第四章 触摸的距离(3/3)
tlDI6RFK17+osiLwmNKLg7VzXpoAS0nHEJS2TiLMZF94ZrVDNqlXikqZ8ZHp5fubUG6kS2sVYmKGC/q/mVvAn+/nyoWDe8ITuddcwQGqMpfx9L52rYCdCfATP6/pkeQ+WWnoT55InZ0HCUOj7/r4UJtXsyBXrvmr0z2iB3ein/b5cHc7XaQcxWZI03gJI2IoWWn6X5ZhOI6mu5N+5OVwfc+9jUXSdzAgo4JaK5MvJO4T93Lv9YqJO2XvWCiY7s0VuebDNU3po2on7ImTIeQqUOPEb8MpYcS50UZoQJPbAQNK22dR7A6RGHgLf9c1WvSwFvjnaDQ6LWs493kUILRAjh2wrBSsP+Ib+n8cSGG/t3IDwuyHpMafSgTWKZ/GOdRhkF5aAbs2duJgdedLge49QZMSGCLAH4v2g2a8qAqglZwtBDgETVQWHSr+5OMChmDzFsCB4K+rCXj8WtrTAaKGsWnaQ8y92QsgKIyhJq98Qo/Qi2p2MPUc8iQ/y0J4F8a4RxSYxMw3L+hFglzVKYxm2FzwdZxeGhA2Gj+IcRbzkx++aqug6QtcodDkZs/TwfTIXZZpS7+IjiTvXTtbHC8mVvWpAo1rLhrQNygGuHcdPUE7dZfiDXWaCEW2288kGTN01pCQBV8XheW4JTJQVahQe0HAJBOUvoA6Q7xUq21z7QxkgKQCbGnL0XSfzVJ09FxOYgekWGKjqpRTV7iN3LkBOEQTucr46760vWrG3x5QgsdoHhdmTYYKFO1CKeo5tx/t4+hs/21aqP9isAE+M1WMq02+diQBrPlhCCk9rXE3gXaSLeRIUqe9K9MTkMz2RnCjlimDJ6Bk47P5K+0rxO/9F8m0Zz1mreR2TjsgsVVp6EwKOkf1xnQozEU2lC4vsz/88O4MjFJlNjpyCxPrbVhw7/6odEtl1ADMi4Vvigfmnr8lEBKAMDC1Rn5dbR8m7OL31EtRbWcOtzjar5Emo4k+oDbmX6A9tg5jqGWAlXrWms/YXqaT0jFSjv3gnDdNecb3EDdW4viJDQ7sP/wk/Ln/st6XwhOK85ep9osiZERpy4W4xwA+WcNaNXKwzVJRB/MsGeEpjTEIXVJ1itcMW8I3KzCHQEQom3i2lMxUMCrAa4tTLJ64cBlAw0KqOaAdcqiMRQ4eFM86B9xDDpD9V1bL2/vcBAIjQT8OM6P/DxnOYGgubTSr7HlQeSS6nVXRO3Jx8QtEURHH/KYjO1Wqlvje/brhI6aiRWTkpJszp6u7DaRrcazyvJKGJdTSOIR3VnxwuCxiL4RiWbdryWsPjmCOHpZ5xw68YfiJHoB17lxyB7Rnf/IZkHhzoGkfQJabrrpoiC/gJNwA3/rbnrfrfmYJEEluALyU/ZI+dbxIvRCRUAr0DYoIySbncQIH6DIPFGI5W7Dn5bo0C/iC9rAc4G0fI3knfod9AfdZRwxijVxfDONtXMwav0fI1s9y+QYVZZVmtgX0ys5fnxXTPSNQ/iSdOA9OAv+fOQNPYx+pjFZ0e3WHQZP/ElVyT4ywEpOGTvF0nJYw2X109NpwrKYK80E/0Ohr+njxSXBLAIBGOE+TrYAyFdus4dQx0DFpyxd9Lz+E6ytw2XsJ+xjPHIftSyKA/kHybBnrR7StOfWP2inFDee1MfW+a/pKHVByz+HJH5Nuit0Hwm54c4gUS7j0icD4gaTRvHkt2acrWcepfnqxbmPdUEi/kypB5VA6eqhrBbe+NLj8WEedzUe9/IjFP/FbaWfIS6wHz4K85sQYiizVJYVSvnvr+uQF8MNLglkLUGFAr6DoN9Jx3hTNb3B/0kAJNIMioWO+6Qw8u/oM45WLe2ouab+esUrGtzcgwxukK6XBoOrbmYQNvMu/pzv4zRzq6Cwn9pbbZ9xOGHmsSe2SpWjRMC9IC9kWcHipatzktVJMVZrzKOTCgPlIIzdtqWS84s9yNdg3TeCwpL+odoNpBCHbteqpoWYiNaqz/8VvuX/aessMaut5UTc8VV3LenZQN+yg0UFu35mNWNjWSw0ySOP/26vDLLUNCYI2RPCesgKeMr7/TzKCtyP6GDVWsj13IAgXtwGyiA3OL9RiogkaHH5taXihe+oCS1elDb0bn4g6fIwS9IjKJNnTjaq7xQXO2cB/Ww8pSbzmQHBS4LnoTcjztJ4l7tJKPIgrQ0CaONEp1wSR+Oram+BejzUoT0gSOjuDju+ALQ7sp9syVtohKE0DHavnv1SpIxhyKwwmbcIlu9wC+w4Fm46St8PxPY/iOzuoI26Oe2c0+FyLcMKm2NYSn8K1N11zM+crA+/B9Ru9PnZ/r9Vf9Q6HTkzOKc/HoIWpSAfjR9ErqSG0SNUlwjhPUFOAr4XK3CEb3qPiSADxyrLKSvWvkG93yBqzdKEq4scEhTTmSmZz4U+xZPpL7w407//g1j5gefDGqf4wr9VjX09ynBImq5BKApLVMdTz23dJfb56dfTkPgjBuhPFPWjBtmBv7T8BE+2lDepXUzs1WbbsCSHI3Zi+xGszYWcYwVo4yUIQdKJSVKX+tzObiybf0nq+UXOpj1XbRSmbSR82h8riRih/dgOrBHlUM99LKQWksd8XbNki+9tK3YkOt1KXA7Z3TSaKqcBntxF60JdFDwBrvdHOrfF244nJQ2q7jrWPXyar8ddxjgV+g6cXJEXx09/10i0tTplkQBzAifgY6f9f0jjRIlGzPmpr56XgI4OgQVlhQ1T5n+/y43saT/YT8pqBjAr7k2+13QRLRFyhWadHe4KyMALBY9Wcl//C/Ssrz/cz/2horz5UYvA1JPvfP64DbT1koZK35qkeoSdvNCBl6KzoVUSejDJz7UspUeUKqo4GaOU7ThJvCmy/LDf4JXPxeUnvI7wAil7bgA3p/wIUpi2OfWdIkbz4E9qw6hSSD5aWs/4QxJ0o/I02PDu+uFntTtZpLipD0IAEmmqyETDLrYkjL/lR602zYx0h9mtA1VHWkk2bCqzNxmljkjk3UKIpJWBw8eAkcy7Tk98QgaOZg+JnQeVMJjAon3Xa+65LbvPl76xaujW8GThNpV+j6P11s0dLc1yhtL8VIOJlMYEG2kRDwyDUGNS0XiKDdnQbN3z/LMtFARHNnt/l19VMCBY+BgENOHKVckc3k2uCgHEfq7AJ974VVzC321n30USmd0FmwFLt5LcLs7R0lw8a81ZJvn23JaTeJqhx4XWH2kYJrwkxboVr/OVs8zX95jmEpbN0jWsdX5GvpW9eSNW5b48VYI0Ojau+HY/bzdr0QkSg7FbFz++21Ev5jPcBJgYAHrZVormDameEkA1QN21wzNUQGx6PHDJNXSXwGLzJ0CXh/U2/ZJBk9RobE4FeYTopLj6lG3lCaMQLovN6EZLJQVhLBocpkfCYx8O5eXa88dgRoLU0C2jVJnyZOaOx9cA+IxJJG/FPfzw3Z5vebAJz1rTO4TQfN7uAO6wskxCCRa6tedsQD0dcCtUzrJRC+5YsFBZdhTwaXCjrFPz6nJaqGXAOuC4dY3QdOp0DXZaLV9AuOH4YhhJlwS2Hwl8Ir/olTB4nrf14VaNW/eNUHZyngtxBvkWfGuPx4FjeCGZ7AFdBmfqIsSZz05+WsR2O2nnGap4coGOMbRVRcmWmIQTRYE3S5Zw4XFyBA1hyt+LF0e0z6e2OL30RD/UlLON80Hpb/MYL0OnuLqDsqNsqGrHpL50N2At6aR3c+bnBlYGMjMulhNUYFh3rAqNX5KeCY0DrRHd1hJCWk18/ODq7cKg1GrSPmW0+EDCCGJn4+ZegqcfRvO601NNAMjYe/FnWYmC1KJLCttQhZyH8RQrb4QatGyofHY6/wVnZVO9mZuUoskuhaqkGYDeeSLJDtled9qmtMBRlNaIs5a5QYw04N1fsCjoUsHC9ksHNBX768s/312ddV+KUj91zTtJB5TefCfjy96cmVyC39tH83A37HghPrWqZCoZfNtUPs2mVZifht2GstZ/wKjBvFzWYFCdTBCBkA7GhnEc9HjZJt/peB5n+2iS38G4MFZ8y80FZ1uFfk/1VrbRN+wuZkjIi4UUUcvmVXwNwD0Z4AM8bzXzguUsCMoVfNJ0yvGpvJBucIwiu8Fot/z9sFOAc81DxosNyjbwmUjbfQV3BmHr45bFBCTC/eRdu+o6Zhh4Ay1riq+Q0ilf/qV0ZURFFEFi1b09I7k3W2azTb5cvPMgUMlMKZ2xS8L5hJdLllkjoWWlQIWu7rul/SLetGBIcPU0KFjV/kPIKw/c8YKOTmBbXTe2jXQIKO0HhdqALlSY4WJnFfM9NsS8uFxBu4A+ph5iFvALYMiBh+AVaTCsK0jinemoOenW+X6mfx7eTHX7bzCkkwuzNyVp0g7ASp2LABiogNzr26iidpjJzlzeqhP/mDW3C8pgfNCsup+6oTYmFythRnmQds0E4cBEbDhovmjQRNK2YxQlppIPg7QV6/WM6HOX22qG8NoknRgEQ+NhvGt6lqx98lYX9cgQ26l5/DlNxYkyAwiUq/Ed038GZ+uDCaT/C9E5KfU1jAvYJOCCSyUSIVc4+GSJSca2pHItsXnMk+caJXDDKWGJN6pxStDe23HjNjruTItcTZ3W0weVYWO/lgXW6Y1a5bxbAVnBu8JiOVfbBmzZ1/DAyzAOLtRXfvZIDvfg2oKofiUL1OybUi6KJAWTLET/5iT/Fwr9OQWy/3n2F8+9knecubCLxNHitULCKjf2F97wEyPGcsdKhUnWbRlQTQV1ccYluEhJFqYNz7+/KdSD/5sboBcDiZYQJOqUCaFsPUwQ9ESklQlCPrr2iJxWVXP59gMG2QCJk+8KQd/vc7raC8IcbgzYJP5AIH1+dimYTLZih0s7M2ibank6EYNxZCkHcS7zpSlodCvgx3uQ+4casL0EwDJ55MqHxuxGDVBlRXJ0zbS75XJhk5fy62gK67V+nLEJpuG1avjdzGAwR6KJU2SWVpZAFMb5HPKxDDD5gofXMox64/sbQmZa7XhbG72tTN5Xc/vuHnR6PWogE/C9nePjoafWPub8EWMuyRP+EImfnR9PF/K4ylHwHrZSXN6t7H+LabFwMAwob+IWcDaxZdlfrSv2yWyCeJMks6cGR8t5sk2hlHQJxxfSTT99XPUFMCUaEHE5SOGf/ENBC1Q9JYUW5saauwbLQAYf+qTSFtmNG/i4PbpwS2rIjMtgG5Md9pqUjLwb+yaKSOd1Fy20AIrMbJrh6N5jylFCOjhNeb8cbR2PyO80RcCujO5BwQyBQfZgysobIlcLB6NB4gu1nE6kX6Xn1Oxguzt6onB8QCtWbmg4zFPFI/MYpwmXNytYNz41mePNQ3Xtcv2Rh9hcD+QPbo7CznDmukXSRuth0E1m0myuC1xHWNidW+U6LdGHvjN9yAZjrRJPa5fi9zME+bK5LH9nWyqGgAymQV6OQUS6d15fRZUx03vVQexnAAhc9E9/pkw8a08z1l9bEQHhr1axLZ50jvSBX1jfr5SxX+djF6MqpKUn0jU7wweP2bot+gu+ocpRM9qQswGpQ7BFW6hioGsyY1i9AQXlmrrhR+M9zQ7YMXjjYay+a3I1DaPiTPFd44pcHPPwrMluRmxq3daZ397HlEn4AavkGqvDpbt6xN4cbdmdnl6g+0fqlp4r6j+nBI32YbQlHrpYXC7SNxzx3dfh4sJ6rqXDwcLhLOTibI8hjmcX1gUaB2NCiN+6CvgX5wA0yIkUDlHqIF9MiX97Sx4SBAveo2kAqP/5h2pU6yOP0pKhQPpGk58RZXlo3ZiPLgre/eoPJjClMejNKbLvFLBJx+kUEAlUEb3S63gFNPXJba+/4knvTXQgk+1bJ128bikLDHolyA4h6QsdccMnthZVWn54WTFyTLfC/udtX9MP43DdK5RQbsniKHxWBC9T2dX98iI6e7HQJenMCW25mu3s5gw/tm70nQ0fJzTh6g+1jFT9IpAevdB6BK23HI4dRxCu1OvM9H2Fdp6iCOJh5yJkuVo4yKjFRkXZsbUC8PQAWbiNR4ynlcfG4dmTVUsxoTyQmzfya6vFCsijMHZAm3DBI+Kc8cQt0PP/FWOAg6WBXUdAkZIDqJYJONizmYwygAyUFayiiW9+WzoByA6Zxbso+Kr+bVLMTShOtAX8dxqPP3Dt/TmA06+rcGeM6URVo1wWedv4ZSDd+nRXYBonjNjT0wjYKS1fnQ5FcGODwX9PO/44LabEjdNokDW3OIlyPNH3eR5KPksSkJMlIHjJneUcD3H1CFR/Gy+B7PSftDQRWVUHI1y5aCetuwgkbJTAeo8a4RlswewVW2mM4C7OM/Y8WWYajs7MTRjRrA1FKzDp/38b61AF3VyGH2zhasyK22EHLWn5V8la9xeskuHRAaRjWTTDr9yhvv+S+Gn5cVkidAwCvkvovFQqCCizN5KnV9f9KHGvIGzBiv5fbpyr2DKFoVmt2/fBTGfPdNtDZOZ3V7+XqCQ7Z+J+dAw14BDwyECXEXX8t1YhUG4/AZjLA7wbg46jWQ/F+776BwzAfid+VSsnJh1liUJwd8GIO50Nt4FmPRG5N1CxHHjY+OdJ2rkjdonQaFy1cfpBHM5chVinyqTCcDXRYEPw/Gy8g5n4lLFwA3G4MRWphEQAeazM7UO1AU+VtGHaSnPpgtfkTOH9pKcD14P92s0jF9YDw+uR2AbeKP4ei/EVsmz1vX9PwFDTZoFDnucUtEEzPY0U5f4PBNJI4ASibjenuvJUZmFT/Hj/wscODUNew2dPsVPu2M5z2DHsfCf2Pe8GRV1sPJ0/BJw+dIa3maRKGEYu0Q74369iKSZyEaU/IFYaXjWjWykHQkXQtb5WUYibSmez9sHJmqkbC2xo2+uQEV0YD9x8MtIqjq6w0wsu84pWaOPofvZR/7OI3Hr9i4oa8Que/aruvrMOLl/aCAx9OIJk18hBmEv+qrymGagguA6eOYU4XW8JCcMTefjhM4sd3ULfBCPG1uBy1+ywS8T8vr1FZLsDmPNydiAw6Sf+4JMzHv82Jeim6A+n8iigfWQyLZ/TGMz6Nj9vR3GwQUprs5WHHtfPK7dbLP2DJMfAiy4dGYNdZvshqLEyqCGo7+MVA8jiH+4sU+vcTSngYpGH4Tc5PQFhMlcEKMMAxYClcqHwBnJEH74sxipw4z7iGJ7KAzF677iof8BMGsAg0PrnSPIuqZewuf3r4ifJIQx1NYtwANyogRnnuhN6rMP+UliK8reMYbQhRtX5RGMBJM9ETOt2fs2bfLCBkO0ptaeS1Vas8a1GHy27TCEqW70C/bRzgW07/OfvGwcPvo3AIaoVcl7fzx5Hhm8v4abNCli+FH2knmdy3Mr9b/5NpIkRzmMD1YDG2/4AXTpJKOIdStdQOtZNtqr1Njt3OlWTo8/loh+ztmoMuNw8DeSMcAvP/RmXJ+zNoSo9MA1Z/bE/NpdVUnxfFiFwzQ3+qaRjthO+u0cPuUnPxARJyYGz5mz4On/8=