As conexões interrompidas entre a memória e os circuitos cerebrais reguladores do apetite são diretamente proporcionais ao índice de massa corporal (IMC), principalmente em pacientes que sofrem de distúrbios ou excessos alimentares que podem levar...
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vgWbika4lMplMplMpmYFuX8Ey3Po+Fg2+dg83L+BQJ8IkWWX1T6J9U+ifVKeoh8Sv4ZmOOByk1DOY4/0nJqNu+xJk1M+eVrl1FZwwtz1VFgvrrpzGnH4pagHouXzQx1LfZDxlwjXuUnwQLC1QkgKA05JbcyfTCiW/uVWUp+lzJUiC5eK/hEr8AWsalRojfQYpg0x8PBpfqZwy8HxC6xlL2R1ElOfLGxEpbhbDaRjWzwLQhwpmc+hlarepb6kIB/csJlT4iWD4xCos3uEfgTwV2rqFlS4JCS+4lws1KJUEKho9RKPThU3FReLQRWxER9QaYiIlSWK8Lfy2PVa6WkpDP4g1+OsjlhyS+Dw5fmhbUuc4PaNOB/7+O9Ep3SB+PZUuu2BjpbrxFZcoXGOWYdvhwhfKy0G+bJZKSnuWSnuU9yyU9/LbWq4ttvVWEOJtz/AI1KlRAB5iBXhAOvgJt6swX0gsREVgt36h5e5abNy2XiFlCI3HZfyAhsi4NGOqufcP8AQj0HnEM+amGa8y3NV3IwYN9SPFVqArGSkJJjfWISZL+6lIA8wxCx18lylg9KVtEoH2RUjC0bmvz+pRIYVszA7OALUvF5XiMuByk1BeY8DR+4OD/xm8bUm4gN+D/iFkJRT+UyzakV+1x/UFK+TITPdCz3ires8BS2YkjKPU88Uw6yTW3HZaYp+/pcDqlwxjn3ANzbM2f1KBV5n3h/xDhOf+kseh19QCRZtCZvqFhit/ZEF2+R1NOlVDZ/tP6h/jg28AXctdy41GiHJ4jog0wU7yjpTVxa3BHlagHpgHGWVX3R8vBL5GziCBs2wqjqC2QbgKFW3KF+QBbCFnRLKlSuLarpUQ7s8wAt1EUvNlqKAGWVyjlLliMTMXOOL48+IwfONvhNzPPPqL3xpBrBdQdesscgXBghrxEqPqAS0RujHxWCVj8gsIHjHRLld6gVwLlkjzmtKqP5LJRpTG6rJcjlYyi23njETSIFbgpD8JsIaB9vyCCot5ehbepQtvAtytcLARddeOPADLELhHujM+Qcef8AEs0xKUofuByRYxiYRgqVpepUMn+ZcAr4bEmJ/BwS9RFxKhyYqLMEE/HNogqn4Vd6gV/9L//EACgRAQACAQQCAwACAgMBAAAAAAEAESEQIDFBUWEwQHGRoVCBYMHR8P/aAAgBAgEBPxDaLG7lmCI8sWB4bgFzoIlYMy3Aj/ALRbFVErzGxiMnmXZJZxLCxhYOrEdQ4FNSrnDSMMEBdP1gVERNQWX2WKSvUeBnYgrUK7lE0eTBVKulr1KcMwko0BVPUzzKOP0DEHZlglKOo6QDkh0FZhmWDMkoYe9FtYJxChTow5g8kWLQj5TNbBmCrk8ssAShXcsbJgnnefCkFNsCzETYXMIrjixEdyysSgi2QA8zBhBgYJEopAFsLKzvQWrctExlQuEyhEJZuF5zJ+HUiHTvMLO4hAZ1GPOGE54im5xEyYHmMWjnCNjAIXEsBlRmKsVqhZmXm4HmNUjWBqXLw3YJBYalXmJ0+AA7g1KGI6tnFG/EqxGcBFeGUQZgpuKq5ahpbMCXbnUKGiiOCwsX1ARgp4iisxox4oywbuP0wHD3EqBEr4bIJijULlteCIS+aVJbALFMGNGYFi5a2Qq1ACLLfpLpY2DAqp2pZcvZgu4oL6lFGZF3cYFV8Q4AzLsm0MauwU8QxHXSHgQWslhnRVwgoc8YYzLVBpxE4MZuNSpUKVUCmpxQqGcIi3gjlvRWuJ0lcwwFlV939OjMGWrDMDB5jzjUgti7xBg2BuXzL2rwgkUqjTN9QsCXUWFaES+ImDFkDqLJ3M45lwS1KiwINMyXOdLCoKogoDbe28E6XRVFpFOZ1ud3UzFgLLCFGy9LxK0FLaXoJpgKmUlsNLlLzKENXWtykruGmJUXSgvuGUmAG23Qw0S1QxTVRiUuYMWyjWiMasRNr15WA4Y1Wmiioq0S2eRgCjUBTGXqBWIlaXoq6JW4CVFbvW9oiU8RW0UmXJPzc1YhZxCMsslkslkp5lPMVcxHDMuWY6nunGz3T3bhr51bEakJpe51ie6Pknuj5p7YzMzA6SMTMz+nL0Q3MVYlQfScdSEPOqpl8y1RHb/EoaZxsVtFJyMAK3nVTxuUC7eI0cfTWXAtqKNm0cSzSiU5mbMfRY/JdSSm6jSALKAiVqC25V/jCiXPmVTKvSZtkcXLReYlfQyhLKTLxjZClkptSxnSpqKKl+GcCBtXDCqmFioNKMCpeR4I7WcaBbUGNTg9Sntlw9QCVlUiEq0UFZ6hUWcwhj9F6S24RtDUulMUlaPDLzcUtykSFCtFTcVl6WqpYtl1jBqIVMtFaui38r5dsVgXnYRi4ocwR+mNfTtdUcS9qocDHx1QmUQshs/dBco1Pca63iJeXuGo2+vym7EQWjQmLzHw+Ba5lxuNagaErZZLNLJZLJZL+Xmd2BAG4NQ5uHxK+DNADaioijA3pniYWoYPUA5mAP2ApmBXuKwjizh8jIka12hRPLORG1xUInUTLeqxMmViJWwuYMWdMAlI8gnghgRULiDxUAA7qAVuYsTjv5FSY7tsqWmTHUGm4+Mac5hNJDCU6VLBdbC4s1DiLU50IanPT+AggcP/ACWpdFzGBGsDv/uDOE57/UsYeJcE6zKl+R1BWP12ChiXk6BTtEkRVO7S5VMEr/Zq5Klri7RqWrJUzoxrxU9KL/mVsqypwDNv7hsjjiMRdn9xpKMf/GKysUs5VLimHr5KBKk2PqYgaDoVS13ASSKpkmONlIC8RRqFxRsBI9Fw09BUGtlijqUJlqUOkS4o5w/kVqpc66J78+QzTDNG1b0vFbMEPc5HUudQFwtxMEtxqNQUGeYGxkii9HA9RQPFQB/RnStxcNJs2A7gIOZajn+JnnJ/cu4KoQ8/PxZMFPyAwg9bBEtL3WiroIZzUSXCZNZZSIQwtmLENB4IyoV+xnr+M5o6gXOzAEfDQkxPyCIt7KIWYWjTUL0dqBdPRmPOioafkegxm7dGFFH8JarkxMRiA5RNVXL/AInj4RSlyfRASZ6cwojfU0MovcKProLkadrwfR4lu4ZcW/8Akv8A/8QAKxABAAICAQIFBAMBAQEBAAAAAQARITFBUWEQcYGRoSCx8PEwwdFA4VBg/9oACAEBAAE/EKWzulYfrvgL0updCs0tb+IrZPz2g3D8+UEZH48oxOF3f6lqKPT9Jtvy9JwX8+USsFspaviVQ20LBv8AlUFoA6xKrXsuKV8dHQ0LTCpfCTaxReDzj1HuJXEOp/GuAFoLegHe5agKl5h31T/2XeC2B/Db+oIlmv8AlZ8IaSsOa+lSJcs6UbdBG/jbgaIYvZGsdIg0lJT5xGXbiVwFGVjC6e0VgzMIGZUys4YwNLBA068nJ/GXluL0QSpwq8NZkNNQtGxEoXgpZTshRYX+JC4BRLsNj7kMdURjCq57f9hMO5xeQTg9IABox/00R/EpJDkNEq56p8LsQlQyKltqiCkBCqCFbLAQM0Qm1jFAXDoA7IKazXCBEsbH61othqtdY9g2Td2pE9SAd9R8O4Wi+J5KisjISog1TLB56w0lj/0d4jpB5sSADpbuDf8A8ME4qA4lr95WzGVWiMY2zZqMaYvM8NcWWO8MNCEULVGIRupiAxSnjWJUlpoJqWEDCcQRLPpeJ5HWMIFKMto2L4S5loOJUQITJGwhQQ1ub2TmHLGZb5kZiwWf82fGZVhTWKcXXEzQ1DWjKpjqe8rA9yhbKoXjTzwwNSA50KUTbJ3yZxAgJTRi7r1/ja2h4vvFS6D0Znrrz1My8DF3CwA4DdwNrpCz7wa7sbv0ji293+pkWPHOYYWznDMF4wApSFqnKNsoe5hrbqwcwcai+rNqPZDK8q2low9FyqWR1j9QMEA9Xi+thoRuii3mV8AqWjagEzuHfFUgBrMRhMhxDDhcOUrCgIAQosVBKqEMRWo6SsS5NDNShAFZ+kLHBqBGDcWO8RsIdVBbMKtjHsI6r1hExZ3RyiwF0GWYu+PL+IdTXrAA2N3fpTCWBcoMqvdgt3i6h3FjAQV1VCYiEJAsHZLvq93RL/hqVK/kREOVe8XFR2tRODDu5Wiil1D2V0Lol8BXnFSiWbYJUCzdR2jmhaLz0iDk4IqyzZUZ65DcYRlgvo9I0YqMVdvaPk4qs11lTFuaH2hHwAsOcR9ODnwfShViBN6HQhcKAhiiMzjAHSKAEFl+jNts40EKNJBNkGZs8GyIkBMkGgLuWoUNx+8ph0focuAg9RdEtTdynGyabiOjG1pgHeYJK1KnWiaC47U2sEI57ILJlSazNfxWIzAWnR7RdVG1Njo9YUW2BQYj8V0n4zo/4WCzCQVfNdZQaJOo/QQ6wuOrcxQPoR8D1W1GfqSW9XvcQk93lKeYEa8wU0RbhOCICwqHiMt3uBwJyjsiMZiThOR5lFK0iYC0osr1gIrxlPEwVbNNpU99ir7PeXehnz8HNakImxGsmVHSC4+PUvWX4Je6juUllGpSukpK5hqHeaIVhXLGUB05ZfFTlEbaFh0fofUJYOsYBwQgqO2JUDKkczIseHnDv2jvrjUHSbYiBVJdkdKZqWHu8R4xv+T8d0j8V0n4zojgi2NtfzsuLba12enMZlRhea+h2NG794lBZ27wtcXMy0DzhbDoqFMlc5ySiuBpQgXaBFlJ6rJXFM8rLsl95QVUYNBGbJaijLqwFFzCMGXj6Slb6niGbbGL7RcLo7SzzkOekpUNC9fBuCgYCYjIGHpzGaGFnKoB4LU1SGleJasMUzKUYMuXMC4dhajErgmMCId9IpRpQbL8CdX5oYrHJbgVaQ5ZCLcykogXsEunpKHoYYPlLyd5W8sxXMPNTAwRkKxWWm3qIglj7fx/jukfiuk/GdEsUYoq0NYXoMVg9f8AkJvgh6mYRqb/AKxBhbeI0KAsztsRmVBdSsAYNRSr7DBx3+SVKJQQ0YU5ZrITDnzuFUQTMG+gbZd+uk585SlglcUbg1V1HNNwVNTw9E8MBzQgwJBUbEUZJUg8AyyQDmE0Dsxy7IYijlqVQx7obQDli2CnSLBlWTKBC7MMRrXqFsX3USq7QigZgJvR68sIlCXg6pUxLcyyjgiKgj20xD7zcCg7IFcIzlqXJvUGRYs5qWCKxXEGultevT+P8d0j8V0n4zoi8WepcEx/ovypl98wNEBPquWQjrCOAhRYkU7WmKwAFquofaCxHCQESoDhofsn8CqQO++ZWm0Dctwc9YGSIBszBAtIbj6sN0wIMaC7lSDA4Im6iVXWO8Gn5hLVSMudIrxfEaaPUS/wpSoRoC04rAXdDCKBXWcede8IJQXe/A1fSfBKS5nZRNzCdEdkMQn0JHQ5Tjow8ovRK+7iAP2FBDQWgaleGVyxZnHbBDWSUeJVS1JC39PuT4CFWwVj3IS5cwoGJSszWcxXPUdRV5xuVbtNBbZQPllYZBMyrkBw9xGjBnMFjvU0doGJHsNgOGaQYrv1+utIdV8fx3SPxXSfnOiLkjG7f+qgNm0zHT37S19VDguxP2GMl0lbpSKHYswKUolXYwy1LWTLhYqpMj/Up0oF4CKCruqvmJjJKl1zP4BMkUgm8yhKuu5kKqy5SAW1XELwXXbrEbo2FiEWKAgodJScIxiVAFiic2LYME2ExaQKCnomKqjMtOyWcbOsLye94HrHUGQIABodJaqMvlFgo8mLQrqMJp/rKJbE2GMiKOWqKxvOo0bm0FAYh/N1IHSe6V7W5M5aW4co9ZmPJti3Q9VxMcFKWyaZLQo8nbDMUAr6RWkrovHCYBMQjuicIHEZmpRlbEEcojPJoJQqA6EC1hgQqNhQbeWEGGCto4REBmXWCrU6T9y4+s2aEaotY55PvDYjFQuzC8Jxd+H47pH4rpPznRDfZCPu/wBRLRMyxaDzL+rSB5s/cS59LYaOkxsgouALUCjRuIS1UHVj/T3gvAyZZXXphzLIchrag5XDDRPINNBEecP15hVVWvmFGlDjaC6zbjiAzddR3EaSxvtKjg2RIum5dzcL7sQR25lWmLymZdyIBwB5xGPOHtKzNOkvqlXnmGqoTDtFVOockSqZGTzgqQvlKVlFKjXLnvLg4U2btgduU5uBZajpmgggVCMGyjvLVCdF5iRFJsHUU1iowjuoABxDEyIB0j6xRFLq2EuQXReYLd5QqsmTaoIyiEDXm2YE4IGA4CDkEFxC0iVVBCfidxw4RKs3xDxtzB60pKYCDk9IoJtALx5EwAnZzAV5EyAj9VKVjBKXYBIR2gfqsV6vBBPcSAQsUgCNHQz6B4fjukfiukVJ+VIVnbjyGv6jq0Vr/iWfVgDw2uJ+yZUwSC825IBdotlLFUdRRmFFrYBpdn+QmJwlgFw9dwW1mgWJoT1exHLhjA0Wx2D677VrTKFAZxzMYqPUm2bzRuX7F2xUFWuoiLbvSR+gHGJSSVwpHy/olMH7hLOS+KlyWzpBtRea1KtheahUux21Arfsbl8emx94ZwHsbi4hOhiUUIfEdebhM5bQ26SvUxBWoE1OmYgqD5hr84ZKCyJoNpvs8cREFLKNWl21npMmtjPFl1e/zBmDMoBK8QLlAJFy7RRxrcWkWUkMHU5H2g84srMrZnGEZhva1NAA9FV+XGJXMELyyhkRo0UzMNXDO+qgMjGBNh4EEoY84Ecuo7jT7suBodIMRb5dCHa8EwzpZjnIvEUKBaIaDarMzSz3mDFiqdaj7+gxCVHOqZMCVK+Yx3afb9QY2FrutsN9t+kSJRbWlM1xWvD8d0j8V0hMNW79MtoylebmDe9DrEt0gn3/AKisvxraIrL/AJ3UXmwbTes/bRJpF85+jTFfxpnTIdk/RJtHfSEtl6xHZ+iZ6zdKwYsr8kFaEfOJNJsUVebWEGaHYFaLPOfsokW1ec/TI6bvlb9lpSCksbUuJSZVCi4QQv6xl56+m4E4aak5Q1TE4hobI0ncwYPCwUmEWgtlXcBou+PU1MhuZzlZXo1BtKSyDKuotEXAm+8pMoAtB2gQNpuxqNEXY+09YLWJaum13jolIaQReCarDVQWs6ZaYNYQsg7RQCiG5VbYGkM2x0SwXiZP1/q+o/JsDnntvyjw7KAMYFw5w2eH47pH4rpHH2d6gQRdAfEfQLKECAnfktf3KT6Aoaf4wLV/Qnatt9pQ9EEOVoZYb5ZQlpZV5sXAByGhCBo8O0Zy7UxGlHXyHpCwCmu8UUACyEydt0yqkpTBLKF7J5wB+0xpM4iBdh1KudMf4CZw+YK+IEiekse0ZuB6vEFDvheLaOOEiXdoTbZDFOGZpcoNx9hi1VtPtPicVcq4SALqCIEMYjiC11N+tIYUlnF9II8LMvu3MTJuFuLJGJfisG4Sp85TftHb3zKNADIwwMq0ZZM30xaYbg4IfXHMxXtQQMRCWRggXeWLnaQFtcwftCEBUKX3uU2dxVbYUH5Qt7eJUvVfqQZX1L98ZxvGcRYRZV1o0NcPh+O6R+K6T11/IWODyhu9YP7ihL2POYlATXrvBB4q465Y93SXBVVJK1fwqk/T+bbW5RrquniP2o5uFNUBDnDDUqKhl23FVix4lXBuNRVOEWKVXsYgUYE4hZizuBLzXMK5Tl7IU5VdrOUfMieT2XFyyDbZULhVVFS6inkHuQ2IyQddohm1/aEKO7jKd0Y5jwMcDOA4AjWLPtso8qimH605uFzjqMBKHBOgk1FNblW2Dghyy9Wu9wUNWPmNGyjDMYKYhxEdsKhjwERQqrXleJ5yEjEKIHoS8c1MNL3QDv7Ra5l02eGIiU2paQLhhLICwqlhKoUpkiq6wmQ6O0IJF9I1hubUWKqtuJ1oBf1bOoMhd5MbMOnMvTA1Qoiky7M/14fjukfgukwPD/UH+TtWRrG2WV/tFrakdVqVBQL1YAkJbXQhlGiFAF4JyQxG1Bss1AKg6+t0TLz0Q8bCFt36zJGSJMm3q+hhY61BSyWqu8XDhnMsKeCsrDGvrkwWFYA2sog21rEBlLTHaIBhLiUqWzSQUWA8/wBQJKvmmUtT7EMtXFhi+lx7MWK5lrQ2naccoyrxL4vb7nMAg6ZqbXoGEC7IDSBg6lJACgxDytLLGk0bJsZTBgogKhFNlXJ0hgjJGqDmBkinZnacQS1PcZRpRqbCndinOdZlM+koyoTCIeTpArrQSOiGNxsU1FiIoawozYYzp64JXCBawGm2/wCo+wVKJdsqXn9w7qzNUlcE6UHMPNRgTKHmgvUZQAGV0HEVGUtXHyO8IEi4FW/LDr4hEPhK1sjgBv1juQGEF3KqMogoDp9SaKAQDk1WfOKaky9Quzh7eH47pH4LpMfAJ6F/uOl4z0goOkSxOsu3bb6alkbrNV8eYJbrcnf1lOAWK76CLhOs5PyOI1unmnbrKb9NStt3uVYjlb8FotgWHgimzB5srALDf0bfOGQvMf5HVSlNbI3eKWsR2x2W4PWHLO4LQ/2VX3NUSwU5LqDSEbQQFUeNaNyiWoW1KnXjFcxh6w9YgSBkg2BDgLGBXm7Mu8YyisPCGSDTN8xbkOC3RLACVheDEXg/iE1WpEMcWXMBtBYLjE1O7MVcNuCDMLrxAwQviK8Ggkd8gLR8LPLEJzGWU8g7Y+i3rAl6xMXlBZ9ygyAYIyKgcCUJvIFI5iWsZoainGJ3W7mNqOuY0Jn3RC5jW7GW0l6ojvUJdkOJl0G5bbfe+sR5bB1vtmBdrJG2Dd5Xw/HdIYI/gR9MbfY+07es9fGlUhkk6HU4hWtGUHM7Z6FECiGByBw8kAI1llZLkSjydYh5XTmU1o5lx1FwS24sYNBvzcvxqr+ofogfICVa8NwGCPVUxcdTJCkgdGWFvg0qDncYCuouwSqKEolvrcGLJ7QxAB01m8JNBsenEBTB5YDkFrojQQQsvY0phlpR6xgVjdkqH5oF9ALeBPiHD0Zh1es8kDgm+l6j9FSqKgmZosWoYhaaqy5ucjMpFv4ZgcjTKCS9x3GwbuVbzUNbUyVcQHLFJvMcdDwWCrI95YRjzxQyICeEKvekReNOyFdgQjgXArwRFWkAkW5iBiZ0uUYNlolJ+WdLx9dURUDBVyYwm9b5l/0ygyFaVtykOG1ooCVRKkscRXDkwd3UE7Bb8Ie8UeniDCXA7BGCybHMwKPSFopi5EyTIsro56j86wTaZW5K49peGhfdCrWk78RNzudTA3L/AHFQnt86T+4JproZWBbrjrUdIxlUVr6EGqjSZgwpQQXRryZplNTZhvDM1ZvOJ7D1hV5ysMRwIjFCy3pK/e5gmo2AXpE9x6JdYi0jEqUwJYEmnXn4oFgMHDrA4dyvEJZvcDODZfBoNwyvM2W4L4CnmOLI6RMMrMBitF3uGAYDibSFlNRd8HVjsF6trqQ8KuZ7fJhjbEJeHgQE2xDAYC4ySrKVDbhJRlOhqNMbNuoHWLyiVuDVrYj60ioDYCAfWjAWFItaGnHvjrBJTMCHR5feIiEslFCnrVQfevYZbclfHMba7jvYxfrDQ4+2mV7yev0Nr8QMeJ4tNTEVLiMMF2Wss9KuajSunYcR2eDl2lWFRAM5/wAIoGGeq4qolFHE6ESiy+b1PWPIUWjHYw8d5ZWhUd7mxzUYIsMYPfpHwcCF/MxCB5mVQPoGZ3R84K49+VwFb5Ju4lFzpRfaUBYCI3KecGrkKuOi5GnmgLbO0bZlzkVAV12Ym9LoYxcIdD/UqQKaF2eIIjCVD+ywBq19oWqi7xudkY0sxBdXcsZSWXaWTebypsghqD4mcPgRA0PtLisdaj4t1UbYFlA8VJgUjzKGj8p0lq01YmbUrEJL7xFOhTFGAlbZCLSjRDmrZpCzhdcpITr0gI07t4dP4O03RV7N+UX6oo4cDejhPAokFc0MMdLVD7VSwO/iENIcH8IV8cQE6olKJHCeaB3URRaINkNV1liXsKIovPEPEhZjJKWK2tFfQSl1FMYMAPHeLYEW+rBNDfGJUUULvpEVdTohk5VITmTiiEJBWtsKoq1zMGeHCQJHyRwZ1CPm4TjZBCljTMLZKyrtHR1lSIkrExLDGusdBtw+ihmOVGV8OcRsRe8WoIR+kJ3SYETAi9ngWWoarDN0nQYD43HZlpnMHvJ7yxqy8EbUzB4+krLDD0esbG3q795Wqdw2LEE3LOGBFJBdIUyWggVqKELRmWugBcWKxN4DjgIGMfwDZKxc1DOARs36S6GuXDwUU1o8BQ/nTAOfgT1tvNEP42lTLFZEBBh0ErRLa5USyUsv0ERlWPYo8wcFT1GoIrh65Iath1TmW7Zkq/fMc5aNAYCBpFGgi5CfsRlN3wQl7L9J1EMYisjapgq6Y3KDHa8Gowss6kZM8CRF0dUJEiGi96dZeWgyr9LxoOnrG1Zd1iOdmYTiZfrG4p1GrB5kd0iJGIuKqilVPMs15riVMhiFkdIbYHFkjhJPSAGRC0QxgjlTsOiABQUfUAYnh0RLxg2dJhllKlhqXzw/VxVaiZ+Ywu493wLtUcL9OUX2hw4brn+FecFp1srYjHjMW2x90+FS6lPZhgcr7Rb+1fB/KVDvhlC3L/CltTY+YMZWZ7MDuu0jRTvoxRXgdssS825cpQ2ZMWiWN3u4glIJEdKDQy8aj7ylnK+JQ+3cBBPUlCRQ1A1cujmXO9wmJlsDlLisPUUMCWqHKxkYLLP1MgjwkTcpyVKV+WZ8PhFUsK6n+aWWeQ5MwBS82rzK3AI9YCLs8ow9XmYzdziWNLsE97Mgc+dD+E2mDs4lmUe1Ai2NbBqLy3HW4IQW8zQckLhYAKgbWW4cr0Q5ndptf5RaOv2ILeRi8mYQq5+y/wCfqBLuLI2c3LSyOxZvLzQKwPWdMfWIbv3xC2IBv5I0OB3IErbvrAKGXiC1CcRd7JULaVt3BgsnWOGhVGEA9euSEt7OtRfSdBxLxKb7P4lbaGVKy6OGtw6OkS6jEkQFaxUYtRg6fzYhnAbJk1T03Ci0jtG8rMDEjM7cJkF4hXCr8olTPSPHroRFI4YIYKGgP5vx/SMqc/an4jo/5worOWHqsaMykvvAzivRLW3mxOoHeL0fJsj1Iu4hVfS7I46DbmVahwiwAwXrLKF6szUO80sDul7xX+7EwpX1luQesoVo95Q0BEGS9G/47YbEUGIo6f7TB+B7whVff/SJe2y1P1CfrE/WJ+kT9In6BP0afq0/Vp+vT9On6VP0qftZ+xn7iakvWZL+eaOT9lElKHnN7LFip8qnbe87T3nae87T3naTvEv+L8d0j8V0n4jo/wCezVZ3zmL9frFEW/NB4Z6kpGvGVPeAuT3QlcdCohUQOJgheqRS4j0SJQqONwNtmrmZbNYqNrEzLb4Bu5l1HnBi7sUwrEfZUXW3oR0YdjYQ3aiXTwqeVFfC+QRrrUywCc3ieQyaHp0iPhFhrhB4ZLefKYDF3O0ORxR7yiBXipBoLw6y1NwNFcc0q06dZjKglY03fcrn3uKaEEYJtF0Jl3qU4aqSqBObyI7rGayY+/8A72mbJdaqXwvfT5gvVgvVgvWC9WJ6sF6sF6sF6sHuwe7BerE9YL1ierBgvWJ6wYMHwHnCDFCDCERjKg1qVWNZ8pg2sz04V021xKk8bvbDfXTfFM+J/F+O6R+K6T8Z0f8AO4VxtY84yxTwf3Er0vAQbdX3YY2K8kS2pxdzcWeJUpz6kJKh2lZ0K4IS7Q5LLCizDCUDhZ7RCnHBNy4ZDPGYOhvtdzj4ub35QFBugZZRKIdLh1I+cazF0dvGpUqVKlSpULAakLEn6zP0ifq0/Rp+vT9Sn6FP1yfpk/QJ+tz9Pn6vP0OfrM/VZ+iz9Zn6VP0afr0/Sp+oeLGfqZ+hn6+fqp+giClDok7H2nY+0Cij+BbAD0zuUu4Ni52KrYFxZLvHpNeoayW4C6sMzeIRmB7udomisfUMGDBgxcSVpbF4r3fVYMGDBiyoNYuBmMXNFM10X9RgwYMGKEVzHdHACt3X0PLarTiZKLOW+ZQveZkF9Jg2hmnmHBoJ0gSWIq2MAGHlio5NPETyt04mgvmiY01dwREti6Ya4z1ZRZWsImBc75gcksNgGJeDzyziipUqy2mUrAlPr/8AVrwsNlSeIL6iyXALYBc4KNctd/qVfUmgJcedfVuAhdTjq+Jl7RVsoKF6x65fqBekKSi6rz1WbhrxBXbuPbC7HioOJZ2llVl8o2byrSIaVPaAcS/uwOAqG2NQKhKp5hZGyDbGIFLRXBEZVXeZjoc3DQyrwumcZ0sSW87rHXm9Ru5ftOnWNuwMyo/zuLVta4zBRHlz2f8ARX5hRbVvSIZl2Pv6QqpWJYn/AGJPSW7BMc56dHk9H6wzhsOjthle93RABWzQBAsgKBBpVqVgyZesvS0IoK2kABm6faYPSozyII+z/JjJPLHGwGhsi/Ed8TqAeWZzxc0MpFbo6RSYBXGIW3l71KzINYb5YmHFZbFdc1FCZPKBdbFYzK6wD2l8Z4IkFsKDFkyCnqJMRjsQYvF8alEGpSEqPCpeyrl1w6Zg1QmPLnbnF7xepeC1Lo+4jStSyPs/wOBjVraj6dWhdFr5T83/ALlNlOiCORlTe1zsOneMSyECqWr5sy8wnVUZCqlX1Jb2AsimzS5vr4ZyDLY5qIWgZcdxh6HNZ95n5TQJToL2GsYiRBpH9oxOxR8EuDf8Wj+um18p+T/1KnPl4HugZKqtLBsOxoE6ZzOlIRRrK98PunXLxBhdX33x3hwQikQHLv8AuZgRlosFiPsh9SyjZCxrMPAEgUKi367yaqaaZoGtvCHwJUnQopsQKyY01mBoASs2Xazl32jQkQtwAD4+f5EtzDND+iIWE9KT91BrCd4/SIgWl6J+vSwsq8kx38CfpMGtR2EXUHzMKA51pFMLzMNweQn6BOX40/SokWh6INdJXQ+GJtdYC9r9nw6CD6u5Qwyhgo+PqrwJbIOAcHyy7C7ZYbGzOGwbOYyiFWZd8nXOYVDVsbNZ0LxnPjZPz/WfL/aHQbp/oiGthZ7R1W/7DL8ARaINg9fBQKtBH8qfHhcLtGe/gAjwWVLjfVNKaUhjBsOoVp6uYGcz0qqt8vOjcWelZld++ZcGCJlxTZ7P1iMbVfYVeuBxERY4V5Ab06xG+VybHJV4ceTTEBEpC0FveDLcEDFlU0pFG7o04c9ohhkMHApV2ZTdQY1SSQgb2rZu6lnA1VO0FDxbMTVGhpsFB3VUueJZFUu6JZ/Oq1u1j1lmtoAtit0ultTyZivulSp+BWJuhcZiUQedSygjqWCCcw77jWzs8wOzlrYx3NLlm8r5RB/4JVgAysHA6HHJLVYHCSxG1dUUwfecNDzZZHLD/SD3sjT/AJBJEAudpnlqW0UoBv2znKVWHi4gXhzFFu8FfMbk0D4Phpa+T87zEQotiCr5x9G3VR+Qf3LkUqw65qAi4h4bRlP7r+4SBuseFyj6HF+vhQHJL8AxIdJF+8zaSrBIqBVT5wCJT6DvFwl00vb8+1bzPl/tMNQnmYxjCvuH7sQBsK3zF/KzLtkPBm6qT8SxuhYNPYf78DYdWfESpRcPkEFHQtg0YZXlDRCYIJ8TRPNN4K17oLjgr5YBRyfWCYlgKl1EyMGDuXus3y5ZzLFQapSDoDo7EFgMOdCYtwZcazMqjpjAUlM4KXGpaSFiW2CNhdGQj9qNrYm3Lh80q6SHCo5ZW5yvvACnQlGGlrqlx3g7UgdAwfz4QtXXVjFBbSX+kuVIHPEyqqrBuAC4bSYVGlrcotI2uOpY2WURZZ4BywcBRyQPSB4LigV7DCu0dB4isEvkwI1EbJUKzL4ijQdYblgUHBAeZnSXNcBbZDi5wzNISBALRugb8NEbnuiWJ1+TdQFWNmfRj1itB5zUcYUxb5UYAdhSedPhYl6vvBEJpj3MA9EADRY62pabK086uNX0Psf7PLB9445V3lef6hsiuP2IiWABXz/ULIG6vlUv+gF9bgAXSwERu/P/AJ4Ka0aIt0sMLbrBADOtKhqg4HI8eDpDZ96WqBQO7Uw4vG/RY7FCj6b+xKDSCfJjVwFerj/Iqmk3r87xihinWBmqujruWVcla6ZlqC1wOszVjB4xBsopeqkLHbfiNdW3/TL5JKzoN/8AkPMIKZ851MCvnFpNiueLR1zT9qoiXSegLMJ9R7/96ppuhBBeORCrU6sJ+IIoxDeeYwgUUXvzlScOOvnFbQZ4DiHbpmt5l630lNoEOUbVWQVLi6xLUbOsPC0fPWOCicX0lqDlYuogVRGPDLttYDtK20+cMSHtLQt2jfIHKevx7BoW2G2Ibxr5JqlWxR0UVUryzYxsRbT3f+RASly32SEcZg+k5n1v0oJq2/crlyO0QerCxaAevMvUVTn2l5cC/EEb0seqdFEPcv8AkFV0nvv/ACUYH/jBWNjcX5kNsKHssumyjb7VGKXk9OSYkW0CVgcq/LM0gQjO3sO5jeOkpCC+RuU9/Zh4NlS6LV5llxnoFaCl81wQq4Fa90tlyXuxErLuvcJWkyxdaIbSCfpYwYmjJwbx/cCfAC9n9R6NTiOmQ/uC0L2eV3EUqVs9S417t+G41X261xkKpnmohs4BeuC/lgiTU6FxdyFuV04KMaQtgPWwf1D4cmzqjc38V6rUWgZMeuF/nSy8td2eniWVNC0wYArQUlXftNZyIp5ukyI2rbP4nlq1zLLYeeNeUDDuCMIsz7ZjdAHmMAqncGC1Mt8RBix95poKJaNlTtAPY99Szag8u7lJObcQlgV16SjanSGEUXWYa/EwuovK9ZCWfQLs94tVmIT5V7HnAHYeqoUOoOLiNGu4fB2YHdNO8atbpqVWGQqCG6MAtpk6XT/UQrWn73LgXjQ6Wxdl2B69vmUq+dehO4SIYxnGfR/sMpsB7sQYUVV0phbHJMyjyf7f6hZa9jy/9nWpLxvKAiuq38xlRjPTcE4Urjtg/wBhht4L84Q0Bq16GjQvPaOuWo0+i2vOz0mMGyFjCCQIFAYRHkXacU/5KIo7h9v9jXPgezccxeUmWI5Y7E2sxz63AnZbF7ZFhd+vuH+oBmX3YqArUy35r/UyWv8A1AreJ9yO405O9f8AqU2FQAV1H/CGF4HwItBkQv44jlk9QAhAaV6dKfaEpcj0Uw+IDOeKzAMT4Cz+ZjbMa7WGvzQ+lzJUdLHTvCHY5i5INyN4DeNt3HICMCxujLiOPX+o1gFHXG42E1mF2AKtFvPSNYqOtKQLTjp6fxLlgDdEy8dlMsNhhaqj5IAUgdAm4tdKi2y60TOT31CLrfJogVHtkQS78sShHwQHs61PXoIRYlftAovG+IkkE1qU693bVy8N9CZIsXgCokWAcAEAVA1yXpNAsC90AVw4xqHmzRtWhhEEsT9n6KymFTKYGhZ/POdE4j2P9jOAMl9w/wAhoOhXgIAZAnokCOGMn0JcLZz23A4QQ+CC8pl9oamWh7EMBE7q0uW4qty5v9QxJh3LaqyL758EgfdV294GhWJHeKVzi9kpLDRbzW09LJRewv0/8gXeqe9f54Jx1mBb4FjtYwPKLZ1SNboM+AOthp6N/wBylMtfR+0ou+YwPe9Rgcpf4MRTbBR6EENsAXHIYy+t/wCSweV8sBIoGIqwurSoYyQKXX0DEqVMKAH2srzuCCNa1zwRxxwXvcbpWWNbeDJixrpA6EbA3T0uGIQaPFl/XX0V9aYQLxf0unJBq/0llgHDl/UtMv47RW0az+SfebDVV6F2GIodbf8AIzLJw/pMN2Ru/EQLdOvyTOjsP/MRmx4efxMsrCANsX2fEXaqdc/tBchS/wA6hwAvnr9oRlZsf+JXqguhy/HEtVJ5yqhlVAvW5bYqW6crrDr0qGop8L9n6QiUVRUqDrR8k9DH6HYOBQBBRUAFTncuDqVC7DBd+3iQTnj4Borwcus6lxZUnmq8vQyHtC8TMttbsq9VYIej7TBQfjR494CBUAaN58alTdD7eBq3K5Uw5uGolSrQPn/ZQ9y+79FfRmWlu8bluQ6sbhATX9cfOfafkOj/AIWIIQZIi8V2rULhGlt4Z+jzJaYQfSXdKFV0845Vh2CK2qd6KWCZ94X1eS6CDCxvvF0SDZTqX+Q2OZSo2sqsQEPoghthQGodesG++srUIgO+SCUJ7DGwDgpyy0iLqysCPd/cMRMSPC7dJgUwAtW0eqmplCCtBDbocuvhU+F+z9VF3z9KgpoSBRX8Si0dKcvV4iaLG6/bGY56CVCkSiJ1EhOaQ+IaM6ft/Bf0Awf8H47pHzn2n5Do/wCLXBhlT1+luCy24B4Vb2f7Bc245eWWoF7ZjzhXyi2bDdxssgBrrEAleaJnVB32mcGXCzPkdUGb1aCSUsGCgPY4YzGOo0zGtl7g4gRVPKoxEiAU2faYoYKgEbKSP3j3UpRosFzniOgUAesuWMYz5yomiIxbNHrCa0ysqp1ybqHguVAd6A+i8X1VXguYQ8AVKfMbrwVIFsUJYSEUZx7K8FxGCyo2+B5vBcsDAtXDFcFVWnY+BdjCBBdiqOFX4YyQJaCEKCiCKUyHgXJBBbBK7YEsQoppR9yVOjI7a4yzADaW3KVt0VxFT7gYSlV3RbqKOA8lGOeiF+aChbmo/ZSpsJWyIOfJST9tJITUCGsX0Q5SXYD5R+2k9ypgqubs4aiiLYazIbDuu633gQ0WIokfspIZNGhcZs9E/bSajDgoLL9lwkiFiUsftpXYuTgKLs8yfspCCFbqfA+r8d0j5z7T8h0f84lJlU94qbFhFnSt3emFIg9oorvCwfbY3Bvw5GCJVW2Ab9YwN