这该死的机器人(4/4)
FhS9Fs/r9E3ggtzeLmoES4963oTI/MQbjyqFmQ39sGYsSgVGo2nqoxCSUyDBsrMgP5oiX+yDNlO9SngND/PCxw9FaMXe4d8mdUKS0hjjWXKhxqEdABBuH2DCes/0vD6dlzfiENMUOlkDGGX5WeFpwT/5tdYE+4Y6ClqT4rQeSvLxNCyE93tNl/wffJtKxv8VPns1SOExCQRhURlGgF0+PrncO18qC9Xb3HA+Uz7g9ceqxoQ61C6NhCoZ6oxJk1MFs2jUYKXECo9Sxdy397Bfg5/rT83EDhSGwjV4uLC+pMec+Jjx7t4Q6xiTeSCEZs29JI/hlFDUDJoitDePJEPNAY6C/GSkDGX8R9+r4bsCcbJBO5jUGrs6Be1FNnVr7KdcXbMr0ytrV9Tn7jOF1l44ADVxiimSti+NSnmRf633OtQtNAUVV5+l54zvM5pGTENdW0Z/RZS37NpU+c5knQkyU3TNuhFWWXOTWCD4yU/T6CmW6BL0EOtmd6YrJChJ1HeFN0D8o4/LOWupqfBXhM3Z9e8+SYLWZ6vpEBpMttXnORbCrLPeSFFSv78Ol1YjdhEyZcvrtJob9uqNXefFc/8ulpeyg3OrexleXOoKDo/eKnQgFQvifOoE28R4T2LnBB87Kxpk4nQT6gX+ixH8NZq6ayaMesF1jE8RJxC2MYVKYS0BsCx9t6FbZ/r8/55suHNHPGNbBzOxpgOCwzOiq5pv/dNPG64iE6VG19YrNRgNAilR8t+6EyOzMEkknN24JB3fqyfSE1cIomRbNy92miMxTWW9BVqhKyLjGR5hCP+Am6/W1nwJwyACvnbfdV6KXNoiiWTBuDyW6/XBMigoxSUUwRjptKbh9ylD4bKKJ++HMhN/4YLmTCp1cI9oKRAgJpnCiXI3az+9ckCORMW4tSh8rZteVvRRZK/7g9Qce8ErkhBOcPl089yrkt9GuwdsmR4nGBZvS30a8wNiLrlP8/iZIgSV4wBb0gBERKBaBKXKGtNmsRGVv6y1E9HAUxfCZpNVUMqmNN3pekquaRf9Q/0YVTcd1voYaAYErXcmacUPvH3hmKoppEv50k/ICf9tWdSWhOC+sRyxKh0vLXtwld8MNCwtus6bVQ6DfLTqLYM2r7/wOG/P/uWwxVcTp2O2Gt996w7QC4FWkBzbHBCUYz9JhrV2QjyegxT5WUR0CEzecALiXF0qziQiR8102u4ynYWV9xbzMDrw3BmF0ZsvnoKf3s7cy+WlP8Fvmq3FmJ3PbqCYkrLfekd64e6gJeEXc3DRDQfi/tZlhEQV5HB2jNG+CB79PCXKPIWACNCqPxiBMMqckeKdyDbl4BkDpj90R0XswNRGKmWhVjKIZAYc2wUMjvHMlvghnSrRxg+Y56oqc21m/fq85pGtRJ5fWdZTiln9zyddo4RjSsW2JlurkZrr4JPvBTMY3DDEpZRrjRtFCf1jtOE4HyKiAJJmb+7J0Nds0CHz496YTb2+5mytUWXbFkS8+woqNCrD+9u/3iecHeT6WRnFB9tvn8XkPls/PmI+P97hV2iwwzqk+6zMtpLEW7zFo6WALYgbwa1gYCZNVjv2RnSMeQTkuIWhwwHjOkRubTZ2MYMFbZnurBWOm8ph7HnSgAB5qTzZzUKI9FrlPOoJlp6Nz8GeX6e/iwORltkuriDzQ1BFccXWAxQlRSDpWu4VIk1tJJUcrEl5SXbXROceGGxTVUNDVwPreQwX598cViR08935K4aI8fL7DMGtNWLCjk06vNKRPKWpAVM1bIMgJcn/UvzTiQP3NlYO3v4bJ1Jda9IubYakuEidYqWVOfPY+uD9v/oBfVgOvRMnXfQzAmhdEcqs1J1V6nKmdu0hS8jnb+gBI8WKhJ/0gDY7XG/9KZRhlrDYR6x4jZia61lwWWZhHs36WuA6PisXLrI4N7xJV1r14t2ZnvI9kv82VRu0ys4TFgmVc+YYSX/mA/9Bq+oYrmOaUA9hfMb0XaXUzVRheLgCxdD361yBVoXSY0Ni2UEQoqElnC+k/iapvOTpD262Hsccbfpf1zamjtqfIT+9viVihM4s2pYYAT8V1jqeMKR4EsOA14fsilxTdb2S1sbI4QHYpucGK8qZsdWzl7UawMm4x4/QoAA3kgRWqymXOZV+FyIxO8pTIFtEY2yN69i1orm5PvnreHU7yAN2IEzNEZ8vJ8EsnVOxnmmigIk/shdAU4qE70GRB+4m09Zs32yjO7dP9azjBqJmpbgy5VGLgzo9hZEH/JpXVlXJi+M63YKbvMN+s9w0LsYbG/nXXhM8BKUYg3d6dp4/lepWzlHgDycKgStA9v4jWZPLCHJVrlC+vxusxldbH+dvrW0ogikZieHkFtpq2IIiItcK/zrMWsTOd2pYhSNfx1YUg3T6Wkl/SrGHweFMRDOkefTxQ4AfPbo7gP2O0fKDS1zNVPfFqEIzVkh/Jh5ydoxpzvg9e9YC3/9o5ZoDkhhEkN3JYZ0YLWZ9zrxP6p8WTAApFGUVtT2OXhulK+m+JDMT9qRfGlnUDtQcr4qgmF9E7fuM0sjahbBtrNByU4oEOTk/tAdt5DQXRLyWB7qs9OVJATOs2HfB6ry1/5sU3E9OBr3paOLI96OYXN0vcRUWanv+FzPJcuoR9JV9USrrKJKqEWRiXDKKchddUrGt6K+EAPdsS7xjGYAg4ypKs6DAx3KvoEdsBoj0Dp2mkcSJKFBgvPZNdiGvfS7/wpA7XocMBczohY4ZuLDfFZ57cDMnK/m81aujSuTFJJGh0Sdepival1aHvBwkD91aHpW+RyxUCdp1pg5u7yVBg/vv8zHk90PdAcShrzy6tLV7HV3zU8HUa13GkM/doiwSpxc2RPgNj5hdb8iWiy++IuULkuq2tvOwYAGSy6s1YOPlfWloIKQbmQvQCbIFDFOK3vewH2rf3RRSYTzVXn+ZxGkoWYuJRs3/kdR8sMLck9RhaIv+pAKmrGTu0ycd/r7hWupqQJ1E0kirmK7LR6RTLx2vfccyKG7DXnbAf661fvcxuPLeYmo5gp1FMF1Nr60SbDxML1j52DVgUsKydultH7Azq22JrA/HhUBGXoau+MKq8oRMWNmRQSYfAqv80WEPDP2qQ9aILKU4AqjdVJj5KXs7sIr7oA3CsCOdAB40xdPOMsvmywSZxtKZrRgrOLd5KvMpgX6XlW4aN60c1dCRpt2if4vM6nQ8bLuWZdO/n7f0dihBdnydMQxcnI5X5FIGnFn3e1G1kZ7DgO4BVu+gFqpsTdyJdAaOZwkYKJ6GH8ln/trsM5H22erNhYLay9OqSi0nuqmWVM53zeopaLDj1Ba+ie0U7slM+J0m0JQvrUgiZmvmr7F5K9D5TNHpyGc0sRvlwPQ5QQRiJOpMMbnaoA/X/3AbJrjd3WswH1gvoysLWmm17SxVS+LQ6CfPPxnsS1zQjm4iaP7rmZqjCH+wipo/z9HBnyjtV/fUE3BWZ+KCQqWogbXW/VVSE6ksb6XbbuhIcHF/X36xb3dfUaqo1g0T/rmjUmbDg1bpRYut1+nJ0yZm+cjgn24CSlraItHCtEqpDhpEb0+rmjvTVnTs16xmqytwsdvBSxKdzZ8K7ge/XCN2k+g5OfO4mmBqahmL7TW3bKLUdfn9agPICRb0Ez9+Mc41/TPjg1STgm9kAp448CdQhihP7Q/PJXvRiXlpQW+tUzdb5qeq9k/RsZ1Rf0tRTT4UW0gt7wIkoP2abXGDnWsURG6zwQ1shxK6lE0uR4I70zy66jZUTZNFSL5yxQdAZIifop+uZTWnGcfo8DuLBsv7EozoV4dvabcM2rqPP1U4SZe+TEH191jn852rQRl62Ceau9BoYMgPkixqzdbG0R8Y8nlpUCTxrdrMNmmGDe5Btkgbj6rJEAPUCrEkw5896vvtLainHVYa6C3PJ3hHd1/u37yCFx02jI71u4aP5zrl2FUJThTAg+R9Dn/yqAXmzyjFMIGLYIALzPzHRtKBrO+ZoESA35hf5meR1shnTyrkN61Grlh5hWLphFmSsIkm+261AQmgiQJ3hH2Mz9vYQrgIXoL94cn+gBhtX+nOvlCEJEgCJbxl75BMMTSKzoYB+lDm1zzwULVHrPXX/8drqGYEj+gQFkpi5d9oruPtNjclZU47m45exFGJGLBmemCycdo8pFFn/CrIfk3vsGVnmMKQFeRHTdn5oh0HaRQYEJkHj7xNAIEpzixYNf0T/Av9xVZCyvwqq63QF+fUwbVUCAIYm6XP0OVFloOr4QfRFuX9g2V6iZ/NkH4XMCPRnuPM3B/wjb/aYbMbqBdKhIywAMQSMAxFlU65yIxJmYTRC07T2kF1g+Yf4F3pVsow8hPdlFmIUt8VzwvgXED1YhqDOJY64H2D3GFsytRam5gG3nj3O8fRUOWmfQZKlYJYyS3ddh2jUsS5kFlbADLvJTeDu3mxZZyiR1p3nOU3YKrGlZ0/TQ2cpJhkS9NwmJHe2fMoigA3ZZW4kmmNaeJzyy05/bYEJ8ySZf4NuwPKJnFueDmDg1HUY3gwVBEXlHH2AwZqDLIq+psczQH/FxA7puVsfSmkG73QJDuhb8ax7svaz0Ip7eI/kPCzCrHGHE0dSMV8X558fz0mywLoxRSC38M3pVX63qvh2nXx1i4sEF6RypPlNbvumVwAWdJ20wDSuxnvTfUay223PCHHMaVLGaEB0cqFkKzKmWZOIPMm25lnLmnJ/oMviWMlJfu+IltKUO7UfttjtiWAlZiM86w9AC6wwqmNnx9Tkx45vZtCD5f/aJUDu3JzofevuswbvfBYyPE0GgsMO8TggpKUWz5EyCzH07wcoElx9xSJfNi32xrejrqrzZYuVBdts9DHCvTT+MzdHvLlsWmMgKyTDgwLSSQR7KDXHWznguKvcGFH6usd+lqZ+wWmr5LVI3vXsCXZIdX4Cxt6fU0kfqMqpJ1cR5AQ1WB5urKcdqi86w6yhlK13ikItE+kH1QrVYd+eQ+UX7lotvaMqdl9QdKOmRXkGskrwC1thivZlSTJdpFmp/