一、安装python3.5

1、安装python3.5

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UBAEbB+Kaveu+zpfeWucobFL727yDRTWqMCwMAjDGe0neUFL1PGwAAYEjcgvQFAAAYM0hfAAAA35C+AAAAviF9AQAAfEP6AgAA+Ib0BQAA8A3pCwAA4BvSFwAAwDekLwAAgG9IXwAAAN+QvgAAAL4hfQEAAHxD+gIAAPiG9AUAAPAN6QsAAOAb0hcAAMA3pC8AAIBvSF8AAADfkL4AAAC+IX0BAAB8Q/oCAAD4hvQFAADwDekLAADgG9IXAADAN6QvAACAb0hfAAAA35C+AAAAviF9AQAAfEP6AgAA+CZH+r6/PD/odbc3n249e4yIiIgWtzefHvS6lxdnfaXv+8vz7c2nJ4ed8zcvrs72ERER0eL5mxcnh53tzafvL8+Lp+9Br3ty2Bl5ZRAREa+RJ4edwy83i6fv807z4pReLyIiYg4vTl887z4pnr5bzx6PvA6IiIjXzq1nj0lfREREr5K+iIiIviV9ERERfUv6IiIi+pb0RURE9C3pi4iI6FvSFxER0bekLyIiom9JX0RERN+SvoiIiL4lfREREX1L+iIiIvp2zNO3WZmptgouW/viW3/zlet008wD8GhlvrzSlSbublTvbWz5398616cfLj/KmDJGKk23tbD04M7DB3cePrizul6s/EV3xxCbTiiSUMGH1YVjy1LinHFrGDxeu2dep3DQftz63jfqka2Ovdgft7730VHGlP4dQYOk7ee8hBhK+tpnHlIVxirerlf6KmXbWVbOqnnLX7i+w2s6w3o0lRXdWljKTI54/Q+md/avzoLUkbYlHrRCfB6UH3/vm9sHltX6SV//DSJJ+uIAHGL6Sn2+5J979fLM7FRkNE+zEk2ptPevzvZbtWSeqZnZqVozZ91qX3zrbw5rf7H+rf+y/q3/8sXj/auz/a++9wfBP0O/VzNNlBbv1p6Eq935bvdbfyBPDKf/xeFORiMEij0tqdcV/NN9oqHu69MPlxc2qsFX/nC21Dlla2HpwfTO/qNVoWeQ7jvGi0/HlUo6B/FE3YZMahbff7RaXdiJpi+t7SpzSqtVay1NcamRdQ1j0XSmnZvVR3cOm53luLV3N6qposoHrRifn27/8ButThDD8sSjT5Iucv1736h/8nG8+Pbjb8pd54PyY7k/nZrz8eNPs2vhq0FETeclcXpwBrs622/V5uvt6HQ3Vzd+C2lXp2bm63th40+F0Z6cEoXzJN4ch9n3bVenas34e+LRynylvX911qxEx1k0w/7VWbc+F3+XFL9X9tn3/YMwSne+2/27775Lprv0fYXFz2pfhMn65PDvNBEbbkKTvt36XFTZxPQZIfzyHvZ1djeq0zt5Jurrvj6dyoNgc2FsXJ3tXx2v3Ut6DNoOXLT48dq98KwUryfIkuC1dk5TkdTF9x+tJqH7aDUonjCn3LNJNd1uFF3KIKS1RuL61d0xFk2nZsb6tPQFRa/rkOzuRjXYdND+C6ti2EgHrdT3DV5HMRxMDIN239D3jZL4oPz4h+XTcGLUh07609o5rUe4pwZRtZ6X9url6N1WLQndVi1JZY3ps6W8OUty47V1mOm7Vy/Xmld79crcfKW936oFH2ld+qZ7w/HXwMGNPJtea2dWpzw5/Ls/CHrP72p/Ifd6LSZfLwSlRAnO5sdr00vV6Z39R6vVheM8E/WbFlNBSI5o0+ll7cOn0et0sYWkVObUql88eZHeuiF9dcOMut6PvUZCg2jWOQZNZxlNFbpoGe4s3zHvjt2N6r2N9YWlsM+d2gvyQSte9xWGnTsfBUl59Ik4Fm0feY5eR8sGHn0SBLluzrAvGJwWdKcCDw2iUXdealeFM1iSvrbETRvUVJlf7JngjXLI6TtXb61U6+16ZaUZf6EWhmiio2qvXtZ/uRuf9E31a4MMjnrGJh06vmdhv+fRxvLCztr0xnr4rvtE/aalCJE6hevTqRPWuKWvOKgrrlA/ilgofeP1aHuZo206+2Cp1HG3mLU7ksFV8euIetCaLtwG0z9upTqpg09fh2oOtUG0qucloVMhvJszfauVmnyhKhoyxBvoUO+6alZmqpWV+tFZt16rVoJvcPqgbVY0X/r208d0Xi3pqw4RqxOFRR7/zboa2KnRbN3Is7ammuHZ9emHy9Mba7tnWwury9NLwQnCfWKw9eX0lSrhRJP+yv9o9cH06nL6zKKev3TBIAwXp4dPzR04+cKnfuRZPs2ZRrAN0w3pa66R2CCG3THKprMP4EtdPXm/p5ol1YFuV9P9qvQAQ7xOzUFrDMKjT77R+uSj9F3QwpCyZvHotXj3VmrkOX/6DrtBNHPu685LyZRWzaHvq64zHHLo1ueE6cHwoUs74DV0qOnbrc+FdyVI1z80g8zi4LPw+U/GnQrddaXt776L7qUSO6/KxNoX34rvxhLXE09MZ62SvtoPnq6rt7Ww9EC85rSbb2KwdTV9td1H/f2cyQVUzS92pDSyXGG1pq9+8cy+bzKzaTBQe9+NrkaaBjGMe4+y6TKKJAWzZb9LY9fq6T65ESyplO6gNQdh6t6r0NPotinxritNpnY+Ukaz3dPXX4Po59Sdl+LTWnmlnt33ldbZrk6lbnYJ7rHq1ueEUyWXfm+c3n9x1K6Kh1GrNrb38vX3GyTXju+QNA6yjdPvjA2mex6PVh/c29jqu+l0DaJf50ibzt8RotN4AUjv6eNvOt6ZjIiq/n/vm7qNPn+P1ptD/Psbw1cTIWEvzf4HB8ZCsfc5qAK7/wz3WjedJ8MOrnDtFhHzOuZ/bQMREfEGSvoiIiL6lvRFRET0LemLiIjoW9IXERHRt6QvIiKib0lfRERE35K+iIiIviV9ERERfUv6IiIi+rav9H3eaV6cvhh5HRAREa+RF6cvnneeFE/fg1735LAz8mogIiJeI08OOwe9bvH0vTh/t7359OSwc/m2N/LKICIijrmXb3snh53tzacX5++Kp++HDx/eX54f9LrPO82tZ48RERHR4vPOk4Ne9/LiTBupOdIXAAAABgLpCwAA4BvSFwAAwDekLwAAgG9IXwAAAN+QvgAAAL4hfQEAAHxD+gIAAPiG9AUAAPAN6QsAAOAb0hcAAMA3pC8AAIBvSF8AAADfkL4AAAC+IX0BAAB8Q/oCAAD4hvQFAADwDekLAADgG9IXAADAN6QvAACAb0hfAAAA35C+AAAAviF9AQAAfEP6AgAA+Ib0BQAA8A3pCwAA4BvSFwAAwDekLwAAgG+Gmb6N0sREqZGa1FucnJhc7A1xowAAAGNPzvRtlO5GZKaoJnzDqZolG6V43t7i5MRdA0Q3AADcAPKkb29xMk7T3uLkhC5cExqlKCobJXOahqvo9RqLk0Is6/rI+jQHAAC4dhQfeTZ0YkN6i5NxVCY5bJnpgxy5qbDtpbIZAADgWlM4fe15GAVuozQxUSo5pq9uLcHid+/epdcLAAA3hoLpa8/eKFXD/2eNPCcXesWIFZdiyBkAAG4SBe+6yrzkG85WanywjDynkKM6vYFGaSK1TgAAgOtL0ZHnRikrCJO7mBuliclSaXJC3wMWb3XWrM8tugEAAK4Rxe+6sg4+p6I0TN/oQnCpIf5vQpO+wu+aDPdIAwAAXGP6+GsbjZLxZijxZ8GlxcXJidLiYo70Ta+Kvi8AANwwhtT3FWmUJiYXG4uMPAMAAATkSd9GKcnB7L+28UGYs9Toufd9bX/r6i5/7goAAK4/+fq+vcVJYUjZHr1JiIa/KnJKXzHhP3z4QN8XAABuIEN5ykKjNBENSkfhmZ2+4W+K5FAnfQEA4MYx3CcMRpkrvorfmUjdw2z6K86kLwAA3Dh4vi8AAIBvSF8AAADfkL4AAAC+IX0BAAB8Q/oCAAD4hvQFAADwDekLAADgG9IXAADAN6QvAACAb0hfAAAA35C+AAAAviF9AQAAfEP6AgAA+Ib0BQAA8A3pCwAA4BvSFwAAwDekLwAAgG9IXwAAAN+QvgAAAL4hfQEAAHxD+gIAAPiG9AUAAPAN6QsAAOAb0hcAAMA3pC8AAIBvSF8AAADfkL4AAAC+IX0BAAB8Q/oCAAD4Jkf6vr88P+h1tzefbj17jIiIiBa3N58e9LqXF2d9pe/7y/Ptzacnh53zNy+uzvYRERHR4vmbFyeHne3Np+8vz4un70Gve3LYGXllEBERr5Enh53DLzeLp+/zTvPilF4vIiJiDi9OXzzvPimevlvPHo+8DoiIiNfOrWePSV9ERESvkr6IiIi+JX0RERF9S/oiIiL6lvRFRET0LemLiIjoW9IXERHRt6QvIiKib0lfRERE35K+iIiIviV9ERERfUv6IiIi+nbY6duszFRbgyxxtz43OzUTWmn3vZJaM8+CzcqM+9bVug+8NfavzrYWlh7ceRhYXTh2nPPBndV122qP1+45rXNIlUJEvOFeu/RNbNWKpm+7mjN0ddXZq5dn5ut7ueo+5KDaWbZm6tbCUmaUBq5PP3wwvbN/dRbE8PIjxzZBREQ3h5i+rVrSTRR7meL0OD5btfl6u14Ops/VjxyKnqRvuzoVBeHRyvxUEAZ79XKSCt36XLKto5X58kq3UHuJSROtU7chQ92blZlqfWVe7jrvRRVPJqbmdCzt7kb13saWeQbn9N1ZvrO0thut806cxH52sXZvpkcdiu4+RMRxcaR9XyG3WrXkjOzYqU3NFnZnpXSM+qZ79fJc/Sg8m4uBYe+8WquTFF6I9r16OelVa/u+UURFRbo6a1ZmhHKGr7VzmlyfDkaJo8g06DpGvbtRDfrQj1Yf3FlaW1g1pu+wdrFmbwqbc/tyhog4zo4ifdtVIf+SU3PeYWRpkSBZpSlBJ0nq7PbX99UldzSU3aqJcW4feY5ep4fBo0rp5kx9e9AFntBnzXBn+Y55PHl3o3pvY31h6UHQk35UIH373sXq3rw6278669bnGOVGxJug//QVunrCu4NI32qlJsVq0E+ST9kDGnlWp0vdssGnb5br09k3ScVzmq/m7iwLo81bC0t503cAu1i3N/ePVuaL3meHiDheekhfaXQ3mdKqFegYNevhGTm95jDDUtd3r+Jrjel7rIaQvvut2mylVk1XQVt3JVPFu7dSI8/501fq+6ZCNGU8tmyYU0hxaZ3tqtIl7XsXq+vU7s09eT8iIl5fh/5732SwVLklp7xSL9AxOlLvRWpXp1JZJb0lr3kY6Zu+98pUd0OmJuO0mi5jVvpGF33V676aTDX83EjN6eQXR+kusqE9+9rF0jr1ezP1SzPH+/IQEcdW/trGYOwj0RER8dZJ+vZr2PNjUBQREZ0lfREREX1L+iIiIvqW9EVERPQt6YuIiOhb0hcREdG3pC8iIqJvSV9ERETfkr6IiIi+JX0RERF9S/oiIiL6lvRFRET07WjT1/70HvFR9plPQLI/THdQbi0sRY8JyniSrjin8kwhyeSBQo5P50VExOvtmKdv9K74EFzXVQ0jfQV3lq2ZurWw5P6g++jpfsdr9ywPvUdExJvi0NM3ftRr8hSgvXo56dS6pW/8oPXUY3TDickmlIfp1qNHz6Ye0i73p1NzOj4ocHejem9jyzyDc/oKj6/f3ajKz9lFRMSb6HDTt1VTH73XrOifIa8q9X2D11EMBxOTlWv7vtHW9+rl8HnswtaT/rR2TpPRM+qlR9nLuo5R725Ugz70o9UHd5bWFlZJX0TEm+9Q01cM2sh2dcoWmdLicY9WWE+0hlZNXLl95Dl6ndr6fqsWBLluzvjBvaYOutBnzXBn+Y55PHl3o3pvY31h6UHQk35E+iIi3gKHnb5KbuVLX+27wfRmJdVJHXz6Zrk+7XqT1Pq05WruzrIw2ry1sET6IiLefIc+8ixfRk2PITtf95VXW6lV03dBq/1sXaaKd2+lRp7zp6/U902FaMp4bNkwp5Di7v1pRES8zg77rith9DjqdB4ld0IV6/tK917tS6sV77rSZGq7qoxmu6dvdNFXve6ryVTDz43UnE5+ccQNz4iIt8Jr+dc2jlbmHe9MRkREHEOvWfqGHVz5PuFjl6sAACAASURBVGpERMTr5DVLX0RExBsg6YuIiOhb0hcREdG3pC8iIqJvSV9ERETfkr6IiIi+JX0RERF9S/oiIiL6lvRFRET07U1P3716eWY2/TyGW+Ntrjsi4ng7yvQd9J9rDh6alHqiw61JoGHVfRh/UltYZ1xsx6c65moK/TqL1sj+CMv+dpn6GGxEvOmOMH37PHkppp/de7scVt0HvY/06/SzlT63Ncxi3+ZDF/G2OrL0VbsgrZq+9xY9jjCYrVmZqdajhwmKa1BWaOgDCeuM1qB/wmCrNl9vRzPP1Y+SGaQi9am+Rrm27lT3djXuYx2tzLt0N9OrNTyHUWjPrMLr97smxjT7XX+EJFPk3aGPRrVGcsunHl7Zrc/NVtqprUiPsKwnj8u0FN540JrbBBFvuKNK3259LjXa1qqpTy5qVuIRub16OXzdrMSnv716ea5+JD7ZVzOOJ52FhXUmHQ5T+ibJ0aoFZ9Jufc7xScDuCjUSiue49Tx1j6usz04lKaV9pG0leT8me1MuvH6/Z+yjZL9rjxBB+ZHP2r2j1kht+TBxw3UmW9T2feVD0f2gTdagfEFBxNvgiNJXHmoTzlmGeaKTuKEHZuxA9JW+cu9Wyirr5TohF1OFVCaKW09O/bm27lb3pABOvXbNPtKUOVihOoyh34R+iDVdTuN+17V2uyo0SFb62mokhG40W6tm/SqjbZCcB21SMAIY8ZY5kvRVO0DZ58oBpa84iqhdT1b6Dv4sKWVA0tVz33qe9K1WasLMxr6vfR/Ja5aeu2xIX31H2Tl91b6sGMnq1yxpfnuNxHeD6c1KqrWHmb6m7xaIeHMdfvq2q3JnS5cirZpyPUwYdUwP4vWRvvoAS4/3WtL3rFkZ/B3UQgnb1WJbd03fMBuEfp5JTUPpW0m7iD59jd8elH1kGHnWXTA2FUl3LVlTI03Lh+WvVZULyQ5fR3IetMl+oe+LeMscQfoaOkbJ/URJ7yEZV9R2cezpK6xwJnUZUh28PUruiKnb+r5n6c7iYM6YYjnTAeC8dae6pwKmWdHd/mPfR7pWEjeUhJN2cdP3CU3PW7Pf9UdIvDcNRTJdfra1fNTO+kF76a4rzaHoetAKWyd6EW+f3keehzJ462y6k6HrTvl3GL+36c9h7KPR7nfjmMdgfxOMiOjqTf9bV7LpjtFY/Mhy/NL3tmi8K208DgxEvMnetvRFREQcvaQvIiKib0lfRERE35K+iIiIviV9ERERfUv6IiIi+pb0RURE9C3pi4iI6FvSFxER0bekLyIiom9JX+/u1cuDf1ASIiJeJ8ckfU1PfnU2frCM+Bd6tRNHW86zPtPX8Y9Cd+tz6qN7tBMREXEE3oz0jRcXH8KqnTjacvZvrkcymB7kTvoiIo7YYaZvu1quVcszs1Nz9XptNn7Kr/iE3agLmKTa0cp8+sGo0pxao8fFpx7Lqp04+nIqvc9mZaZaTx6dGz3YTniUbzAx/WRizTNula2TvoiIY+pw03dqptqKHuSueWZqkothqh2tzAvP3+3W53RPL9caZJX0DFftxNGWUzNPsxJHafIYWlMn27p++XsG6YuIOKYOOX1rzfh0n6RafDk26QVGnUIxKYXO39TM7JRl9HivXp6Zr68EISp2eZWJoy1nqJq+mvAOHjSrPONdl52acppnJn0REcdA/+krXoWNk6Bbn4uTMlo86Qhm2KqFyRo+Gn2m2jJMHG05I53SN1B52LuandpymmY2TURERK+OMn1bNbFPOV/fiweBgzU0K273Bh+tzEf51K3PhVmlnTjacl4l87um79WZlO7qHWTacprXRvoiIo6BIxh5ju8SKq/UK1KqnYXjqGGYiYO6tv5lfDfT7FStHmWtduJoy5ncnCXMqU1fcc5U3EZdec1dV0I5TRtSJyIi4ggck18cISIi3iJJX0RERN+SvoiIiL4lfREREX1L+iIiIvqW9EVERPQt6YuIiOhb0hcREdG3pC8iIqJvSV9ERETfkr6IiIi+JX0RERF921f6Pu80L05fjLwOiIiI18iL0xfPO0+Kp+9Br3ty2Bl5NRAREa+RJ4edg163ePpenL/b3nx6cti5fNsbeWUQERHH3Mu3vZPDzvbm04vzd8XT98OHD+8vzw963eed5tazx4iIiGjxeefJQa97eXGmjdQc6QsAAAADgfQFAADwDekLAADgG9IXAADAN6QvAACAb0hfAAAA35C+AAAAviF9AQAAfEP6AgAA+Ib0BQAA8A3pCwAA4BvSFwAAwDekLwAAgG9IXwAAAN+QvgAAAL4hfQEAAHxD+gIAAPiG9AUAAPAN6QsAAOAb0hcAAMA3pC8AAIBvSF8AAADfkL4AAAC+IX0BAAB8Q/oCAAD4hvQFAADwDekLAADgG9IXAADAN2OTvo3SXQcmF3tFN9BbnJwoNTQTJ5xW2ig5zggAAJBF0fRtlDKysLc4mXq7UZqYkKI0lYWNUhxuvcXJ1OtovniW3uKkuJ6JiVLDEN5CYgprMie9JWB7i5MTanwrc1i+OlgXBgCAW0Sx9A2j1Jq+vcXShBBXQrp++KDpiRbo+0qrFMqmyzlpi+l/St8V3AojF0nbu3Z4DwAAbhtF0rdRmpiYLJUmM0dihU6s2J+N/m1PI322Zs6hC1+xrzwhdKWj/mhWYaR+uS1h6fsCAEA2+dM3vAAqx6mN3uLkhJSJ6RQr1tfUpa+p5ytssbc4actIYZW9xclS44MufeVxdU2d3N8DAIDbRt70jW8+sqVvozSRJJnhxqa4P2oKpSJ9X1uh8uZfcJ13sdfT9301m6LvCwAAbuRLX8tQskp2fCoL2Hu9cXhq7rqKthj8c1HTNRXS1xyTYshqr1lLd4Fl3IcFAACgI0/6pgI3T/pm35AsLWDYuJR00vxBt7wRzKfvFwvpq0lN8Z5qx1RtlMJxaPv3hlSt+d0SAMCtxz19pbjN1/dVL8dqlnfu+2o2EHdE4+SUN5mr7/tB+xMpW2Hk8sgRnnskAAAAbi7O6WtILMvQaypvXLK7j75v8rcwUj/rFUvXW5ycKJVKd+/eLS1m9H3laqvfG7QFzfr2QPoCAEBA0b+24fC3nzS/8A1zzLBskb7vZPCdYEK8Jpy6YBv+IxgcTv6R3fdNF1y42m38wkHfFwAA3Bh++gaXRqMptl5gnr5vmKbqr3+Uv6IxUWoYVhx1wMU+smHWuOSG4M34FZPLUAEAANwehpe+SSCJw8P6Xmy0Sse+ry2mXe+YapQmogoI6assLdaiEb926cbyC18AADBROH0zSS7txrcEiz/b0XQE8173LTRf/KukRmpaFKsT4U+UxX9q1yJ+J4h7xk7dXwagAQBuPcNL34BGaWLClGFhEJYWHYdtndKLLicAAIw9w05f75C+AAAw9ty49AUAABh7SF8AAADfkL4AAAC+IX0BAAB8Q/oCAAD4hvQFAADwDekLAADgG9IXAADAN6QvAACAb0hfAAAA35C+AAAAviF9AQAAfEP6AgAA+Ib0BQAA8A3pCwAA4BvSFwAAwDekLwAAgG9IXwAAAN+QvgAAAL4hfQEAAHxD+gIAAPiG9AUAAPAN6QsAAOAb0hcAAMA3pC8AAIBvSF8AAADfkL4AAAC+IX0BAAB8kyN931+eH/S625tPt549RkRERIvbm08Pet3Li7O+0vf95fn25tOTw875mxdXZ/uIiIho8fzNi5PDzvbm0/eX58XT96DXPTnsjLwyiIiI18iTw87hl5vF0/d5p3lxSq8XERExhxenL553nxRP361nj0deB0RExGvn1rPHpC8iIqJXSV9ERETfkr6IiIi+JX0RERF9S/oiIiL6lvRFRET0LemLiIjoW9IXERHRt6QvIiKib0lfRERE35K+iIiIviV9b7Q7y/c2tkZfDBxPj9fuPXwwvTPqYiDeSsckfX/9nX/8/Kd9ruR47d7D6sLxSNpxffrh8iOn2R7ciRTPersb1Tti4XeW7whzhm8dr91bWtsNF9laWLKeN8U1rK773rqw5oHHv7DOrYWloIQuje9oxjqL1kg9QhyPmcxyPrijO+yFcpo35J6+o/xwhR6tzJdXuuYZmpWZaqv4+vtcHDG3pO9AdE/faLZUabcWlpYfafqp6dW659/x2r2Hy4/O9h+tig3ia+u5m6XPpvazlT63Ncxi7yxHX7C0Kx/Ehtw+XK3arBqQ2on5zUxH0hevmcNO319/5x8/+5N//OxP/vGz73ST6T9dCif+ydKvo9k+r/zHpjzn4c5f6RY3qD3Bpbt6O8txR2F3oxr1b9anHy4vbFSDOZMQOl67p/QUH61WF3ai6Utru2f7j1YfpHqK8nnQVEIhwI7X7q2up+NNV6Pc6bu1sCQ2yNC2bjg1p7uJhjwQGjmeWW1kwzoN+123467EPRXtI3HfpRtTn1hqjeTDJvreI7aS4QhJLZ5uTKlIhuPT3CbZ5dR38S0bcozwbn1udqrWdJiYz6yO734Qn/WV+amZ2amZJO9btdlgytTMbKUdzbxXL0cTozlTi8dztmrz9XY081z96GxfXm1/9cLb7FDT98vKD+MebdK7/elSHLqxv/5OnMSHO3/1w51fhxM3K4f74cT4tati9gjnjrCjIIWBeE4MgiR+kUqXR6tJHjxaTZ0fH2UXSUqd8PXuRnV6JyiwlGFK/qUGhB9M7ygThbIp0TWErSdvqekrrVCbvupGLY1sml9qfPOOs3wxSqWmaYeqNVIPG+VrjXGFwuLJNxtt4bVzRtOVLyhu5TQ1nXZD+TxamZ9S+pHaic5263Pz9T37PM1KkoXNyowy/169HBZAuzZh8b16OQraVi0J3VYtTOVWjdDFATjM9BV6rn/yj5/9SRifQqYmiiPP0evu52JI/3TJpfsrKKdFctLZ3aim+zq6TmF6NC/OgHQYaNdgUbzyKg78Jt1xW4cj79hv3AKa677D37o8HKrv+wb7Quq6GRpZO8SqlFO/46TUEWZO2iQrfW01Ehokms047G9pEGPhrcPIO8upAHYsp2Ztgxuvblen1PzTToyN+6O15pXU2W1XHdJOHDru1uei/mu7Gvd94/g/WpkX+8fK4snrOHHTc2Z+FUDMdsjpG/ZiRbWXeIeTvoYv77sby9OrpkHRKI2Glb7KbIbOq2Z+bf5ZFk96+XEXatBbN9bU3pOWSxJksDggrFu5vqPsnL7qDhIj2ZJDLjUS3w2mr09bGtPUIMXSN1UR93Laa108fYv1faO47dbnUknp1vHdV9I3WERMSvnKbpDBQnfZPX25QowDcKgjz7/+ju567U+XPvur//hSmVNJX3G0ucjI8/q09n7O8AQn5kd6XDp4LY6mpgcwDenrcsOX5oxmvjiq/DN/7/PexlZ6AHM4W1dHnvVXkYVBYO33AP1os2WdhnIadpzugrGpSLpryZbr4vFhE5d/dVm5kOzwdURf+Dx93zzlHEb6akdl+xqqFcaBU7arqUu5Yii2q1F4J+nbqs1q4j9ZuXv6Duo+MrztDvmuK3HwOekHJ7diiXddqVeIr7qfp0etcyp27IJTUurssz4djnmKQ7LpXpQyam0aFN2N7lVxvusqUA7R9PqLpm9qQNXUvRvc1pX01bbSbnI7z1q0Zu1guH5x3URxcaHjrttxqZmVu64MRTJdfla3rt72pfmio951JRyKYkBadty6ppxC3DqXU1vNftN3GPc8a/Pv6kybvvII85Vwe1R5pV5JIjmeU9szzkjf1Bq4AIxFHZNfHI3W/i5xjavp644e7eOGHa/r7HfrxsNmGL9yvgatNAxNHV/E6y/pu39T0xeHrH4kP2v8AxFx/4r0RURE9C/pi4iI6FvSFxER0bekLyIiom9JX0RERN+SvoiIiL4lfREREX1L+iIiIvqW9EVERPQt6YuIiOhb0hcREdG3faXv807z4vTFyOuAiIh4jbw4ffG886R4+h70uieHnZFXAxER8Rp5ctg56HWLp+/F+bvtzacnh53Lt72RVwYREXHMvXzbOznsbG8+vTh/Vzx9P3z48P7y/KDXfd5pbj17jIiIiBafd54c9LqXF2faSM2RvgAAADAQSF8AAADfkL4AAAC+IX0BAAB8Q/oCAAD4hvQFAADwDekLAADgG9IXAADAN6QvAACAb0hfAAAA35C+AAAAviF9AQAAfEP6AgAA+Ib0BQAA8A3pCwAA4BvSFwAAwDekLwAAgG9IXwAAAN+QvgAAAL4hfQEAAHxD+gIAAPiG9AUAAPAN6QsAAOAb0hcAAMA3pC8AAIBvSF8AAADfkL4AAAC+IX0BAAB84zd9e4uTE6VG8P+JUiN7xuHQKCkrz9xgb3FyYnKxN+ii6LbbKOm2pM45pCIBAMDQyZW+vcXJibsCuc/9cfr2evYE1oVSb3Ey3F6jlCqGnWA96RU2SvKm5ffd1x+3gTbA9bXsLU5OyFWYKC1KzXv37t2JCePqe4uT2poOlt7i5MTQIl6swhC/bAEAjB+507evM7FtBY2SEkgxpUaQAqWG48aVJJQnyP3LAfR9DauwL6h+D9B0zcVvG+Hs0jyN0mAyslG6e/eulPHDSt9GKVlvb3Fywj4aAgBwoxhK+qrdMgvac67aVc0XAZnpK9dFE52ZtZBKlKzC2nUuNfRrniiVtN8/oq0IJUxGAeLmGVBw+UzfNN42BAAwDvjt+xouaeq3FISAsVek6Ssn82Wnr9R91KevJdTEmkhpGkyXq6qtuiY4e4uTE5OTi8qG4+LYBglSDTAxudhL+s1CdMsNGvScG+laCM0/udhL6qgrb7QJdTzBvqy8GtIXAG4LBa/7Zne2lP5flBz6G4pMcWIOGCW4xAku6SsVVymYe/pmb1PbPQ2uCZdKd5MObjyCLA7LqqsXNi68FOcIwmxyMpW58WXzu2IHV7w0bej7lkqTlmWlbyHxuxnLKu3J0DMA3B6K3fMcxrBznMW5oASEcRVhD88af0NPX/v3AEP6yvem6b89pKKotzgZ3HRlGQvvLU5OlEqlqEObnb5S6wnxlkq61G7QpW+qpqm4Vfur8tvmZeXmV9sTAOAGUyx9P2SPFOrTV5hsulEoGsnMGoYcaPrq+qYF+r7yqIDhC4ZzPy+ZMRhAFrrSTn1fUzAKBUgXMfu6r7jbNPUQV2ddVl6Gfi8A3CoKp29W/OpHnuOE0JyIM39HpNwIPLD0Nf1YyLHvq1xbFVZrbqHM9YsDzcFd33lHno3d0jhlpe8HudJXdwSI05zSl+gFgFvJENNX2/cNzsCT6UXDjl0w+Ko/Eaud077St7dYyrxpuOh1X9tdUXezfh9s3nqy+ozMnlzsZaZv1G2Vvx947vsSvQBwWymevkVvk2mUJibEC43iSuzdQTV95eBxSl85A+LsV0ee7TlnvetKSnRNN9i976uvUjRRuxeU5JMnxP116cbsPOmbfd3Xmr7c5gwAt5ei6et4m4zQURN/AKMdLFX/mVpRZt9XxJC+hrgoNXRJ0M89z8lY9ESpYfiiUrDvqy27sifki9Dq/caN0l3lN0LZoS0lqMM9z6Zl1fvCAABuD7nSN9XdtJw3Db/vjHu9yVlYyrA86ZtZUnnbSnmkv+IhZ2TfvzhKtlusb21J32C1Ugpq+qyN5Me4uqJpup5xqYSbsrJHj8UvWHIZDMuql/npCAPA7aH4yHM+5DNx+LOcCSVhLGmUlb6pn/qkT+RKGgdDtoZbhvL9HWnh71So12WFjcq/oXLv+4pj43LupisZZ3b2qK79B18AADBMfKWvGwPr+2ZuxZBMukHca0lm+vLXLQAARsh4pS8Mioz05WZjAICRQvoCAAD4hvQFAADwDekLAADgG9IXAADAN6QvAACAb0hfAAAA35C+AAAAviF9AQAAfEP6AgAA+Ib0BQAA8A3pCwAA4BvSFwAAwDekLwAAgG9IXwAAAN+QvgAAAL4hfQEAAHxD+gIAAPiG9AUAAPAN6QsAAOAb0hcAAMA3pC8AAIBvSF8AAADfkL4AAAC+IX0BAAB8Q/oCAAD4hvQFAADwDekLAADgG9IXAADANznS9/3l+UGvu735dOvZY0RERLS4vfn0oNe9vDjrK33fX55vbz49Oeycv3lxdbaPiIiIFs/fvDg57GxvPn1/eV48fQ963ZPDzsgrg4iIeI08OewcfrlZPH2fd5oXp/R6ERERc3hx+uJ590nx9N169njkdUBERLx2bj17TPoiIiJ6lfRFRET0LemLiIjoW9IXERHRt6QvIiKib0lfRERE35K+iIiIviV9ERERfUv6IiIi+pb0RURE9C3pi4iI6FvSd0Du1cszs5X2qIuBiIjXwZuWvkcr8+WV7tDW2azMVFva2XKmb9FyqgUwFwkREcfVG5a+w4gicZ2DWn/h9ZC+iIg3weGmb6s2X2/XyzOzUzOzU3P1o7P9q3a1XKuWZ2an5ur12uzUQEdr0x1KQ2ruReWZmY1n1pTTvM76ynx68W59LlihmILaOZ3XuVcvJ2vr1udmK+39Vi0sdmitqS6eNKZQzWiirUiIiOjTYadvEmat2mylvX/Vrk7NVFtnzcrMbHmlO9CB4m59br6+F/9Tm77SPOZyGtcpxp5pc+k59+rlVKK7rDNM3HDx8F11K6YNCWXbq5fD15YiISKiV4eevnLXtl2dqjXjFBlk+oZrjqfo+75HK/Nqz09Tzux1CgEpv2Xceo51RrO1apaMN2wovYmodsMYQkdExCLemPRVO7W2sAkyOI4oQ/ra12npalu27r7OYHqzkuqkkr6IiDfBm5K+mqHUZPS1VZMuysqL6NNXv85oPeEQuu4t+Z/pq87O62zVZiu1arpg0nC3YUPJaLM08kz6IiKOhTckfbXxeZTcYVSPwqZZSW5cSmJMu7huori4mGTCzVDJlVdN1Dmvc//qTLr3Sq6UeNeVJlPbVaWapC8i4rh4I35xNIx7iPyt0xiEw/jtMiIijoM3In2vt5r0lS5LIyLiDZP0RURE9C3pi4iI6FvSFxER0bekLyIiom9JX0RERN+SvoiIiL4lfREREX1L+iIiIvqW9EVERPQt6YuIiOhb0heDxzkYnnCM/mV3IN4Ch5q+3fqc7tE9Y+wwHmwgrHMYDZKxTmHr5uca5TzdF20l+8OJ+6l76olVOrcWlh7ceRi5uj7Majqu8+btDkTMoYe+7zX6SA+jqH7OcaZ1DuOpgoXXM8ymCJ9caZpha2GpunDsp5qO67zRuwMRs/Sfvs3KTLWePHk3/3f2vXo5eiBuuHjqObjd+lzBUbt0H8JwolS3frbfqs3X29H09DMEdf0S5RwnrFMseas2m36UrzBF7hvpz5tqjZSW13adbfsoe5263SGWXHo4cbx4UiNNg2QcNln9v9zpO/yD4SbvDkTMdCTpG33aizxDt1ufU8cYhYnFn8srrVl7wtVufb9VS86zrZqYi9r51QYRCh+9btWsTxhMnVLVdZpqJJ5nTZW17yOXdQpfgPbq5aQW2s6WuiFtg5iK1Kzock5RHHl2iWEPB8ON3B2I6Opo+r6Og29H0ZdrsSsQTDT1AIpfq5OHLvXl1G49fZK1rFNX6/Q80aqk07Ewc9JlyUpfW42kEQLnfeS4zmi2Vs0SKoYNGRvEeti0q1kBHLmzfOfh8qPRHww3encgYpZjnb4WlefPNytz9aOzbn2u2ArVfoytnNLWDSdcfd/IOX3VioiRbGlVlxpZ+naWuruvM5ge7BRLIQd4ujd8X9G4Pp2Rvn4Ohpu9OxAxw+uavldn8pBXeL3NduuN66qisgmDwGo5hUX0J1zjiFy61sJoszTyrLtgbCqS7lqypkbRPO2qdXHzZU7ndbZqs5VaVbk47ZBq+gbJ2ffdWb7z8MH0jmZf725UM+559nQw3OjdgYhZDjV9o2tyqStzfX5uxXWmzx3tqnIvkqvaM+ZRclNJPSqnfuvaxXUTtQ0ijicr1/AMd10ZimS64qhuXdwFrvvIeZ37V2fqlelUk4q3+WgOBk2DaOcUti7lkJy+69POPzcaxcFwM3YHIuaQv7YxnNtGRnsrir8aGc+8w/ix7M1qOnYH4q2W9MV+1JzulUvyyO5ARFnSFxER0bekLyIiom9JX0RERN+SvoiIiL4lfREREX1L+iIiIvqW9EVERPQt6YuIiOjb4abv1Mys5Z/