25aADgSIQqg2wo5KNhAjZ6XFeqXkpiBGgt1DVr/ACIX3Dkw+TKug7kNDZ0WCYQO2WUAZpR9DMZcoLKPoxxnBBQOnhTKNulUPyPhmbQgrY7ODrWYaiMggaXGntL+MFCoB1isY8MpILWJZDfTHv18DcsgNlnXiEJuuNowvnfhmGltFKaI5d4rnp4ZELVHS8RV1gvqGV9/roNSEFoojXrVesH4yLDVA4xeL9fC0d6lttD4fAeGpoiI33rfpFWvgMVVVcY28eADaQii0ut9HSjwYq0ZSchhNzs8ethUYC1yOYrDglZ/vwvF4DAowuLtGYd3OC/ASiyr4Ife3x/B+O6R859p+Q6ItEUQ4+tBtqdp7xZ20wXglahM3qsUM+ZBrCtadL+2YArMWSYdQ5uzHF0P2T+Ba3VGXbzW94wUockF8NeSYAWcrARA8P8ASHVw6CcWjnvPKOSAnMBljERVHHeKoLvcMUPaLECSowaAajQE8iyWUIbz9n+RT2hiNNFq6CIU17T+NHNSxbWhwlbijAhYEFp7MorCM5BWd501AdZjuSFrgMvchaDNCcgH3r0/5TOGo4AXWErzjPdITVltcELoG3NgtvoMbg0tDGcgPI2r2ggADODixTWNr66/g/HdI+c+0/IdEvTlxFMQbL+qrzVrM/KsT7JtXVm4LGzQtgpyI02fODUAlgqjxXTN8ymlOySwFcNmr32iqVuxTXWfwFNt6QLQeRFSn2p+mgeh9IvtfSfrE/V5+qTBWLpU/Tpa22eSfpECKCPJLv8AJAdB6J+on6afooKsb2E/WfxkF3h5jXyi8EBPYe0o/wBhFL1utmDDjEp2mqpVhURMiW+8NAoY1WAAAOwB/wApCEkcjHLlw9qr7Mz53jIo1QVjigK7QunhjWLEyZETEEisSugf+q+v8lZ1gW92iD4fjukfOfafkOiHS2gLWIaXK0wOpKTox9C0WwbLldmtUFz9ahS0YJbTgi7BuWWrOBGhwkfjl2KjWXtk/CNLElum/ZiWsHmNrYKOzm5kBaNAQCej9TEhZyhdZl4XWi5dR9hlY6xhi2KpxmXy450goyrYUqArTHRbmzAqxYmjNSo026i3aI6vEFpmxUCwpWdkUMFNVTzm452UKrmm2Yd/eIZv7xdoBsY1N5sMd9F/8i50sMtqeyvkggkak2BH2A9JfjNQEFocvOo90cEdk7VBd7x/yrQrxElgAvyEZmxEep9PEFDAVVl7xddcTCiQgnmhvTY+nh+O6R859p+Q6Iq5yy6DL/kx6ukY9PKCZsFOjzLinxWiYqlJ0Vmqfp8aHGR6rpUbCq/Oc6Y4y+dspCPTd0u6b79I6OolDBsNazzKarZD5GHHKIFsoWaUfAHp9dTDCL84qPAZInze7CochuMtouoXFrUpS+pNTaEmo0dZRh3Q5L+acUDm5l3sdVNVgpCJM2PRlLETpheTrDfdOL6MCI2kEKQOXVADX1V9Lx7MfJHJYpOBYjnqiOrpm9e0Sshv6bo6gV52kVQrTVAFeTosV68w4sqy2DZw21McQksGgtCmOKYCRelCkWGzh38TBWNhsu3qiGbFUmd63FGO/pKGWAVZLKfoPINEmveIKBSmgzm/7Z0xAwrWoAyS2Db1+kZDmJtoq77QqCYaBEsne0hIAleMClZ3rtsj7SLJDRa/XUsrClBSJd7c/ERMl7QXI6zKysqApsM+krFFlhso/d1ipRAhhIhW+Q/gFg6SoihXBbodKmoEDyPpDJCAvLWinK7htuTRuKN9VV3eH47pHzn2n5DoiltdYdlf/IFZYap6sddy09QfRuVIkNeDddoJeKDQ7xUv+a6qC8+sBQcSioiPxOq2OIdo3CIFwNyzkHEMCOeWAN38oC1L0Okujq3BQNONQKTeHqSyXZXMQKlg84WArYydyB1YoS5bEp6y8y6uy2VDOPhdQ7DboqBsVyBRSaXLhw+cYAtAIKYqlfPM0R/b/H2jgULQyCr+0XkHqxupQ8HOPF3CNA01VAVPQbZVSghYNioe9sYqEWIYHH3mUOkCmhj1AhSLfKi2s/0PpC3T2Dlf3pjq7oRGBdJ7MXoJHFqFPsYhUhJYgbAYfJCCiOG+aZ5ww21evvHcz1ZdQ+cCjkC0fadDyHDQ17JHrSRVhnANq0VF0aAAEdw6Zxr1mEYI4ShNK/f6bu7cUZCb2L8pSE+qdV/dgas4o93+vvHQIY2dCj4xKo7OHqq/se0DAu3lm/vmVcLQwWu/O8xkXqYK1l/194vcXHDFSivpu7uu0mrOv03EUCB2DdfZ+hpVwFWpkyBlTeOkGByh80ZerjfHh+O6R859o7P50hJZQD1MP9haWyvtMQY7qrJ/cVUui31IrEVKex8jPafkjQG8n8pl6LfvASWS6tYexFGkrvGI3wsDlo+0e9bM93pGEKzqILiOWXgW615RizI66sRsa3zKvKOYiHkdpXIp4ejGKNI0zELWaX6RRqmUq884gZe/RctUj5vLp5SiXMLphYMg5t1N6oMwFN1VUAmW4QZhTkgR7YTEF4zbJoNFdfsRHMHTij/RY+xJsxaWe/3gDoR1Awvt940QOAbxaBFtAQMN1RM9rNy3EuxDmsfDB4tVTTa38IibVkxtG2BqgmgH9TE9HFKI3/scHAE7V/3LpSXHph9ZbLyBrGs5lgBu0buke0FdNzi0B+z7xiWqt7DT3nIep6iFfATCIKLhVDm3tcMaxWQFm6qqord+kZpjg54F9Kx/xZed+x4Opk7+7K4oLG8j1Q0c6gzk6kSY0gVg8pShyxA5HL619FbVaBS6tDXLnU0GmstwvHq8Px3SPnPtA6EvsJoQ3fNz/czjaXL48j0Wn7yrGCtd5RPJBDm3pDAAWfSBpGlslMpQwnRigWtTkP5F2l2lp3hZCuLPMywtrt5gJWJ0g9YS/M+Syc+hk0wRW13uVNSdUFkAChe5mb7OIBaKtkNubLGAirN1LQaK56xm7wIblWs7JwCbQoYXHQUnPSACYjud4I7qBlSs1UDirUqxOrNrTy1KUgFosgeMVVYlLJjpyqlXySi4C26XmLC0lriy+Yi3WvZCgv0SXmJgeAAv2+Y7W2HsHBA7CoLoYFH2WEwXTfC9v79I2VAeAYPvGLwk1wgW+UjXNQmqUYlqCZlun3+8PpwwZsCB8xjXaiVvD/IJWoq2dg+CC/dOWw9HbHzHGU8iEV9mDGp13AQSWwWWkzqE1zgRYl6nyV6wgJgsBWTjGq/4qFXX9jwdQhlssGaIrd792WfhZJV+Pj6UKKhQDsW07auCLpVyBRdhpuzRrw/HdIQI9X2iqmTvUCdLwEoDglSNiT0z/UHoIPUg33bPJl4LLAd4ZDQVMW9IhOnqe5Dt81vtDqsOq6PT+RWxs585i2ugGBZAHa5gNLojBUg2esBwiWUq6MMxROkXTTux8E1A0Xhgy5tVHwWJqDquUWNrGvMli1qACN+cQ9GVUTKIKCFycWVMJANXsnGzNc10gx8iZiUNd7u+YpGABMgC33CDmTYLKKZ9QlTcaxiqW77iQS5sXIv+ri4RDYjLgo9paS4C2gR9hACYakeaUN43eqqiGYKRYIb2249vmU1rCmcnXlBEtlMsg16Y94XYvjhVP+MYIDHbQmPWolitlRaileUIUaCHaiLfeV4AoR1Vq+ailYwLYL7LEmqhE5sM+u4KaCKcWVczFWIbLlHHH6IdAmtEf7im+b/4gHmfseDqCojN1GVshyX8Sfg7ZLV9KRe1FWVhpS3ihy9oArmGC7qwGGqs63nwYI6PtQWqWuGkyh3VUekFHobfQhDW5IpeyK9GoBtHFnSPUMOTDorGjOwx3YQd4B6EuXrLMsOnz4gjTklxT9SUnA+ixtH95vF1winGEtcxJKWykQUNou9binbEJgFozMgVZ2g44NsszdN0wjOV+0FsmPvLB3dnlDwNsQHU0iCGb5jFhzLMoLde54ZChaVoVsM8Zv05gYO9UCG7ermuIwnL6yy3/Up6OeOTC/NsFUnUpuxx0zGbSsLOF3frLJUAumi8Hqy3YRvWcsY8lElh6nNhXwl46Eu9cFe8KEDIc2Z/uFFg3LKU18pG38lhpQq+mviCqsVsOcCZtyvowhg04K3UMYmQs1/Y/wAjWTn0yIX7SkgyErChD7fEt7i2VO/gRbFgrbL4dzN645j5QMTFKOXVF/4vkfseG5K2ghswQqbLdSr5duZr+vvEsvb730skVAtXaG/WFPYk2BG++fBqaffZjIEOw8HlAsBd3aFhk6fd8BZdSeih6gzKgHBy9JTUOaKHabw6qwzCDUA/VYz61FaOYwrpG+RjRwLXHj1mOd804huimkdnjhVBsuX1bcELzSvI/QBOBWfWGkbLKhWLvpAmp1LOYREicRY48sMB5peIo+8MY14rmAIpOstM3AEsHTicrDAxkYt7x0ZysRFNq7y+WnWAKriCWFCiecypIN49mh+InTSvG+Jbha6rGfOcOZclALQpnznDD+lW/PaZagp6U0YAtQrsOfUiJlCON3Ss9qIKbtCaw/CGERa1Q61/kN5VJXmPzcSmBs3SrHlRFIyFtVZvtiGG4BpkD4u4lmJQ5U2H9x45nL5zj3godNIOaD7rlmI1lqlC384jJqSrqjDZDRKknSlaP/YHU25WtLfvE2oVSV04+PAdrWmpboLhb0zAdgwIAq4Fq66/8VsnX9iIC/ULTpgzFLFFewe6/mDmmUVQQv8A9GeV39yXavyvpxBhRbC8tG8cSp8VW/E4V95fQWAoVVwAGVi+FVx24RzYUvtAc2/ZQ+Xp6eDqHKxQ9T/GdXrX5a+ftKrwcBgeoZ/qX/2TGI8t9g0f3LhWbu/T1hMANsFTj3DiWZcS/SVqFXghmGyGOWgWsQ70W4Ovff0MKgDt9YDvCrMSgKvhjMEqAI3EMV7E0RhgGjRUrROpcQA1HXJj5liWwZmZXN3GO0XpKHmvOHK2NMMEdkx6VYENargCHMuADMqtPBWeDKveNieBzLg3bPUjW+8m7YeZuvW4Ri8QyLWr6twEYgCdl7zHF8smhmKy7hH86y28I267f3KvBee3TGfQUtoFJ+do0giVdN/0ZXwAA9TOvP7zSJVXoRKPiWg0FEe1WyiQAiJ53Lrk6PbVwg1oBanN+Q3G01Q3fnFcgRCnVjAE9iLuaCtFg6aMeC8IgHWzRu2epzG5+Q1b5m/m/wDitk6/sRIroChbIKnNQgHo1Cvtj2gaqRy2FlbMhvpPVL7kvff730gArwYpaVd4q99rlFKCAC2Nbaq3rcuIBjRrhlyQh0ySUjfMGzsvTd8TsN9tMv2lviwTyGkPmU8NA0EGBFTM477QMZ2Yu56qd+a5WCoCgjtCG/MXPdn/AGIsxdPeU+jod4DZkNIcMvSXi7iM1zaegywRECrxZZZFim8wMAV3z5KigAAfFslCQ81Md6AN8TLfmyhwulogVHml0CmacVdv80SGd4vL1r6kD76b4iW588LsDvmHReG+Jr1vMQIKDqpsB6LqAZt7ODKC0otPSig9owBYoBjNMbVayYCJdJuwpLoQe3HeXSsWDgo+cQxchGkcf1MAq29+RgFrYDoH+oa8wpe317YlYk4pWTrEurNSxeBO2WLnzmW5oBfxKpsY3lMf0S8cEqs1n5lwdAjYPJLIANWt6GOtRID0rvbXf/yJgVTrbn7RAI7XWWHjE6i5+8KZSOF1QUvs/MNUS7rseAtMwQyELNqpd6qI8oWdl90Of+L5H7EE8axZGv8AzL7YDIiPtj2ga6FympYcGRcXA9x9yH8nl9Lj8BaYIG10VzxM8bLCsmDkCvLwsB0/YhvS2DtEL2R7IARweIq/UncBgUB4ULt4UF9upkzZMCwehOvkmlmycPLggQO3KuYLxiKn3jz1MjsMPNf4RK7oQ8e4SzqSnUlnWWdZZ1lOpLOpLOpLOpKdSdh7ynUlnUlnWWdZTqSzqSzqSzrLOsvdie+lxZ1yy9GKAUlLbhZVO5ZtBl1QXdP357QtLTiLoYv4mLlG0rn/ANgAQMNUq/CDHBKcDdwu8mMEh0saGzcvQk9xav3IwIbB8xr2hQ57EEIMKq2r051FpVWWa4f7mRcCOl0xMSFK82U+VVKJmievD7y4R6zxbbB4yBQjMLGo3tvR3mQgVL6Y8LQ6FFBbZ4KVXMRkwLq3bI+f/Er8z9iBCWlIDG+juomvIpR72xMgeMVEtTtk5eYq8x9yXfi5fTWgIEuu2gA23DtqmhFiEc558Px3SBK7CEOSppzTnnS4eOD0JcnoeLklu3v0gAAnEwlZnuZIdgY5dPm46hEG10npIhXpFSORbzMmWiBZRg+0AKQUHfnDxGRid0d5S866u4dop3POJMD4Fb8Ro/pVP9y1EMNl9oHg80BArdvKI/yMxlGkNxsnyAlwpauuoKqdGdEa5eaBXhkTiJwNZUup7HgVA1tef6H/AGBxLo2+IKynNoX6Syi+CmH1lwORxWpq1xmMelYgcx8qCFVeWnpCSJTsG3sccSxuNmtXyMywU6CjLpYKx0M38SygItc1r4iltyJlaOK6ReXU2NU5lUGsHCsoleZXL+XNLUc60f1CvwH0UVAtzZBgBQiwjXErsOc/M2H2QWZCFpoc3018wCi3PdZqNiFc8d76wjKPJ5HhaRHasAmVLScRpAQNi3O7Ff8AEvc/YiKoAFXhA/FziEFbX5r4Sm638cz1E+5Kz3+9CttVhrYa4ynv9Cmm2q1Wrq+TcoALKp6OL8Px/SDfYX2mb/On0X0Jl2/RRd146z5Ma4LjUNRT0dyCEdQRDvLE53PMYbLAD0h+hkm0XHeaMHFdwbgHCCBMmkiATAxUUW+XymyG+I4jR1ZnaiILyw0naKzhBdPo5gGIDOQpe9o8MrhaVWkZYRlVLCKSsymEKgVGMyiVtTpdojuxStmxZC6zGf8AxBlk311UcUCqmQVWAKz8wQYWy3NUqXqnt31ExhaUZ/MyoGrXzcHhwOxX/wAimtTXd2uEdTuMXcEFpbL1AQKWr5iW4qhzQ4gpeJMu0pBIorjWYmwb2iw+f5uKCDVAJaEOHWpcSAG+GANoCvQ8GY5IwU1m+uCpSWtDCwjFAV5H/EK8z9iLMERA8N2iqmXWU0D6YJeCkF1zJM1vfUl/WfcmM2m6zVo9woMKFgMdet6+ixGtGRuKEltpF9fD8f0j5j7QBR+A/ktg3KeDUWG1W6H/AE8FIKug2uCAIsttqvLKim3MrZ39C2Q2sqXnQvXpN87aHxEcKCzYniGAXNW5SyYUvAf7LtYbpExl2jrRm6qOw4hte8T5Bjcv5p+YlcxG6LccQxMcXKO5KeKu9GOtcTNAklGwOkMpkWC/MP8AM2q4r/Zgisj2iKSQcx8h5ekrvGlaQ5DpVfMuJpHDqFY7EaaW0CqTPDDIgac2S36uwS6zHusGgKJX3i6doMKOIuTiX34uN9wOHDCCDW4F0lrOEBNd5G7glgaIJLBLEwN3Fne7xmO121LYZa3AplOF2do9WtGnjwKPUIU2AeKr5izQSx0qxCCGOXHn/wAIrzP2IRqKRHbFgHhb7QSlEIAPoYj4rxdliA0cAU5Pc/Ofcg9/738H4/pHzn2n5Do/lakozLyaM9QaYsKJ8nsqLrELhh1PjMooCivpIKjmLg2umxlrQDoNPqRFvrpA/uLa5kTIqoxwe02HLWJiJd76yh2EQFwJaGrphmb2iQW6jaqz6pNKrSX0rK1ggGCmLrL5Xd5moUneWOkYKns2zC91eWA2yu37sxK52s8BXphlkY8EAHOvyiJqFiZNqP8AZelUGmlnc5IJHbVR8rVOKrM4EICatdtDe5usbUNwa73cwtbHROSFSoIM1b37RVC6FUyxVQoUOstqxqDQXJLTbUABA9opZmM6esV5MnEAd3+p4IlnTOb9wYYy4bwgU7rt9o1srCr1HjXS/wDB8j9iAYd5igeKHmVlUCi8lDZ94Aj9Zz7YW025GKvMfcivz/vfwfj+kfOfafkOj+asHy8DtUKzRuUgrp9XWPtP0k/STPfwTYnzIsUqdKlOoBKGdAn66KlKHlL94ozMp2xjrH0qUf5QFUvdtRcRqdwai8oEoB5QBUBd4n6qfqvAiBRSPMPZohy0MdCpZgC1V09u0bpRVHapaYwrCN+kAMllm0Pas4wOEq/KJsBW7lMQ7FShXO9RLi15SwVTLOWmbgDAW+Yrw4eURRBVF4zHrgNtj2alUNGhFGbcTxgx4AiQpRuEKmIAkaKOhR6RnLPbMQ0KsdEd/wA9snX9iAhO4la0Uy+pBJAWgA8wwTIOd1hfJg9PSeu33JQPzl9TLKu8T8/0j5z7T8h0fzWw3D7/AGioTWD6wKQB4gZ5q4rAeUESoLWcQVaFYcC4QaDihGzHlBg7w+SLLkGQAk/NJpxGsERMVZg/ycoDyJTlTvRN6dihWZKnfTLc6dEr+psRtFWXS4F5IyTu5g38GJQNEFproQMNQuDq3srmOWYdssVJdRgt8nrYB/O81jmV61ZVGHmdO/8AycNS8kXrCgBHWYasIhSFXKCOocFiMKCekpw1IgRdZqJlUjirweDSBRAtNdDLHk0lkbGsnGo2Zh5liwXZgz51z/PbIc/sSiTUVEWuyCWg72kqFjR0Dt2h62MjcE4N5+GeZ/vEpt8fe+rKt5vqhTpkuKK631LgAzXPZiAkbQbGcaU3glIKxLtKHYslmirn9wn9wn9wn9wn9wkJgC7m1WenPvP3Cf3Cf3Cf3Cf3Cb7BjdsSV1paLVln9wn9wn9wn9wn9wnN0EV0OKpynt4uoW4BvHPaLUOr+6PUaUnB2iiovgcRUSyuK3StbpxDDoe7Kth5MuS9DtBAu4TuOG1YwQbxAIVTOy5VvdNQSA15kDgjrm5UKUmcu0IDuXKHUnK0uwrhx4BZrSotolBoMNgEG9uWI8rYoviLaSbMV0246QmDWR5HeKTSu8QdhBAbJi094MFjNxJTAsKEsmAMG/8AYbQ+ZSIlCUOxMyZoRx8xy39krCp51CFfX9jwFlVIFuO0VhV4GhkHzuX4XQZboUCUOpYAQa/my8z9iOgHjMrFEat0IjqjgnmT7xKP+dfXR4Pkwgcjk9SyMw1DU0Bri0X1+pCCK7UvDGuv1FEKTdW2vLr2jkkqKuzdBwfUoY+1FZ2Xd0txz4uobdO0RtSwrhhNWqyKOO6uoosOB/qMxUOqdRqptMRBbLqYA616HSM2XvpFL0hJWtbZW4uWLYBv75lh59Jh7QjatM2ZldNtvaB9+5GLnV6lXqt1B08SKqbpuqta4qsxYQN4UFJXWkihBWHk9eJehVy02yoo9iN4PDlRtr1nlfkz9FKv8p+qnV9qBqYsoXS0vV1mtzB01MXdTcwXp4zLIuzUeOB/8aOA3CkYcCXsw5MeDM1jQ3WFa0ZMsHIjzTzygEnyTzFG32GfrGNRl1uwKz8z9Yz9Yz9Yz9Yz9IxBQ8dQZS9XSYn6xn6Rn6xn6xiP/pEoUspGEw52NOdeDqMsiIqitGzC29Vnnz75Ktf6f4bzBt0AuIPZ/wDL67r81pPOjERKAazL2ZjGmWjMFlGqduvzEzd6Q/yCKwzFqgvqnEoUIxsEbnClFFRrRFhUssBzNQGRC28vtDmFHKyitVaCIFoHpCPEcxwjBuolKBOjxBGq+DML0KkMoiXKrSK5UvQBqqxUoFROdQADiAlkuBl8RRjlbBXJXJWoBOQB9LkIHsZbqvt9TSklKDaipWVzm9fSLMS79qEo5Zp7tGPEMQz3gjCtuHEFB0K+lA6Aastqfd9VFEmiGZvClZzf0hUEvtXCUW2c63oweDqYEESKBa7bdPqyr8vJLvx8fw2leyYezCg1qcCgteufrBNQC6Mx3VGQthH0V7x4SaGFjIw5tare4bUAKoFiad9QmIdVtSooaRQ8z4/k5xE7RGiB7D7xRa50u4IS0zmiAxNzDI4MesRpuPLCSLhiGaMdWV7veWtl5jGeoxAMF2goYopiQGsUaMZFg11RIIWdItUXokCBTq9IexFHiTVBelcesv4g2Dr6sEIi3AKrzi6Id0ALuXtisIqI1atzn0uNvXjTeDKgFcnkhGlKfMIHwP4rkRba6P2e6vrovQBbkGK85Z8m+EAly9scFFRHOs5z6XAFgFpehtAKW3khHGkT0QD7J/C6lKhRIGchoOq8kjzR330ydISK3qDXVhiLgC1/qaZ4RsyX9bZ2VUXStvBQyoCBnWjRHk13lmYLWizVnUhOLCqSUUQrJhz2m0OqACIRRCslDmMst1htthRjLaRaay3lcCt2QMeVKoSl1sVMJuxAzFiiFXVDntHupk6jr+cAtAeKIRAR2xP1EKoPvRGy/gINTl3gigcB0IZynuEwDhzcUur0IsLadiVk3oQpJ67EdUd9AgqwPQgTdrmi43rV9Qim2AkBvqGUOCdAKhwHjxU08iinPz9e3hKXyNnyS44CO2by/DiWS3SVMq3TkxqaUkIisumzsiGfRdXQAA9AP4lQAe2VX7p9a+4o1fRs+SWrgR2yIH7PaWSxpIy13mnJfEdipAisumx6IhD4s8gAD0AP4XUuGw4DRX1qmnpvwqI3bgGEqCBwH1ht2frQs9FIyNpfJyODqcVFmRiDVDoUfe5qn+AAig6ZfEBIVRh0BAqqd7c94pMYAswgtdW5OWcqhWjN9c637w43VQU5ZY6r3mMIhZQsDypSyavdugo/+NRqka5t209WK/2Ctclmaii8FW3BoLfsFY0e3XmWYmz2lQ2Q6GeSIrMuLiRPDgx0queJUsM7sA6UtPmdQCmSaRBUb6efGOYR2GXmCyXvE3yRodpSyth6Y9n+XhIBcEG66myu0uRwt8AXIrDeyAUJ7Fiyw893Mw4ZwtWi7IaYzyerd5JslqN3eD0quYnNNjd1poUN9XUvTqxIgs88V39NwRuFMXkL3ibi42Uzk576cf8A4dCKCmrJswzvG4gaVXFQaKpXSpyUvV1ACgA8otsPpFBEU9oB0/lQhQU01NmGd43EChL4qSgiCdKmS6L1qACgA8pc2j2imEJ5Sjp/+F//2Q==)
Envolvimento da sub-região dlHPC no processamento de apetite relacionado com alimentos. a , Análise de tractografia de dados normativos de alta resolução de 178 participantes do HCP mostrando que as interconexões da área LH-hipocampal definidas pela tractografia (ou seja, linhas de corrente) convergem no dlHPC (amarelo). b, Exemplos de traços de registros eletrofisiológicos no domínio do tempo do dlHPC em um indivíduo durante um teste de sabor neutro (esquerda, ciano) e um teste de gordura doce (direita, magenta). O intervalo de tempo exibido inclui o período pré-sugestão (-0,5 a 0 s), apresentação de sugestão (0–1 s), cruz de fixação (1–3 s), entrega de solução (3–5 s), cruz de fixação (5– 6 s) e uma parte da duração restante da fase de recebimento/consumação da solução (6–7,5 s). O paradigma detalhado da tarefa é descrito na Figura Complementar 1. c , espectrogramas de diferença normalizados com pontuação z (solução de gordura doce menos sabor neutro) no dlHPC. A barra colorida indica a média z- diferença de poder de pontuação (usando canais agrupados como observações) entre as duas condições em comparação com uma distribuição nula. Os clusters delineados (à esquerda) refletem voxels contíguos significativos de tempo-frequência ( P <0,05, teste de permutação baseado em cluster não paramétrico pareado bilateral, 1.000 permutações, n ?= 34 canais) antes da correção para comparações múltiplas. O mapa de limite (à direita) exibe clusters significativos de tempo-frequência após correção para comparações múltiplas usando tamanho de cluster (Métodos). d, Traços médios de tempo de potência do escore z de 4–6 Hz durante a sugestão (0–1 s) e após a antecipação da sugestão (1–3 s) de soluções de gordura doce (magenta) e de sabor neutro (ciano) no dlHPC (parte superior ) e locais do hipocampo não-dlHPC (parte inferior). 0 se 1 s refletem os tempos de apresentação da imagem cruzada de sinalização e fixação, respectivamente. e , Cobertura do hipocampo por participante ( n ?= 9). Os contatos vermelhos indicam os contatos em contato direto com o dlHPC (sub-região amarela). Crédito: Natureza (2023). DOI: 10.1038/s41586-023-06459-w
