAo31DI11EiPjEcbKHIWcQH0RyHtxdJBzIAgZhscYBgYDjI4HCKMoBq1gyHkCdQUBz2UYm/AxOh6iVOegsd5BPgdUqiGqvkQhJzGrqwWdHa3YezBAqbF1Iu+Mf7tUXwrnLVj2i/ZZy4SMol0ANjY3Fmf6lL4gxgs+F+X5GowVAWBj8sDBfTtv48LxfH/ywYG9e4p7Dko/DKZe67nsNXmPY6Ls4577HoZABY0lgYW9ZWx4guHgsERHUxUtDRKlQohIAvlciEKuijDM47HDIfYcDFDwGPJe3FSnVOQo5HKY0+1hcNzB05s8tLe6aGp00N1RRFfvSvghR95lKOTY/29syP20oT10W9t6ysVC4YdBEFQXLZ4306fwBTn+G+DTjPauPgCoAvh/ADAyMgoJ/Fpw9nXOWVQuV7Bx8074U8MoFB20tvhgLtjLLzr7y1PjA0u7W4OwuVTFWNlBXSEEFyNAoQFrPI7dg1UI6aGQ5xgvR2iqY5jVkROrTpq95f7H7v5gyF2ZLzioqxPo7GjGaaevAWMeOAfnHNsg8dSSFaWZPkW/F+O/KcoJHLt29SMMwwVP7Xii0Nbko6m+guExF8V8iCAaxsDBBpQrAnsPVRD4eeQ9gZGJCE1Fic7WHE5euWJSOM72zq5ZM/1VXjTjvwBTFY3qYgDODwAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0xMVQyMToyNjo0OC0wNTowMKh/ACIAAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMTFUMjE6MjY6NDgtMDU6MDDZIrieAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjMuMSwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/d3fzzAAAAAElFTkSuQmCC', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 183383000
{'hecke_orbit_code': 1855459426395, 'n': 1, 'trace_an': 32}
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id: 183383001
{'hecke_orbit_code': 1855459426395, 'n': 2, 'trace_an': -2}
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id: 183383002
{'hecke_orbit_code': 1855459426395, 'n': 3, 'trace_an': -12}
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id: 183383003
{'hecke_orbit_code': 1855459426395, 'n': 4, 'trace_an': 0}
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id: 183383004
{'hecke_orbit_code': 1855459426395, 'n': 5, 'trace_an': -6}
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id: 183383005
{'hecke_orbit_code': 1855459426395, 'n': 6, 'trace_an': 0}
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id: 183383006
{'hecke_orbit_code': 1855459426395, 'n': 7, 'trace_an': -6}
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id: 183383007
{'hecke_orbit_code': 1855459426395, 'n': 8, 'trace_an': -16}
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id: 183383008
{'hecke_orbit_code': 1855459426395, 'n': 9, 'trace_an': 8}
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id: 183383009
{'hecke_orbit_code': 1855459426395, 'n': 10, 'trace_an': 0}
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id: 183383010
{'hecke_orbit_code': 1855459426395, 'n': 11, 'trace_an': -10}
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id: 183383011
{'hecke_orbit_code': 1855459426395, 'n': 12, 'trace_an': 0}
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id: 183383012
{'hecke_orbit_code': 1855459426395, 'n': 13, 'trace_an': 0}
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id: 183383013
{'hecke_orbit_code': 1855459426395, 'n': 14, 'trace_an': 28}
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id: 183383014
{'hecke_orbit_code': 1855459426395, 'n': 15, 'trace_an': -44}
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id: 183383015
{'hecke_orbit_code': 1855459426395, 'n': 16, 'trace_an': 12}
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id: 183383016
{'hecke_orbit_code': 1855459426395, 'n': 17, 'trace_an': 0}
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id: 183383017
{'hecke_orbit_code': 1855459426395, 'n': 18, 'trace_an': -4}
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id: 183383018
{'hecke_orbit_code': 1855459426395, 'n': 19, 'trace_an': 12}
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id: 183383019
{'hecke_orbit_code': 1855459426395, 'n': 20, 'trace_an': 0}
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id: 183383020
{'hecke_orbit_code': 1855459426395, 'n': 21, 'trace_an': -26}
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id: 183383021
{'hecke_orbit_code': 1855459426395, 'n': 22, 'trace_an': -8}
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id: 183383022
{'hecke_orbit_code': 1855459426395, 'n': 23, 'trace_an': 0}
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id: 183383023
{'hecke_orbit_code': 1855459426395, 'n': 24, 'trace_an': -12}
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id: 183383024
{'hecke_orbit_code': 1855459426395, 'n': 25, 'trace_an': 0}
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id: 183383025
{'hecke_orbit_code': 1855459426395, 'n': 26, 'trace_an': 24}
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id: 183383026
{'hecke_orbit_code': 1855459426395, 'n': 27, 'trace_an': 0}
-
id: 183383027
{'hecke_orbit_code': 1855459426395, 'n': 28, 'trace_an': -6}
-
id: 183383028
{'hecke_orbit_code': 1855459426395, 'n': 29, 'trace_an': 16}
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id: 183383029
{'hecke_orbit_code': 1855459426395, 'n': 30, 'trace_an': 0}
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id: 183383030
{'hecke_orbit_code': 1855459426395, 'n': 31, 'trace_an': 24}
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id: 183383031
{'hecke_orbit_code': 1855459426395, 'n': 32, 'trace_an': 4}
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id: 183383032
{'hecke_orbit_code': 1855459426395, 'n': 33, 'trace_an': 48}
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id: 183383033
{'hecke_orbit_code': 1855459426395, 'n': 34, 'trace_an': 0}
-
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