YOHITM4vTOvlUhHa40cEwbLB0YY57cXrUSy3EI3wDPvfxfdyL9DxMyV3DWV+UyU/RorEeYAgJ103da4c77kzgkCtns77PBsSMPNZcQCOqrZNp3oqx3sFcEuypB8eDvDcBsqd3BBGiW1sl1IR6oqWZ+L3vTgtpdqv32SVy3E2Cdz6PolBKwm5HJJowpl49JzK5fMLhF/ok43/Xjd9AYLqsHBCTR87JmvxjxE3ZOGnKGVDOqk6DxtB655eMpOytrTE6XPK5KjyiNb1+54fbxq+S0CsUiInzfIvdQeO3TwLKNOUfrgMLWhj/YnvO136vrXIzkdOr8e91T59ixLGzSihsz9R4m+2kQ8Audk2L4w8asnGo3nFD3gcNEMT8x06jCueLfPeUO4fEBpyC0ciN7OQM623dtZLiGynREqz2uizH+AlpWSUIwq4C7gl25XP+BQOAD9qw5PDqXlL9nRzZGjC5vHzY9lr/bPhclFBTE4Wpp5iqs7SGviURKJaDCTE/+EPLVENQJLkmb89CKzesyB6ox/GJfyg9Yy2KqlRgkdiwwnamfJLezVty9BH6YS0QKzT7Fs9OGrnS2DcoG2idhp9SjHT651YpR48tCZsV6Q52kUrAEhQ1oTyBzAGHCk+6RR6lBwgdhUHB9wr8/xFMAqBkN86qHXyW28J/5V/h+ZZRl9caM29mX9MrMJp2JrCX/6opXQI7AJhcgWsBAZ3xOKNtbJcTehx4RWQFXRCFQcApMdL0rH8pcdW92YcatqVm/5ASM8e3UEkrGXcFqAM1r0vX07H91JvBcFmwzOtfNMAgYcL2QVnuazOhGTqh9c/tsJDBC4k7EjCS+rNrTVdoCpgWOEWxSqyGtAQMn5m4hwkS1IoQZnYk50v+ikKpI0e6XczOkWFHXScRikhyAZ13378gEDbB0F5tXFa7zbuoFHauD9Xq7G0U4Tmf0RR17kj0zz2dbXNSDrNx2YKlPlmYmaUY/eM1XRBb8yALZ5zPjCpCxoHxxUg0z6A1RxLSZ6uUVieoUmh+Ec9eZPgisU0X/imjI2j0hshuom1WVGZhhdkeJOhCAPIDRinVGtSve2uT06W1SohzCZdhS9CSghG6whp5ejQa7C3YjhmFWWQWOygtxmZkPMleb0eNg4vVXs9bvueD4/0F/ueLVco9K8f7uKpBv0aOitOU7SwxetTHL4+t2ZFi2F1PcCzRylyjHxjZtHKchJoUPf8qrk3UaDoX+WwIvpxbFhILXWTV0frKycbbenreFBkqL1xbIwv11adFpGb5fZtBowVSjIma4BrmjW3AAsT2nkU6gnPwlGF0EY+owaQsSWusq7zDQxKPKSk+3Kotlqv2q9rdl8ptdIf5iQJ009nxm0r1EQDq7RwnTdt+S9pWGTgEAVGd4lCkvLPZgT9v3OhNlrfX3754N9at8L/2sMQT5Z/CSLFAfCQT33xtrCQFmXV+8Y9sIVL2EP+PrSsYzb56LiDKwZfE+BAC3gEmGzEBLbb3gmHGY0H6L1LuKSeCXloGH6juw5DCeCNjCh1sKF7ARgXMLwtjJnSIW4rJYf9XMpjr/N15id3cR2Gv5WMr4Uc8JGsem6xGsX2sSxuVa7rQ+H1fVBQhAHSkbKyWKSf6Zwjhk3NiVlnTeEbVjeXyxwcxVCOodJqUxBitWnXdmD6QaZj6Mc54=