As conexões interrompidas entre a memória e os circuitos cerebrais reguladores do apetite são diretamente proporcionais ao índice de massa corporal (IMC), principalmente em pacientes que sofrem de distúrbios ou excessos alimentares que podem levar à obesidade, como o transtorno da compulsão alimentar periódica (TCAP), de acordo com uma nova pesquisa da Escola de Medicina Perelman da Universidade da Pensilvânia.
Publicada hoje na Nature , a pesquisa observa que indivíduos obesos têm conexões prejudicadas entre o hipocampo dorsolateral (dlHPC) e o hipotálamo lateral (LH), o que pode afetar sua capacidade de controlar ou regular respostas emocionais ao antecipar refeições ou guloseimas gratificantes.
“Essas descobertas ressaltam que os cérebros de alguns indivíduos podem ser fundamentalmente diferentes em regiões que aumentam o risco de obesidade ”, disse o autor sênior, Casey Halpern, MD, professor associado de Neurocirurgia e Chefe de Neurocirurgia Estereotáxica e Funcional da Penn Medicine e do Cabo Michael J. Centro Médico de Assuntos de Veteranos de Crescenz.
“Condições como distúrbios alimentares e obesidade são muito mais complicadas do que simplesmente gerenciar o autocontrole e uma alimentação mais saudável. O que esses indivíduos precisam não é de mais força de vontade, mas do equivalente terapêutico de um eletricista que possa consertar essas conexões dentro de seu cérebro ”.
O dlHPC está localizado na região do cérebro que processa a memória, e o LH está na região do cérebro responsável por manter o corpo em um estado estável, denominado homeostase.
Pesquisas anteriores encontraram uma associação com perda de função no hipocampo humano em indivíduos com obesidade e distúrbios alimentares relacionados, como TCAP. No entanto, fora das técnicas de imagem, como a ressonância magnética (MRI), o papel do hipocampo tem sido difícil de estudar em humanos com obesidade e distúrbios alimentares relacionados.
Neste estudo, os pesquisadores puderam avaliar pacientes cujos cérebros já estavam sendo monitorados eletricamente na Unidade de Monitoramento de Epilepsia. Os pesquisadores monitoraram a atividade cerebral conforme os pacientes esperavam e depois receberam um doce (um milk-shake de chocolate). Eles descobriram que tanto o dlHPC quanto o LH foram ativados simultaneamente quando os participantes anteciparam receber a refeição gratificante.
Esses pesquisadores confirmaram usando técnicas de estimulação pioneiras dos coautores Kai Miller, MD, Ph.D., e Dora Hermes Miller, Ph.D., da Mayo Clinic, que esta zona específica do hipocampo, o dlHPC e o LH exibiam conectividade extremamente forte também.
Em indivíduos com obesidade, os investigadores descobriram que o comprometimento deste circuito hipotálamo-hipocampo era diretamente proporcional ao seu IMC. Ou seja, nos participantes com IMC elevado a ligação ficou ainda mais perturbada.
Para validar ainda mais a conexão, a equipe de Halpern usou uma técnica chamada “ limpeza cerebral ”, para analisar o tecido cerebral. A técnica revelou o hormônio concentrador de melanina , hormônio conhecido por regular o comportamento alimentar produzido no LH. Eles encontraram a presença de MCH no dlHPC, e em nenhum outro lugar, confirmando uma ligação entre as duas regiões.
“O hipocampo nunca foi direcionado para tratar a obesidade ou os distúrbios alimentares que às vezes podem causar obesidade”, disse Halpern. "Esperamos poder usar esta pesquisa para identificar quais indivíduos têm maior probabilidade de desenvolver obesidade mais tarde na vida, e para desenvolver novas terapias - invasivas ou não - para ajudar a melhorar a função deste circuito crítico que parece dar errado em pacientes obesos."
Mais informações: Daniel AN Barbosa et al, Uma sub-rede orexígena dentro do hipocampo humano, Nature (2023). DOI: 10.1038/s41586-023-06459-w
Informações do periódico: Natureza