瞎编功法徒儿你真练成了? 第941节(3/3)
YRADYK9jrxn+f3leXu5lv2EZnn0lqCqeBYnTD5GT4c8+WIoRyEkbhDhJd7Wy2NWUpLMWJlijZvzw3/RYg4aSBqIHmv28vUuxxWwj/gqQwIhxU+rL37wBcTFyT0Hff1a9jK1MqNMTlwpjsSr3IXiByEdZ3nh0LoHj9lLGlDP0PgbdHAb/oVQjDIJha2V7szKDv+dFsSu29sbnXk28aB6fwCcaIe2LvKj8BNfXqRmzbGaLdKu4iZ2z2JL1+O97CO7p7AUSLXN07yXPTbq6wiVncBrIzr6tskOE7dS04O25221uL9+hE5MtJ92oz5yu3OW0wPdVq6XNEwTRAuU1qXxPnQuDtDldtUrqZy30lYIWeTpvozGW5dFqRUSU/zbhAdXhxDU6rHob+85bc5eP0YwD+UjcC0i+R6b/60nmym1jKN6+JlNG+Jj448APBFwZNrj4NESYIE9/oXT42MSljJCFXDaw9xhmpLDoOxfHjC2uZcvaiB8KIhgB19R/r+zjTTU9FIjRRr9CE8nyTmqP4u0gQvOWZVXbmqk6gYWlFup5YajVTWwN8J+4uPZgu20qgglaa6x06rtQ7EbHgyJa2KxUkExw+Y85zY++l0V/S+CCyqDcQ6T9jb4dcHxTb1DZS4cscn9yIOzPY97ckIrQQ/b/GUZNwZnml1dvSCGvHf9kXUTOBZQPAzSsamgnCd5NQ9jafU0AtVCbJGbw1oiB6CLaCWjEx+jZVLaV9Lg3QBJkXFSR7told9Zs+0mHWvwbDCQpnKNM6Ur9NTG9Iau+02BZ1nd2SSt0lzCLaheMFdTOvdomxBeKO01HcXCXg/cQA9/whjz1Rg/pJXqVCYxqD/z0qoIatH14Q3xrUvvl2LvM/d9jzDpEGBTjYCo/QFLE088DHO3gpZADJS/ilGE6LSyYr+zb0Zo3c4WqbvGl/rJbTQLvCGNsIsw1t/UDkoUIp/JGswZfXpKcFRiIydDZbD9ApxlGmA5vr69cdk/ms1G+9opEkLoQmXmoMdFFlgvVHthkGKwrf6eQ70fOu1FIjdPCoebWPWg+b5eDNUgf6djPJ+zHKbmyxkMIV2B2HdR4BjBBjx91JmyrK3oKtpv7clQsE2wUyjDCVCFakqt7p2JAr8DKwhr4RRm2kCDHjopWOBkBDuny6dzTRhhEZySjT3KAfqIgYxsxel9kct2GDwsNJtmfPNGJOeUO2vWQWxttG2yQ+Ahqh7iS/wX9DMf4A9YhWfxj9aPF7xmTXODjxt90f7ylVK2AC6o+NUEOEHpakk89TITbUL/1gCpbEmn9/MnbLymWM8iyPV7tmqolxWCH6JyC/d6RacZR8+z4GS0+n/T0nzFmAyHoCFfPQlucZOE1ZUWB8e+t+eYXqbLMFOcA6+XM/0pLZlU/L2hVBVWrZNfJkNq9YCQXOT/qQ6N4uFqSQv9vvSFxROSOUlIS4c1vqQZ1N3v0DHGgxuT272yEDoJ/zgEzG0NMQT+O4ZkttEPijBIFvcBBZILlDyYnHkO18xqi/Myy4E8DwNqXlpy9YpfVi0oKLIVmsJ9Ib61tTK8Z6DAHiwTP6HCqFeKEzsOEujZpv6eIj2uEVFk8WS3Vc98FUuQ9XNfpbxqxO31MpexiyQ8nkiMaO5+SKZIXUwAt2W5qhaaazKXKibF1xsyP5D6CVU2DAhI1N8q9Ofxha5w5RJyl2a+87SFeeTgjswgxbsbLZ21PK42URGDUJ89FSL+7c1e2HSybOij3RBrgPhV+Y0Nh+U4sctD4bEA+jqEEzdJWMNcO+/1lIthxrXd3MKgzVLbPRSJhIpxnx6W6xLhF11E+ndsYeHdMSpfBvrN3H2EkqrrRrvJohLxud1DXtPxfWdstM4aReNnQmCdTdvbZwGZIgHQYBHt46KJ/J8cf7uXIhSeIUkMrpTfXw80/OZji7b5FxFmjZSzkD4wBVQ3kX8/HDNH7iR5/8uZk6WUwApaNltM4pOI0+b6rlwvY6ayGX/p20VinKcmrRPaIU5rKlvesbTR1V2Bc7oXzgRwLGKVO5zX8VILD6627VNQd4MwNOFlKME9ytLWb5yVYR8f/6sbL3mPSrBKNvuRZgKFzW5vHfMVujIc6D6LZ+aw2Gywa+wVmrvSAyaI29K49swpOCPlwYQDv4l+KYQfKY9Vo5LosxXawCkIJKlFlLcG9LUK9hsrfL7yG/Y2DebucXFMplNNcJTKoOuck2d2jiYh8Au0Z/D8gw1WwDHRojeJBdGSO1XtFotgoC2tWZqabIK8u8eHVp0DxPE8q1UBtNZM4H8wiI3BaVB/3CFV9u2KGKzr2L2ns6q3qcW/UMpgXHSXNh6ZHI74H7hePc0xVFugsYE5NpnJ7cUcTTo/wlrX4kZxc0HxkH6KlR824xHRLCNYkYl9Rjhkgjz+xFh/qqQxun8KW6KetP4u0B9r0H5u8UZgUY4iasyAaZ+gaSyO9FvW4DsLXZuu/abdoCNecKbJGGODIpxIHbLHInpkOv9rcqbuf2mSPwg1DfnEssFDsI3fNKOjokPSCj2e0j9A14+PxtW9V0+GeBTweiSULzKB/UQ28LhinVI5lPFFCZrUFrrt/wsqvJNK/SHRSRWYWaPsWBeTh7aux+NKQo71XSGQieZKFbS5JgsUM0NVzjFCz8kTG+yExVs5z7yYr9D0fJ6HJ5uM4OBDgaFLnfXPtWTMXD9Fc1j985PDIh9JxltXJkmsvBMTtkNfeoh53ThQUZwJuElkvzb9QIAmK8w6ALE+p9n0x36BKHDE6JbBptkbNlmJpUnH9/AClb/427BG94FxAX9leyvVOVnDAwDjSY1j1e21qwhrsfvlTHgUUN3aEZ3WTdEkZz6fKOPK/mvW+xRxGiP8dcrsIUojw8owhe9lr6fqh6+i2BVjvBywJXuvPz6GiRAq1UkvlNUpw0pDRA3o9qtSxVuv88T1f/VutzQjIrhL/9alWFNoo17Cx7J6oPngVuNJWdgmjVwvpZ07RsmFShHaiGrnYSxh4xmGlCLlcdGvRoxrmrK8FN/WRFUwRJG0Ge7xtIoU0iysLodKeFgkV+egNkM89RwfRZ/jRkkDjg7iKFbAQtnfAm81mkWLRUpQFLIB2JMRAI1RzQqQEbDwnfLz/Hk94dWTMT5cRyK3CGJmJscwD+KuG2BXRtU3Z+q+8Fp7XiNDQ0/UgmS9ELxrZlZ4SgGEuICQRnilPPLxh1+URK5u8+ohx7dMbTMu6GAYcDUhI+YtPhq8XoYy2k3aT6Fwp+p8vq8GqihYiweWFYK0b26O1p8gUwJYh5xlzAyXzCKeo3bjtfgYH+qWYf1d/XoYXPLOuUcTHpv1GADNV5ILaFY8GP2Jsytni8HfJNgBv2BODA4KcpgIQYyCpSbZa8vAEUYMaKMp4LijTAbjMjw9FwvWsjNgokMqRIyvsMXzs6T1iob5tlX17kGHaFlC3rSFaaU5YJqFAPRwsN+xrxeMy5XOfx7CZ2ZwNJneH/sILSsjxUwhe3WHyeilm5l20yyIGLmUJjp0QCg2GyYCOF3yffC4OUdlzUDMue9zAYvvPjnzAmoRPDgmY+Fm36rSKxAjkcgcaF/OwoxoNC1VI3cfQvYK5IbLrkjTfqWu7mHo3Q3rxRYczqfRPqlFMpbQbS0H4z5Pam9eAnOX/OE1mqB+BFtkIX9OpXd3J9ITsnBVh2z0s4KONNlf88HqP3zbxXG8PctZABaRxtjitW3roZi2L2NVtv7Db7nfb2pe+vFGxuc7PYwXhbQrXmidmbmhZgtI2op5w0DH1KM0PT5GVfh8vJ94tQdeoed8B+wYuBaeWtAAZ+f51nQBaxFWGQDKE7H+SLc2aiOKYjfjSXaFhYxn/HTkXVoJiytZy6Z4xc1y36Jnj+oY/vzgYBv02kgfskWBMKFm/AThFmy31aa/PHnK2u3/wmSagZOfrPwLdh795dfYpl3QFUCXpxSx0HZbFbMyciIDtSTkCkiAFDF2nE7h7Tx3N62wNrm4bRkm5ncPEViK/nZPofnOKBBhw57hsRUuwmdTnYQYCZWsWbqf/qMPIWO1VDeXWpYe2FrW7h0ZISofO0sLN60TUXFsd6EiS1GEW4jQPJzLC4qKwgBQfLH/XuPffeJffHkO5OGUL0T3TfYXuLNB8LKMtwai3c0jvEGycgfcJsY+bmS9k9BowG0094Uo64DiUVc0UK+X+wp/F3V4QPR1cv4La8+t6MQbhtWwL070qjORx2dD3o2zz1saeZVBzoKn/OV4Mx0fJ1IDU6izFww9FiB9DTKu4U7OGIdHKONSaJFReuKzrHtufVbl32jU1+hk2YDYJbKx4huebn5Y1+DHD+6eEl64kFQZyJt+UZ0UzCTYEWNFndn5vHnUcOih/8yPHF91rorR6rct4jTB18/ZW0HVXtJO59gZSMFGseQl5iwxIZN6CaHIN7jCPFiF04fcVuVwCBqP9x7h/RyD71szolYDcww9PaL1NhsB/ZgyxI/SBZY22WcDJ1xzbKqtmanAJgtX7Ul0BYy7qOhDTGLvd5n52IFinc1KkestXvTt8XW+kJDsOvX/h1nAWOCyMse4iWL7TEdaXO6ngSWLBsZa/TrqpahHLsQHMFgvQy6QKpAu/PXywZgtMgUqbPPFXXQrj7K08yon7V6gu+TcGo/PO8uuPJJ41Onu8RJNMbhP23KhXhptAL/5tiWF6D5Z06Lubned6ikWMXFm5gYL1Cvn/AqAk4gbVQYhg26qhdlCx9WLDXuDEu4b06I+LsfG3UZBXB5g5kGRteECBESLhT909ZQzrR7MRZla7iIw8+b3Qek0iTwV9i666Of7TdxKP76c3KBwUMduqzoakT1QpheAAc6x1B3hGkmUOMpJXW1Qy6jHZv0JMadDj5EP7miv7shEi8JPVU1uPvnA1IqzyO9ld0MmWIuk5EzsSXZPunpy/pzbwTfXVjDPiAS+KOOdjTRlPQnKBvvCMOHTjuWQAt+Vz0CYs6akfePHdEqa9ISeoXr3Lu4Fb+9uCz2n5e8R9kh9+TcdkmabHVUbOu8UipSS/vZBMXyZp0jmIu8q1T2gNSMXv+DO7S1/o75Gl6JLfTwoSGUbtiQtcunDOtqp4KeRJUpm1wL7J70tYFmaRfJVXODC2/nMQBYhckp23MTjQOAr8KulsB2tAcThoNMue2Tbxk4CljdO4QoM99/Zq4+t/4MHnByxeBZD8WIdic6q43TXvV3MFQ/bBGiwNiX4fMFqZMQl1GuWCCx7TA1vvMTS8UusU556DIlYcqwcHxJpYmXm0D6fNHPqIy8KjrccM22uF0s3rWbHuW6WbAbbP39Yiuzn/9EczNz+feQS97ejgtLNQVGX95HX17N/VINkk/Cx/E0a6iVJWIdammXyZycQQmQE6JIx/Ww4Kgku43+UpgBXq5SYp8exmdynOzVGR4Q5hgGqNh+S+f75kOS7VLVOR39WcW3q2AZuxGtrLxRLKq1eMhzT+WJWOXy/3DqMukifZqCpj0DGrypocJxAG2Y9l6BdrIWvQpVx+DzH/mxWGEtxzDEe76ADj3y/CnxxbuylDd2pj5lzXRwJuwOsvi3Jw7s2Z8qJLcSEYx+So64FVpk4IqDv4g+dojCucesx3SoQiQw5vRPissYfrYhTZL02vEv/BuPzRMiWShtK7cFZsfVyXhaY3aNcAvuP3zUFs8t9OZtSxPu/oN41tuI5ZlFXL5VSGC05rY8IrhdgwuoQe+8i2fBmJ+7IQlyCLcwdueFfJzNTyBmJeLPIprezszH9h5acKw8IrFh6gPE9ezEVS11TX6jaR5SohlaYPG6z2ZBTjaaTTRHuQiPd6ytxRyZbOegNlwD9UYh8+FIVT9TyYwSy+AsrIlrdfg3FIfSaf7E+Ht9fhRmME6+8abXa1T/GKgPTInNuLxYZqd9n+n2L8n5LTZxAHN12Tpx71cKygnqg54bY8vHb/72cScs5uugBMLV0jUh9ZGt9M4pH41NIjlnVfF+/4k2Wo+ZX2mKe8FT2EaAj0AyH/1GX05QPJK4XCCfiwlaoFDFTkT+wPUNCBWMTyGsWnFZhPk4ba4Gb6k0fZaNKDcckVgQLV1dcc4qKUIjLyKch39adV2r3xPuztxg/PD3sRZ9znwckLqnruQGXM3h0BKk/3WvSK4uwdRQ1Q/Fsp8NwNRSYaDsDprG1F5YGKcsKuxqjBHny2+MCyKsRkgO7W+FwezZ7+Y7EGGjN+azzj7wOhJbRkzJKWnyboA0UGJ+iAsaNpalgi+KYBlVbIsnE5mAaOv6FE4HoJLoRCyg2K4Yi/wCkUmw4B7ovupldS8NH3kbnnTAnaoxTv/GltP0WUQKoDwVVRIC89mCZ6MjqZa7zNoKASpMV8/YKEfZy5F7lCyDFH5ZC77K/VQuH0ee5Mm8ri89P8Jh37x7s5KGcOQKnuTJo2g14SOPwi+PjMfMSFnGZswka1Nx3LJknZ9fzlPNU5WA2OKXdkUIADIGLVAoZFSLxEbqNJM23b99uAwBaJnn53UUzVJ+t/g9c2l+tdjCBxnf6IoTet1EcGW+WDL14ABJ8R4JjZfbnhPXB08AwvAxysEKc94KgP8PSD8QUW4jJU8kxRoMGt2hGTOCvmB/8H31KwF7Ko4Cx16QWTJNdyRRUZx8Hq3gJG3XnLGuQQ+4gvaQM75sbl+1p6KbSgZLpxQhiziXCHWfcaU1l9T4JGezNXi2D4Zzd6yEV+GOvVTMyum/7uD6+3FRVQ6JZfaEOZgjcGSkBaFrWxbyb89oR1hmODSfqDXK8D3w+zC99VFSUpCrk5GCgDKViLhQxHl104Ala7RzOIUPgriMfev6qPxA58qaTkfeXvKkPuaitMpB48rO0TmdRCRqI/opfSIukMo30vGZNGTfNv9j0JApzrou5LO6RYei+MdvIyfPrIk70k8kOb3/u0hGl74LAfnwydY+KD9U5B/3VN8d9DY2rm1qAmI87ze8QXfnwBorRdR1y9vSqJ3iXsq3Xk2J0y7+BNw30mJXJuyl4Vy3EB8Uumpn1Jkc1hd4rnJF0NSWUQc/caXCNoZinIrX8eGR/bBXOihuGeCr/P+Kd6ndsUdhM5BtMZvxzPKeCWOChTi7ZXVkzuvUWqX6qKpZQBVxJC/KUYoyu66U1CMfO4YCisz/TYWf0zpcKXhwugmSGtE9JojBuvK4h0DR2os9EmwuYlGkHV4zwdh71C17be2PLX2JnetRtx2/t/Yzd5YwfugiqKkHzuTiwNvxNBVCEff8eh1qYHtKDg+n8JDZhrvLXiVaPuFDjS3opJw1ALOC14TjySGsTpdTHoYof4YWVpiK06aqH7fCsDJr6rGtw4dr2/XFYs+EZl8XNkMgC/Ca/SROGLgeeG9ssYCfgaVhYq2Lvd+O6YY+4B3flhsMezEnemr3c9Y58L7fH+XF9Fup3o+3oihgoSTDvxJGjP7iNdouu9d68y1PZBs0Py