第十八章 记忆偏差(3/3)
v2S4sWBIuSiZGtlixjYHAysw61ZJEdH7labDhFyrB66PHYZeGvRdAkzaP49UsqJISK0ZsYVlW3pFGPOP2wQshEwx1LH8fgnlW3JnvbAhLC3y+qTzWkMUfpg/N4zt7+G6AsRlv+kgstQMoyj5e4lC3WaV0Py6YBv9JA+AgODA1N+2d3OqukYlpWCSjKTc4Bp65EM25Jez6y+KPlkttZDScWXabEnC+3v6LqrYfmncKTKGxzU5DJw06wBJ0Z5izeq98YIx6uMlRUunOPj4YZLOnn8nKGNlUOYtHbc7VgHtgWrt6gbHRhNcDUR9JSRUsDCSTWEtdsPaZ6zyZnPb5kdwd+NOAYPRYGucdG+8jRBQaVyPuIu/18FisX8bSns6EDKNIjD/bJJ+2BGqgGO9vlbH1S2SjuQd82gW/acx2srD1M/JgOwUkjeztBKLMAmccNDiahXI4VK/48MIlkyxi8U9/UiWlNQX3vdOmZgkSE3++A6wL8kXlGYlx0zqt9uWE3UmZZlRMWGNKAYa/GZGFlSInZWv4UvjsWe+e1ElDPrLuIfz/IzMZRqrvKhBfz1KS+F/gq8lrsLdTTj8kZNeQtWuCW26WhESyTYY9/DvsVOx1L15mPerb80JhTyiVX9jfxRpmBXrxRuVH549l0+nENG4lnoaiZZR17DydtzplHzjidJU48X21Ol7FA6m8DtVum5zLrI0kSrNUWCUr0EfLkKkvv0mF2UOvV9W+ddCBrLxmX0mU7HPwpJSRKxICvcrJgndy+hg19SqdpEVgPlOyBR2kevfxV0HsNI9vtcGuZcliW7gyhbGkHuT1HAmN1XZiKULkcAuIbflNTE+2Ejq8q/YmHuP1liJ3sCosqEIxC2NM/7qfQQaS7Gvd0+5B5v0w0R5UYsN15VUYe/tCTgvRlB9r2etsASdAHIAYU3u+DNrW7AGNSDc78GxP6uSLXRjrkI8BXfZHVjQHXUI2us92FggZ0CTX+j2rQw5E5vViyolPqDIq19wQMNttUqGsqfoNiCf25XB/jwPXyWAxDX2xmxxHD7Z7iOcEQd5M7TpB/3iUPDi9aDsNV0lk3XbG+qd++ckVznTPOphSHwmOc/Xq0o6IawPxPAXRLWWytGu+J8bISjknxZ7XVsmoLEkGLSA0/Yn+gJSl/4Z7eENs3Zqoq90zC8AJvPT0DU7YeMZBSwYjqApdgxFCucU5DCH1Oww5IaZQnE/ffFjfzo00uSBnolUHSe+IaBO6Z3WbWZmOvlk8DIJW+Gd3pDjCWgd47yVSDzrHcRZrG9n3UVv2vcU6KibLy/Ead2kQnZC9/Oh7oBE7bEVQgEjoB+ApaXaMDT93QFeGoO4jUxarm0xRUR7jCR1zVzcbzvtBuhSsDmbpNiUPcATmv+/4pi9bq8RlnZp7iWnu487W9KZmRL9Qx1XgO2t/R0CbFfTCiF1S9l4LtZhgQP713db8oc9gm6h9Xu2T/yTqqgX0USx84dVhibiCpK9Olr8wPbNAMTN9oqLAlkGQyBM5JV/r5aLsV3vBUVZ4fKSfWY4wdvFlTt4Asu2NhBAz5ZhIPkOGTdaEdsvSaUYo47f0S29KTU/7XAAVt4eLp52MWb2Zyb4JzDlhzNfJa9epzusP4fyyTtOC3MTY5If/7sj1Tb537/iqmQzXFd+TKVd5Stu1JPQpXaiSGPpOlxVyByjxXYmfGyEocugHQfKU/HMR0QG1MEV70AhxzzugAwK/08j/ubbZCyqn1zJsJMWI3D2OBsSjhb17tVNGzqN23+aNGb3NTWaYdU/6/kzRa8iE9n36gFjnFcliV4pDnLj0aRHm0+rgnXibHeQrfPGd7hzNtUJQYA7jN4d09iXsUQM1s/MsVfpzlNkyK+YuefsqotwAwuhxDctOPYzyU4rXlN19zbVPH98GmYf/KJLsklP/5GjM8l634U9Im4TngG944Ek0L9zzuoo1TC3Ye0FE8vBXSStZkrNVv+o+gqLGOjQPsq7//dSWATj8WzYc0nqoR2dKjkbulnUjViYtbKiO4yWZvIEmmiBcvCR3HRKiKLOrEDCS7nP6JKtpcd8LJDHIXjSxXm3TlzVLudCdAvqCsGVVwJkFev3Q1qrstmITXj5jRUdaJ4U0wocjkZM+HLe6cK279m5vUvf0nBg3VrxRE6AQqMxoMX1ELr3rIfvUQ8vz0F0R/ereX6DoOnwgquzUlkBIJG/5PhMuho4y7e0qCdQcKC0n8kspFZx7nvy7hcSb+B8RxlUPjv2XDzSUB51wU0ZX76gzL8odVaz408S3c7lMcyS4ojfub60W21UBQb8nGZ3NthqWSe7jcARED1m0rz17Gt4kMh2LpkOvmOgnLna6NsPZwbxUjbNzlKtYst9WKd13HFxjC40BSMOUonDpAu6jnfaJnFrN423BHdIhy5/DAfJcB4kmbaejkxGmBnSsBIPoxTfIWbK2svzpnb0n+JSl3aw41FEru5BlxG5xP+M5w3iA01OPgRKGdt3fWOYbSAyWUOul0HjHJa0HnGh4Il3g97EAjCbAdqPppH5xH044RRT7UMT5feT1Xtvokq5TbkTMAGrgjzJK4SwKlH5d8poCm/fav5RVeSYx2NJ2u8Nt6jf2FQVfMuUtHSBIdAAbK2MedL1AlMVDR2l6GXhvlycahTX7IXmA4eFnN2tsjcpEwOPsVg/7TJcf5gfc3VqHd7zaeNsgGAZC97pL5A8X12mKNw7wWNMrZOH7Pf6IH6XsSa9tCtO/rhJ84ynbZAYElFtgt1wAc2gsTq23SMtvwEh2N8mkT2vGKFzAPw/+2vWeFSqB7WH0AHyAmMpegkqJF0v7LeaN8AA6Yz6wAPOpl3sYsim6Y+lvZLGywlqrsnMY01ZhF9TRjGx30ejbwh5Mk2Kdz8GXb9y2dOjSX+GKTuaQbrsemD9tmN2d3DkewOPvylRNxAjxPYk/LCVaUqejqugDtbPCGNAEOufzkdF1Z4pO3N90N3C/y7+JuW+SE83R2OsutioVsZZQ6tuj/eGYwQIzw86I9/yYYLESZWi3Zobq3mUtOpBXbNXWepOVFAb2zjcAaLVh1PSP/9CMFa4Ht4q4AVd1SrSt3HGwExONuQ6JmB8euzXw3ZJKaHIc2HW4PGJheH9BZd+uIU1ncOfprgGFgEhOo1WYvmhqJDzroDld1G0GzG7kyWQ9fVaikoT0SONJgVYTrGmez91lV8i8uagaS1Ua3rndKq8yzz2Th9yxZg/2n2zbejEzcD33dyI7Ddo0C8YYd+WkcT3IPzZH2Hcj9C8AHc8fWgIPk/jurNjqT5FtA2HU8Y4Q8Cc9CpNPPd5ezcpMKJSZE48Bsws9fSKBnmlx8H2yJybcxDWB8a5Ne10yz7JzBqPTunvY0w4FntZYo4WMMXRnJTFRz6ePXJAT0Y1obfaZDhqORXza1jeHdixFkwJ6nCj1cv+TL9/zSdfRBOyubtotXgdDvXkpRIhfiDQvV5X1srigMAqRO7G7YG9duizlwfohyi9BS65PhYkxTPuTbbI9pcvTyHJ4+hrdbQBiIY+IiKx1jZkW17KI3t8CAN5rkjycdIHZZIuTi+Yd/hnr2GYpCPgkZMVzQ+GotFJzfKT8HXuIwks9/DzEozDSvV3Vti1GCYUyMXDztLdTfV3R7ZUPk+5at2BoFrKed5buCxknWevJJrzknKs4bAwTFDYJ/Hy/69FJaVXJ+6vtyX9H79/1XFsSJk6nIRuVgjYPu9