qdHEG7bLaOfNuLlOX9aQejxrpsjb7drWrytuMeSuYt3Ec665OVCvST0mGqnQoOu5rxwbv84gaK3N96Fxq5K3W0inFPmeBD6Zpb2a22Gj3+6DOopjp0Pu+jucd6bXpiLSkr+OUzPBw/DC4f2Ysh6/jqbZYkdR6udTdPVwte9DxvJPZPqPV5WAbyRE1PuYqs0vauSeidlm77tsayAdTOn6kY8aynhHu9+t4EF5fPY08u5yeXM7aphOiaSmXs/+V8sHIXI9LjQqcCOxl067WUgWXtTkWw97a9jOUumDm+gtpf15eXzoeh/bd0ecRNerW6Nbn4lKFz1pwr5qlofLOU2CvSROlEg7vg6luQlzQcc2hx2v3gmeELK3tZtZ9Z/mO48zpOXPtUOzf0Vz3zTwNaec3fWaudJ9b06kwszwu67EU0mWifZ7MkrtsyCUvtZ80lxK6bN1xz7q3UpZDT1/t8ZZ5eAz8iBp5a8RP/B1s1QZa/RyfO/cUzPvBNMVt3k/T1dnWwlL4ROpHqw/ubWxZlt3dqDoltG5O9x2KA3GI6Ws5s2dGhboe8S11ndLKLR8D9/ixrMe0Km0jmOplWo+lDQtU2T7RPaQzZ3DZ15ZS6d5qVmaq9eTRft2rM+lJed363GylnTx4MVR4Xl68ePIwvr16OZozmqjZkLY62he+jqhRtoZo/Lgkl6rF09V6qS9MB6R6zJjM3B1uB55+Vdp31V1pOTakidr1WIp0lf106iSns9TM6X6s4kD0et1Xe7hbTu7qSqQX9tO95YWpkI7rcTTX4Ws50VjOTZZWNW3Cfk5xqYjLdPtJx1SLtM1KKjyCAc8wY67O9q/262C13AAAIABJREFU6uXk0T3a3l60ePI8PuGR8qlnxatz2k6j9gNmOEfUiFsjeXiw0j59V83poMq1rP384HhkivO7bM5UhcxPmfuJ4tGq+NRqxeO1e0trC6vho6xtvWTdnEPaoWhy9HddWbJWmiJ9Zq7SR4YltnOlb+Z6tOdi7XnZPdssc5pOHKYSZs6Ta+9klidzWdO+yJyejhAhZqKRz1YteaZ91lhr9DpaNjB6QL3+WfGWwyZX+g7oiBpxayS2q0EAu3/oMtPO/lGSZss8xrRlcD8gLZvL9cG0nBlMxbaXKntU+Xjt3sM4ntenH1YXjnPM6bhDcVCOuO+r3a/2E7T6X+06tevPOsG5rsde2sztirPZi2QqoaklM0tlP8Flto9UBrGcmVvJ3NdKmaW8idMlmN6spB4vP/T01dbX2xE18tZIr2q+vpfjQ2efblJ7HrAvlWtb9l0wqA9m5j8dDwynC7rHa/eEeWwdZd2cBY5V7Ed/6ZsZFZmnMNN/7Ss3zZa3kKZ3M1PKssICM5s+Cf1sq8B093ON+8y29G1Xp4QYaNVmK7VqcvEynFns/O3rUyQZX5XGWp3SV62F/YSVVcFcR9SIWyNR6Pu6VK1Y+uY9RB23Zc9RS0g7Fsye5abZLAdYoDF6d5bvPBQjdmthKe7vpvu+DnO6H6s4ED2lr+N5R/tPcSVqJGeu7Ur3IXSZwf1caa+7ZYXa9Wi3azqtFGjDXFW2r9yyEvWM417IyOhC48zslJQBqbuNQo+iG4XE+4w0KdKuRuuUuo/ya/WMaa/RANNXtxdG2xrC1q3XfbXVcTwY3D+nJnMlvSUvtcvm/WBqE92UvtrFo9fr0w/DC7R3Hj6481C4W0rOVOG3SdJ0hzlJX8/6+FtX7p8Z7T+161E/XdKHXLtCaTZ1Eff1uNQuV9iYTsSWE7Tl0+LShpnNaGofU5nVZjH919JuwnTjj2Ti226Hqv20m2sPDuKIGnFraNvHvWpqHU2J2M9ZflDpO6gPZuanwNRWpoKNww7FQTncXxyJr00ndHW/Zu54ddnMSDCtWZrusp689TLNYymnYyO4n+4tZTZV314YbZm1tda2nv2THL2ryZuwSydcrRy22ma3n7gtLa9tPbcjaixaw9Qy9oPZ0p6meYqd64sdqPZ6Ff5g2kPXJd48B16xHYqF5SkLiIiIviV9ERERfUv6IiIi+pb0RURE9C3pi4iI6FvSFxER0bekLyIiom9JX0RERN+SvoiIiL71/YRB0zyWvxilrqTwn6zqR8s6MzdhKbDJYmtznGGwLTM+jkkFTX+DzGW2gZfErnt5BljCvBUf4X4s8PFEdNTfUxbcw9VliuVPx0nblWawf6IsH7BiXwhMJbEvJZ6y1SK5hKvL5m7YqWTYf6jPMcmkF457X1v4/k/9ub7GOR4/Lp8de7Gl12oDOh7wg92VV8onQrsrh1EevJ36eMrClfVzfuXQ93Wc0352ULerFskyp+l8ZC/5QM6w9n+61F07JbNNrNqfIFvIvXo5KGHqUbUGd5bDR74sre2av6YUSCx3M3doPCXv/rIcObnqkutA0m7FvjnL59T0rnu9hp12pkJqjx+XsxNiLsclfU0Luq/fFMbq/KZ8Uguc91OXt14u1bQXKdea1d3Rx3lk4Onbrc+Fi7dqs/aH9qiPO1WbonBiuZtr99mLZD9Uhp2+lhazbC7zy4flQFU/uZb1Dzz5XEpYYF8j5nK4zziyfItU57R8GKRViW9J67H8UztFesty0jGdL0znLFNYmpY1lUf7LUHdrv30YSpGui7Nyky1Hj0XNsy/1LNju/W52Up7v1VL7yzhCbLx4snD3uMebTJRtyHBo5V563N7thaWhEecZrVG8q6uLvrH2bar5Vq1PDM7NVev19LVyTqW1GPYNMV+5LskWab2rUjHknoImY55qQra4197rKoVz9xr+gO7v10prtlSd7vuewFR61j0fV20nBriiaYzl7qg6Uxk+XRZqqAtj3u9Mj/e2ma0n+m0/7SfbsInqCdRGjxuPT617V/t1ctJKGr7vtHie/VyOHocryc4YwavtXMmtmqatEs8Xru3tLawGj4Y/N7Glr1lhBfauuhP2VMz1dZZszIzW17pqg/Q1WaPZWepM1jyybKv8x5m9s+depBI6WivmilcXQ5m+6dJ+9lMz9bXrrR8KEzJam928hgLOOL0df+CmZnfmYtcWT/5uc6GLuUZoJlJfJU+fWiroz2jpWcTT17C2a1dDZKyVYtyVJ5ZnSKc+4RebBSrujkjj1bmM677Hq/de/hgeif45/r0w+rCsaaC+j2uqYul2OE/pfQ1R4Lc1JYDQzrdq4V3TF/7ed8ee6Y0NRU78zNiX9xxW5mp3/+uVA8S086yn5Qy2wHR4nj1ffs8jzh+jHOlr8vKteVx/FaRWVNLakpL2VPBUmZD+kontWYlFYpDSd/s6D0L+77xRd9Hqw+mdzKySpii1iVf+rqnY2ZIZ+4sl4PHMX0tJTQdwPYjU/tPl2NeOvDcs1yZXnxXOm8i3xTSF3PpL33tZxDtbKZ51IniP10++Zmp5p6+9nOW/czomND2s56pPKaTo1opTfqG43Xhsq3abKVWTY8GC0PKyRTl3JeMNksjz5r0NUbvzvKdpLO7f3W2tbBUXTgOXid9X8e9oNQlqUirNjuVp8OUeQybDh51N9nL3M8xZllksOnrOJt2W9pNZ5anz11pOgnY62hqGaIX8+opfR1nK3we0S5e7DylzX7TynOVp58pec/m2olZ59xmJal+ul+buskl9Ci6bWrKctXtLAjyYJ3WEcLU1tMFkNM3HHwOrvsG03M0u1KXo+T+r7rLyLP9WFKbNzNOMqMu71exvO9a0rfAt0CXfaE2jvqWdnrKorsys1SWdiBlcVCOPn3toaLO4765YunrsqxLebTfr91zXVqJqQzqPy2nv6zXxp8MaeNnrHRv4UHVxT197e2vzSHHHZe3WUyHolgG0wfB8TMobdex3aTCONa98K40NQXpiz71kb6WT742aQrMI27O9E/tlCvrmUI7g3t5LG3isqHMBe2nCcsaDA2lSd+wM2H7/c9YaDlfx/8cbF3su0mNE+2xqu4IS8g5HmAuhVSLqj268n5OtdU0fUhNHxnLJzqe0ueutHyUtNUp8DFHzJSnLCAiIvqW9EVERPQt6YuIiOhb0hcREdG3pC8iIqJvSV9ERETfkr6IiIi+JX0RERF9S/oiIiL6lvRFRET0bV/p+7zTvDh9MfI6ICIiXiMvTl887zwpnr4Hve7JYWfk1UBERLxGnhx2Dnrd4ul7cf5ue/PpyWHn8m1v5JVBREQccy/f9k4OO9ubTy/O3xVP3w8fPry/PD/odZ93mlvPHiMiIqLF550nB73u5cWZNlJzpC8AAAAMBNIXAADAN6QvAACAb0hfAAAA35C+AAAAviF9AQAAfEP6AgAA+Ib0BQAA8A3pCwAA4BvSFwAAwDekLwAAgG9IXwAAAN+QvgAAAL4hfQEAAHxD+gIAAPiG9AUAAPAN6QsAAOAb0hcAAMA3pC8AAIBvSF8AAADfkL4AAAC+IX0BAAB8Q/oCAAD4hvQFAADwDekLAADgG9IXAADAN6QvAACAb0hfAAAA34xX+jZKExOlxqhLUZRG6a4Dk4u9URcUAABGTO707S1Oilmiz8re4uTEhEsUTUykw6i3ODlhjKdGaUKef2hI1RQKXFpMv5V8X2iU4tKJ9egtTupmAQCA20u+9G2UJgp3TsUQUterzbnGh0ZJSPFS48OHD72e1/DqLU5OLvaC/+pLLqavyxcO0hcAAPKkr7VjqpAKTlM/siHOnvwrTuqR9xXzpK/uTbIWAABUcqRvo5Rr3FfOJbnvq+RWFO5iyGvzq7c4KXfB47L1FidTb/UWJ4VSx/+KB5bDt6Juq7A1/bcHOWrjWrh1fOn+AgDAhzzpG+WaEDPWMWj3vm9vcVI/5+Tior732Cilti5Erkv6lkphTzbI4FKpJC6cDv5U31czeE7fFwAA8uOevmGaijcQWQM4d9/XNJOc2ZOLvfQFaDFxM9M31fWUe9Hias3pm+7mSuPnGV84ru8d3QAAMDjypW+6K2e/B3lQ6RtuQHpHyMlU4DqOPH/Qz62mb3A5Wk7fZB1SLay9Xdt9ZwAAcJvIP/IsYL0SnOeuK9s9z/r0TQaf0+UacPouluK7v5LOqyVi6fsCAIADfd11Zb8PSwopObNc+r7CP5WOY5iU0o3YA01feWhd0/e119laOQAAuLXk+cWRnJeZv/6V7oay3IEUxWIQUHGGSX+/Qul5Bx1Kcb1SvkoXevOPPCulVNNX/K0UfV8AAHAgT/qmw0szEq1Dm5HqPBPxXcgT0XByaVFMbO39xnfVv5Yl3A7dW5ycLJX67Ptq4tPSqc/V943+IhiJDABw28iVvh/EXwc5/dErpS+Y8Qsc6a8y6v4AR2rtutu+Unnf711XutKl30kVLEffN/VFg/wFALhV5E1fJ1L3KKVR/35yOI/89y50HUVpbY697+KVMPd907d5pf5Eh2vfl/QFALi9DCV9/dDPH512W72h75v+8yAT4U+SnJ4qkfqGEX3hIHsBAG4b1zZ9NX9uEgAA4HpwbdMXAADg2kL6AgAA+Ib0BQAA8A3pCwAA4BvSFwAAwDekLwAAgG9IXwAAAN+QvgAAAL4hfQEAAHxD+gIAAPiG9AUAAPAN6QsAAOAb0hcAAMA3pC8AAIBvSF8AAADfkL4AAAC+IX0BAAB8Q/oCAAD4hvQFAADwDekLAADgG9IXAADAN6QvAACAb0hfAAAA35C+AAAAviF9AQAAfEP6AgAA+Ib0BQAA8A3pCwAA4Jsc6fv+8vyg193efLr17DEiIiJa3N58etDrXl6c9ZW+7y/Ptzefnhx2zt+8uDrbR0RERIvnb16cHHa2N5++vzwvnr4Hve7JYWfklUFERLxGnhx2Dr/cLJ6+zzvNi1N6vYiIiDm8OH3xvPukePpuPXs88jogIiJeO7eePSZ9ERERvUr6IiIi+pb0RURE9C3pi4iI6FvSFxER0bekLyIiom9JX0RERN+SvoiIiL4lfREREX1L+iIiIvqW9EVERPQt6YuIiOjbMUnfZmWm2sqYgoiIeEMkfREREX07vPRtVmaq9ZX5qZnZqZnZ8kr36mz/aq9eTjK1W5+brbT3W7XZYJ7QWlNdvNKOVrtXL0dzRhN1G0JERBxj+03fT39jWnWzkorS+frefpy4V2f7V3v1cvjuvqHvGy2+Vy/P1Y9S6wliOHitnRMREXF87Td9P/nctGoxUIXQbVeDpGzVohyVZ1anRK+jZQNbtWCdujkRERHH2KH2fcX0jbM2mN6spDqppC8iIt4i+03fLeOqhSBsV6eEUGzVZiu1anIpN5xZ7Arv6zM1GW2WRp5JX0REvE4O9a6r+F6qdCKm7r0KPYpumxLvutJkarsarVPqTKuvERERx9Th3vOsDcKjlXnuTEZExNus1/QNO7jCtVtERMRb6Jj8tQ1ERMRbJOmLiIjoW9IXERHRt6QvIiKib0lfRERE35K+iIiIviV9ERERfUv6IiIi+pb0RURE9O2A03cq+dvOieo87uUb3szFzNyEfQbpXe3MLvN4kT+a3a+5Dv4+D628s91OtSco7WnKvZ0zP7Cj3SOOVR6b085wG9zxDDyog8Ruv+krlcmlIdzrEMxpjyjT1i0tqJbZvYldCp+5702HUT/NNYRPy+1N30E1Junr07wnzbxnXtO5TnyRa1vDqK84XVvOzDPn8Arcf31dGjzv58i+Bsd8kaaY9o40z2j6vo6z5W2gYod+5s6Q3nKvkf1joN20din7SURXpG59LlhEjE/tRIvXIn3tT4Yubp9nH/eTuH2LeddjOkRH36p79XJQ5tSDvQ3uLN95+ODOwwd3ltZ2+95l2o9S/42prrbPA6CYlpNSZkm0M6gTx+L4GXSDu5yoc702ndUtFRl8+tqnZB7KpkPKsp7Matubo0AJHc+epjWbdrxlj9prYXhLe8S7fwxI38GvxP2UUaA8jkfLKFq1W58LF2/VZu2PONvdqOYK3cwqS+cH6eOmfvpyxZV2n2a2/6COLsth43iOuurjtGN2wMePhwaXqpz5qbScvf2lr71M2gPCdECLa7A0St5jK3P3uKSvtpyZW9cW3nJkmyrrUjudg07f35QrP/jGP0RWfvbp1dn+1k+++enn0fQflV+GM3/8STTbJ5/HUz769GffFJe1bLcePe85PFOnngndrc/NVtr7rVr6SBOeDB0vXmlHq437XslE3YacGtZV+8fBcjCos7mvynCIjkurHq3MW59ytrWwtPyoaGsPdrr9rGo/Fzupa3/9A8vb1XKtWp6ZnZqr12tha4vFM51bLEFiOiMZqjn648fe4PZml1pDu8I+X2s/gNoDI34xgL5v3pOUtg6ZpxvLSuwTLVsxbVotieUIyKya+xR7y+Q9iQw6fT/+5Aff/PQ3+1dn+1eff/QPP/k4PIB+koTu1k+CrP300x99tJUsFbz++JMffCNaSliVfrvih3a+vrcvnJv2r/bq5eT0rf2WHS2+Vy+H45zxeoIPfPBaO6dLw7pabI9nHmbqgeGw7Li0aqsmnHxVj9fuLa0trD4IRp7vbWz109qmBpESS21AS1Y5Hh4usWdof336Ts1UW2fNysxseaUbPCJdqoWlRvYyu512Rn/8uOSr2vKWOkrtZm8Q04Gkxr8l1KQXA0tft6Mte2dnfn4sCzp+/Owrz1uSwhvSbtrSYmObvlHvNjLdRf6HcKk4hvevzj799EfKUvrtCh/vdjX4TLZq0SdWXx3DyUvob0UBoJszz77OjOdcZ3DL58IlDLKKPRaterQyn3Hd93jt3sMH0zvBP9enH1YXjl0b3DE13XU8AFw2Z1yVpv0tTR3+M05fNQ+028o8ITucdkZ//Ngb3J4IljOzY3NZUsy0LX/p637gautjn9800SV6M5t7gOmrLZj6lmm/2s/Fo07f/a2fxIEa56ghfZMh6Fgpfe19X/FzLp2VmpXU6Xvc09c+xTEwcn3E3NJ3BK2aHb1nYd83vuj7aDVOYqcGz9wddvPOY9qn6uusD6nY/jnSV7vrM486UyG1rw3p6/X4cWnwYulrP7Va3rKcsUeWvuIG3E8l6teKzFOS4xnK3gou/3TcGe47zHHTLh+hrLcGmr76TNWl79nHn/xAOzFK388/EvPbtt1wwC18q1WbrdSq6XFLYfBKU+zodTKuJY1xGdO3nx195XYSt+xxx5AueDCMolWN0duuTokXAs+2Fpbi/m6q7+u4U9zN9Um3fB7tpyntPOJ6lPZPGr9Vm53K6vtqvxxk1tTxwBOmjP5TaW/wAulraQSXAHJ5Yf/UDzF98x70mcvaT0+OC2a+ay9G5uffUhKP6dusiHs9ucqiTrRo6fvG48na9E0PPoeZndyHZY1eqZzpLwqpuzxCj6IbNKYsl83OwrP81Mzs1Ix1iC/njh6geT8y+dN3hK2aPvbEzcnpGw4+B9d9446vY4O7fMQyT6zxbI7t7/IpthVeaf+j5J6jeuG+r2NUWF6np4z+U2lvcFPmmeroeIK1f8q0/3UPskHe82za97nq4zKDNNH9c+LyVuH0VUti+Vhqp1hOB/ZNZ75byHQgff6RcEvz/tZP7Pctq4ojz3m2KxicdAZdzSE2Zn9foTLeyp++I27VYevSINqTlaWFtZ9EdVWWM37m+bBw+5u+QxRIX4fTzuiPH3uDO54eXWbWLqht/D7XOci7rjIPC/sMlsa1rMSlvXKep2yfOpdvAPadZFmb6WuEZf3DVL3rSuj7RnddOdtX+oZfpW2/VBk7Cxx17qtySYUb2ap5W1t61xSN2pOP1Nqmj6T2U+xyPuyz/S3nEzGT7KpF1dZx5MdPrgZXF3TfKS4tZm/8zFrEc/KUBURERN+SvoiIiL4lfREREX1L+iIiIvqW9EVERPQt6YuIiOhb0hcREdG3pC8iIqJvSV9ERETfkr6IiIi+JX0RERF9S/oiIiL6lvRFRET0bb/pew4AAAA56Td9d535dcSXMCI+/fTTarU6Pz8/Pz///wioUwAAQGU+TbVa/fTTT9WT7Z4D/aavyzYkDmFEVKvVg4ODr7/++i0AAPTN3t5etVpVT7ZHaY6Pj1++fPnVV1+9fv369PT066+/fvnyZb/p+xtn4nK8hBHxT//0T+/evXv79uu3b9+enia+eXP65s2pOAUREVWDs+WbN6evX7959erVq1e//8EPfvDy5csTHb+L+Oqrr169ehVE79u3bweTvr9N8/Lly+DFq1ev3rx58+rVq98qfAUj4v79+19//e7t27dv3rx5DTBOnJ6+/frrd19//U77YtSlA5B59er3L1/+7ne/+6pSqagn21evXgV93NPT01evXv3+979//fr1m6CXM9T0DaL329/+9ps3b0jf8eH+/ftv3379+vWbV69+/7vffYU4Pp6evv0//tt/+9upKenF//0//sfp6duRFw9R8uXL3/3m+LcvX740pe/XX389MTERBLCn9A2i94/+6I++853vkL5jxf3799++ffvq969/97uvXr48QRwf37w5/T//+39/+L/+l/Ri6ZNP3rw5HXnxECWPf/vy8Og39vT94z/+429/+9tBAA89fYPo/cM//MO//Mu//OEPf0j6jhX3798/PX371VevXr48OT7+LeL4+Pr16//rO99ZXl6WXqyurr5+/XrkxUOUPDr6zcHB4W9/+1t7+v71X//13//93797F17yG2L6np6e/tmf/dl//a//dXp6+sc//jHpO1bcv3//t7992et9ub39xa9+9Tni+HhwcBiErvRidXX14OBw5MVDlOx2f9X+5WfPt7ct6funf/qn09PTP/rRj/71X//13bt3Pvq+H3300fe///1///d/J33Hivv37x8f//bXv36xtfX8s882EcfHL7/cD0JXerG6uvrll/sjLx6i5C9/2fnFL1pbW88t6fvnf/7n1Wr1F7/4hY++b3zd97vf/e7a2hrpO1bcv3//N7853t7+otP5Vav1DHF83N3tzf3P//no0SPpxX/+53/u7vZGXjxEyfVftH/2s/Vf/WrLkr5/+7d/u7a25um6r3jP87/927+RvmPF/fv3j45+s7W13W5/9vOfbyCOj198sbv0ySc///nPpRfPnj374ovdkRcPUfJnP1tvNv+z2/2VJX2///3ve73nWRyC5ve+Y8X9+/f39g9arWdPnvx/zeZ/Io6P7fZnn3++8/nnO9oXIy8eouR//MfTtbVPP+t0x+v3vnb8pw4E3L9//4svdhuN5urq458+aiAiYhF/2vjf/3ttZWX12bPPTOkrMpT0/Z0z8R/f+j2MiH/5l3/5+c/Xf/nLzsbGL3/xixYiIvbj06c/+/jjjzPPvWL0Dix91YR/lcVo/iwYvH7dbrd//OMf/78AADAI/vmf//knP/nJ69ev32QhRu9g0rfA3/rPHJqGYVD84QwAADBo+krf3hftrWePERERMZe9L9rF0xcAAAAGBekLAADgG9IXAADAN6QvAACAb0hfAAAA35C+AAAAviF9AQAAfEP6AgAA+Ib0BQAA8A3pCwAA4BvSFwAAwDekLwAAgG9IXwAAAN+QvgAAAL4hfQEAAHxD+gIAAPiG9AUAAPAN6QsAAOAb0hcAAMA3pC8AAIBvcqTv+8vzg153e/Pp1rPHiIiIaHF78+lBr3t5cdZX+r6/PN/efHpy2Dl/8+LqbB8REREtnr95cXLY2d58+v7yvHj6HvS6J4edkVcGERHxGnly2Dn8crN4+j7vNC9O6fUiIiLm8OL0xfPuk+Lpu/Xs8cjrgIiIeO3cevaY9EVERPQq6YuIiOhb0hcREdG3pC8iIqJvSV9ERETfkr6IiIi+JX0RERF9S/oiIiL6lvRFRET0LemLiIjoW9IXERHRtyNK3716eWa20h59/W9d4RERcQy8xul7tDJfXukOtjmEdTYrM9XWIAo/jHL+/+3dT2vbSBzG8VeRvoi+ib6AHPsW4lNeweKLwRDI0ZBDwb30YJ3bgy6B3RJw9lLWZomW0k3YDXYTCiWXXWLaLqJ70L/RzG9GkmuNreQ7fFgcWRqNJO88npHSAAA6rbszz/Z03Eydm6q/jXYCALqtzfRdhIMieKJwlIwXo3A07PWHPTWT5pNBMBn0h71RGAbDXo2RZXlAaUnNRTjoJ/sa5ivPgpNwni0fhbfOOsPTk/LmUuPlNaU65RMiNb75CQEAdEirY98oHJ2Ei2W8WsaLcFCKuvKIcD7p9Sez1XTcHw5OoxpTtUrNem35a22d1CwoQncWqKlm1jnsBdPstW135TX1w9TqzBN3GS/CQVG5kL4NTwgAoEvanXnOY8PIDyN9g2m+sDps0vXF2orXt6cn5mC0nLg161RS02y8Y75ar7NYMgvyVLakb6MTAgDolLbv+07Ho/B2FYUj7d7nj6SvOah13a9NMjhPQUv6uut0DLUdexcH38kKyWmxb076AsCD1vpTV+l9Vm0I+CPpq8/uLtWZ4Vmg3ZTVN5HTV64zqyedB7Y03nHXWa8za0AwKY+kjcaTvgDwoLX/zPN8Un5oaDrOnoQqnntqEjZifN4WDz2FWf6pOyrGoOLm0kJ1czVcjcZb0tc6xV169srSeNIXAB60rv3GkWVA2aE6iVIAQNfSt8u0O9AAgEeL9AUAwDfSFwAA30hfAAB8I30BAPCN9AUAwDfSFwAA30hfAAB8I30BAPCN9AUAwLcW07fXH+YvNOJqts03Qq2tTs2b3but2vX2Yp5P8cQCAHZWu2NfMfPMkBBjo1aWLMJB3/LHDJwt0eJKXLLxc1154LZAtbUtf7e9NgMA2uB15rnR+GyD6Wsb+DricONJJg5SxWGrlqli2xj7AkCn+UjfmjnRXpyYY0RHG8TGbKoNYnvUJY4zsP4MAQBgx7R739c1xWzIAAAJMElEQVQ2NdooCMt/EDcKR8lgNwpHybbK38qdTwbBZNAf9kZhGAx7/eF4XmqGmWfijVg58+RmSH/c19KMmvs1/6ut47b1jxQAoJKP+76VISHO9yqvo3B0Ei6W8cr8u7lq+C3j+aTXn8xW03F/ODiN8r+kK87lmnGotk1qUp64y3gRDtI/FCinr9kM8dC0F47/Vn9HAQB0h6f0VX+Mq4LQXJjnqPGn6Y30Dab5Qkf6Ohrgampa/3IWZN8GbOlrNMM9n6ymrPqW+L0hNr4uMOoFgG7ZrbFvbE3o6XgU3q6icKRkbbK8Yfqqe7d9G4ilwFZ2lzTGbEBF+jqO15GyjuXuJQCAnbVzY1/bwllwEs7z+d7c+mPfysgXWzULhuNgojxlPR3303HwLBj2mqevdqLErymkLwA8MFtIX/fYN1ZCqFTbfNIr/XLRdKymVDIYbTj2Nd+ytbxQevZqGa+Wt6cnSZ2D03CNsa97d+7miS8AALvP37+24V6n1fCwja3V6HLPDOeMG88N2uC4R1tn7Ev6AsCD0fq/NCkmijinWnl7eG1ayroH37ZoTMe4+tR34zaIR+3etbqa43xu8IwBAFrFX1kAAMA30hcAAN9IXwAAfCN9AQDwjfQFAMA30hcAAN9IXwAAfCN9AQDwjfR9aN7tP9nIOui0mpfYsVr+1rv9J5of2SOABOmbuTyK9veuzrbdjIbMPrFO59j5jrKbF8un5BJXpqb7k5BXYtukzmsAorbT9/zm8OButYzPDqLgvFh+eRTtH9xJm9wHz0prboJSZ3Bl2W/TDn3ddpoNsDepicr0rbEOF6v9i3V5FO3vvdt/8u7w6L565TdPX714+urF09dv/2qyF/FCO8ay7pB2rED6AmvzlL5G92frxTYTRfY6N1X/2vX4SF9xQFyjt+VitX2xsu83q+Xd8Z77C8Ffv02ahq74YTAXOpa4a3PXSfoCjbSYvvfBM62XVwYrci9W7vctHXE+eth/kq98d/zs5kweVZh13mQNy5af3xwmFapNEtesXWdpvHh+c7h3dba8O94rnZDjwNy8OEXKYWYLXU0yJwlr3p9LfuRi+bxY6QlP6xS9f/n6zc9r/S/t+NYlfgzcX9fMFbTPWM0BNABNy2Pfy6Po8Og+6XAv1bfEDv385lBdTezQtXVSd8d7eT9+d6zOSZp17ik9qW135TWzo2hSZ9qJp5sX/aw4nDJ3pLTt8ihKXwtrml2eOO5RWYcyXKyWL5Z2Elwz55/ePn/99uUvL5KZ5+e/va/4H618NR2jVcdC25KaX+zciUskA5r20/c4kHphqUM/OyiPBuThVDJK0wYT1r7MVafS5wpNsk+B1qwzW60cZu7JzOx1eRfZ0QlrOvpQRxcp96RcrJYvVr7OffCs4r7vp7fPX734KW3Ju59eTV5+Kq5XZYzZxqza0Fb82Dg+LWK0u2uo85kEHqf20jefIcy5b5i5O32p/yrmA20durtOx+jNsff6dSbLg6tSP+spfSu7yPILLpaPi1WcjcpHrj69fa7c9P35lzyJG6Sv+8fKhDbXjG3f26p+JH0BU8tj3/TpWa1TUyfolCV6l1RM6N0d7wl5oGwid+hynVk9ZwfmvcPqDr1JnXfHe1fHB+WGaTOolh2p56c0mWlN38qJQds6xUIuVssXK3ZE7+Wbp8Vgdxmv3r98nY93S2Nfx/W1XWgxsBuNfetEaeWPRC+gajd974NnV2dSJ2h06GKPfF88tHKU9V/B1X4+SitqEDeXFqqbq52jMvIrbuYJvWftOvPD1HOoeL5JeZBHSI6zA+MwrelrG6+oKiOZi9X2xdIbr+5OT9908jm576sur5Nh4lxxo7B0fJbWS18Amt341zakx1K6U6f4UNIybufXYTW2cYnjtVnDrp7Yh3axvBHv18bOj0TTWxhx1a+xkb6A226kb7cJHbp2p7M97oh1dKCPtYvc5sXypv64Nn/tvmu7RrI+vo8W0AzpCwCAb6QvAAC+kb4AAPhG+gIA4BvpCwCAb6QvAAC+kb4AAPhG+gIA4BvpCwCAb/7St9cf1l+t5sq7TzsQx3HZ3sqXqys8mPMDAI9Ti+nb6w/dbFtpL9xVbf0Mus9A5ZI675rfSHb8wAEAbu2mb51310jomruwm477k1nFkkaicJS3+SRcCMdlHmzlsZvj5s59/wAAiLZ/37f+3Kx7wyY2nr6K+aQXTGNpqFpnie0AtaAldAGg01pP3zpDOsePjmrLS6bj/iQ8PUnqH5xG8WoZL8JBkalROBqO58tZUG5MMDU3H8+zahfhIFszWyjtSHF7epIsdGSneJiVt4RJXwB4MHZi7KtNxubLHZsYC6fjUpQm079p4sarZbwIB+m7S8vYN9t8EQ5G4W2pniSGk9fimtny/rCXLRHDUntRZ+bZvYl4Mrf+qQIAuO1E+qovfiB99WFuvCrmgWdBlqP6yuaS7HW2bWIWJHVKa6rmkySAbTFpDmQrf2z6FgEMADtu+888i+nrzo8a6ZtnbbJ8Oi4Gqct20zcbMdsmite741t5Gs0zCQDYWT7GvjWTxvHCUWFGCcL5pKeE4iwYjoNJcSs3XVkdCi/lTC1mm7WZ57pj3zpHHSv56j7quMZXE2aeAaATdiV9tduc7pix3vdNlROx9OxV6jZ7bEp96krI1Pkkq1MbTGuvlb077/s6D8GVnXWmrwEAXeHjmWfxR3GoZ44I69QZr5aOXxnKH0L2rPLxKHNl8cDF7yWWkwAA6IbW7/valje9/WluWyakbzrAVe7d+lTnW4X9cKzHXucMAwB23PafeQYA4LEhfQEA8I30BQDAN9IXAADfSF8AAHwjfQEA8I30BQDAN9IXAADfSF8AAHwjfQEA8O2H0vfDxfTrP39v/RgAAOiQr//8/eHifP30/Xgdfb652PphAADQIZ9vLj5eR+un79cv93/+8evnm4tv/15v/WAAANhx3/69/nxz8ecfv379cr9++n7//v2/b18+XkcfLqbvfz8DAAAOHy7OP15H376uxEhtkL4UCoVCoVA2UkhfCoVCoVB8F9KXQqFQKBTfhfSlUCgUCsV3IX0pFAqFQvFdSF8KhUKhUHwX0pdCoVAoFN+F9KVQKBQKxXchfSkUCoVC8V1IXwqFQqFQfJf/AWs1YQ3V+I0iAAAAAElFTkSuQmCC" alt="" />

2、安装pip并升级到最新

下载wget --no-check-certificate https://github.com/pypa/pip/archive/1.5.5.tar.gz

注意:wget获取https的时候要加上:--no-check-certificate


tar zvxf 1.5.5.tar.gz    #解压文件
cd pip-1.5.5/
python setup.py install 升级:pip install -U pip 有时安装python3之后yum不能使用

aaarticlea/png;base64,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alt="" />

vim /usr/bin/yum

aaarticlea/png;base64,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" alt="" />

二、安装nginx
yum install pcre*
wge下载
tar zxvf 文件名
进入解压目录./configure
make && make install
启动nginx:cd /usr/local/nginx/sbin ./nginx 三、其它
  1、安装lxml中提示出错     cc tmp/xmlXPathInit88zygb3d.o -lxml2 -o a.out
    error: command 'gcc' failed with exit status 1     ----------------------------------------
Command "/usr/bin/python -u -c "import setuptools, tokenize;__file__='/tmp/pip-build-ug4st9f9/lxml/setup.py';
exec(compile(getattr(tokenize, 'open', open)(__file__).read().replace('\r\n', '\n'), __file__, 'exec'))"
install --record /tmp/pip-waq6u8vf-record/install-record.txt --single-version-externally-managed --compile" failed with error
code 1 in /tmp/pip-build-ug4st9f9/lxml/   yum install libxslt-devel #然后重新安装就行了。

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