yOXjoNVCQHfsIzPNbpM6TZLFBfyMdB94wrUggT7fzNDPFKUUbrfWjrK13Hhn1uwNoe/AHKD8Ewwk4cKbL6yYl1ZruZXKFJtycBktGC+BL8zyus7eB49OOUqxS5s5arLgq5cwxePhGGzgPbMRXUO1nCwGGSbAAAd/dKk0h4e9AYbfaK68KCSd6cjxljtKdoZ9JMj/Q3rx245xfkwNsSDeEeKEcOuucvt2b5o78q++QeFr6a1effs2lK504I0lTsSjplz57XsOcEoXCztSrbKU8k9thmFw+E3FZoVeCNEjHxSPUIFOzuPNOYBu8pjVc1W5ZdSsyf2wsgxEICJ0rh/z6wakW0Ebm/YdvnCfdAzDO16XnOZG8Q9wumE5jQHUtfnLh1O4BQKYZC+GfiNmvwYxC4yxG9MqHQYa06CxIbCE/G43V8jEtuOw1LqTx0DTdJe7Fx83Ib1p/RrQccc7oueT/OSnSwV6poDE5TaoT2R7Onyf1YXs75SA2mqIla0DzLQ8mR3Mbat/LeiqEJFdrd4+E6XAq4/o6hO30G0e6fc9ENQjOXBBoKJbzW/iqdjxt9KngKDxj+qxaQk9d69OVP+NxBeVy7/ACCKT3Ue6RakgFIFVCHk+IqB0xFP6PCxonnQ2EBMqLE9Bhb+g4lZRKa0RjigRvWM2ANPQ1h0sZNMW8Sfrl+OLjeaYDLKRbgmH70eUDLEyvQq6hGfE/xllydWUwgLfn7605eQ6G240VaFzFs+iePhcllq6X4XTiJIPsnbNwq8/iqN+Y+5CxpkbqXvrdA1TaMg/zdTFSBARqRqj2r1EO0q1fKtoSA//GX2MHaxNr13QhkI6thrPxOcaLuY84kz5EbODaPqaCAb5PKXA3NYfRkhA5BlYSdTlmkc4XvdAI16pbU0EmpyNHN/dmRcnIupuh3OGzURMrulUM6lp8cBNLzHb+nsll1zIRb6JSfh3RaVnxK5XzzXbLvYKOsIVwrZVzTWVgaaaqWJcNWtxJnr7iJOQxfuksiatK2i6B9iRtoldcHURb8J6hRZG1OAT0kEo8SWr0hl5oD5Z7vuHsemjR83QV8fiOTWazdAt1f13LarvSK32ya++zHf95D5dzsWjINLLH0qqqk+v3XP/2c4mclrrqY1RE7avs1IMUmO4qOAVJB4Ggj7KGWX2+zha2bXExDAOFQ7k1FFSj+7/41AQOLJ/m+dvQpe5eSymxedkBVIFjtw4gx8Jyy1HfumEXQ5LwXsMz63oeZTo/w0of+RItzm3KXimeR7YV+ih+BL9QbcnrKzvVIvH+cCDDBqcutfeALfdaXxmQo9B1EpE/rG1uGVel25xgXfC0RPnCkWCjdjd+dpT6URpEjxS1GZ9MRxAeOp97UyydgGiSFWApyCiTEm7W0iF/P8vy8D3OWMMlN/AGMH7X8fBFkgVouV2wYxNAekLPsJ34F1HIpqTxTvM9lr1uSmAI4CWyomccQYW4yR1dmuyDT2uuO7/wonOEpkvdUtYnJm7DYTEugk+wi6ybhyG0NAuC2kk7MXLRM+ZBgwehdwa2yjYmSoQWJKoRGqbdmfbwqYTYKhV35REaPZu+28iwa1M4T1ibp+nZ1aH8hUKfl12/l+gZrngHx/71bjD/KiJwer4QITzz5UfJXgUXx7y5ODt4pN5z0fX2hb0XmRnM/RxuiG+b+nwzKQ5wgkMeFafBzEjiCqutiZ9YvvdMqIXNmhYW1P+vt688K/WMtFQSxtNbNVZlSI8RdE06tw3x+FGUSKghAjmKtWwkMbtI+9lFRPJIxHByw3pI502NGNgKFxysJGEo7tpQlQ49D5L5+vvEeh8hSgywNtHsHvCXI+658RVbZKJ09ugmvYzSbla2Y1TVzw==