aaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAAAn8AAADvCAIAAAAM1SXGAAAgAElEQVR4nO2dz8s125XXHx9oTXMHUZoi3bZE6HcUSxoxaWgnTYlgku6geJPSVjE56VYxVos4cF7/hdMz0JGTnjgTzqUdyMVBI4Em4SoHLnqRDAIZBAIhPA7q19p7r+/ee9XZVafOeb+Hz+DeeuvZtWvV2uu7f++X322/+9/B7yP+Nvi98fdQP/Ujfvzxxzu7zZ4/vt3j/rZ7u+e2211+L19vv/vfwO+/8rfB795qwp/td29/4Y8//p7z9/L1b50u/PHHH3/88cffjr+Xr33zO/euAfDHH3/88cff+/V7+eo3v33mjz/++OOPP/52/L189cNvn8/n7/HHH3/88ccff3v9Xr764T8b1Pel6R1OTff20g9cm8r7V/IAtO3bS9vfnk7XXCdPeKua08Plf+LUdJc2+o51XeQpYzpt+/bSwydCqnPVnbsHsGfEkmHEyIgn9WVd9uL+CfJjzb94hVu/Tl9vW45ifv7I6exOfYkEPatfaUTVt0QwsiEL0v5PfzKKR9u21RxxDJqnpitcSyuZ/+pc9XP092LBEFVLBQi34NQXsyc/uPr29UUzZjKeZMXoeHyA/mn6uOD+rrnerLsDW6ov9PO+7i1fX01nUiNDFUTPT1/Dwng8qnOlqqzVrxTmnmf/H7ZVXzUQtK34qNW5mt7NvVlmTHxF4Q1t+7Z4yeTostwKHqxZbwqg+6hv11zruulf+rq0ZpTLf1/3b3Wtx/dyUXUgKDio9CIOr75e+fILkZ7/VDypL0lBQvFB3qAkYrUnun9t03zHT6b5+ah/l9qQFCgvdT/976npclKLlTvlm+bd07ayb8kQzPPSCRLRPC3mJwa+9s3vZKvv4AqzjElHR3VS5bqsQA0MX3F+maW6FFdfpwopLevcH8Y+Q51F1tHCkKp9MHBdtU+QT/d9F0Nd2ojd4t6mfS/0XLd7UAlkWnSbmryZsUnYJ2lP3Q5Rf8Pf8dpUahQYAoRit7lMLrU3/wWX5v6Sn/aMCk6Gv02myC3Vin9G8ulko76sHkdYpeJx9c1o+OL4IDO2YY9u8F1UP+lxuUNOW6q8R/3c9NVi6SzvkvbSMukMFpbmXVTT4oc56Si1gc1qw/3L1791MqmvCEaOVzl1UhEItOuq4aYE54i2fDNVfbvmGnataF8lCK8G9T11Uj7dd9Fr2WjkSbNDTH171yG0/7Z5W33xVU19bjRxL7oFdc9UNVb6gKwVAbshO0T8CjEM0lRhFNCcYXiuqCxO1YvhoYsl+3oJlNO7qF3Npk4qQ2nX/BPnc/m+8z2rKK++GQ3fSHxA/lmYwGi6n+A4OeFHpFLlvY/4uTGpSDqm1FLpZPWwtu1b1V1lY2y1+ibTCWQFt30L8PX2u8a2r2pBPyiPA4HqdT2p0RZODddVI7eaH6SwPC5hzXX99eKvUH0NXId2yFRB2Zq5oedZt498bnIeQRjdpuAy6VAU1z6LgyF7AjvE/Cr1BYP6gaZDut0mQ7XttW6v0lfxyMiEqQCvq2vP/pnKp9Y4tlFafbNGfCPxQd6zifoOrW11pCxZvhQ09S1R3oUnKPVgc1Ignd46WIPKHZ7QpH36pa/7FvVNpYOG5Pu6wGy7kN/9h39wq/oiZ4o5WUp9T017qaNt34T6Rkb1LerrjhYn2ohG+xxOfefb0GwIJ7qFPWM54y7un8SjFbBDInhhTk13qb2epXz1HbvR+ro7d0M3+9hi82oDu6qv5p8on7P9sweh/U+s14bzBA+rb0bDt4/GB90/i6O2fQ+ovqqfr0lKT8c+T0JPZ8lVRs/z+Omndpc67pszbyCZjuKiG7Z9f+8f/eEx2r7zwGHbDgFilIFAaK09zwHZ6us8Yuu2r0h/G/UF9gHWUEtFEN3GmVbTxKsMe1qq0oXbvmMbaxCnmDMAu52a7q1uztVQA+jO7fjWGeq7Tc8z8E+Uz+m9ZD/5Koq2fbMavuMLgvggM7btuK/7EbPKl8Ie6uv7+Vr19dJZ1XGi5wdZNWSWycHh65vavpF0Tk2nVQVuG6aJ8o3fv1l914z7agHXj6rgucZZVyHZoVCm6UQ60BOFrqftM81LTKqvqeLZtm9OjSGsPTjPPbX1yflbravN+UDWtUbR8fJUz95iB/O4b3XqRs+5tH5pB7OuNLuJcb5T010rZ8pVeA98kbSV8j4x8k+UzyUbtwlwSfUFDV/NjDA+yL/afdwX+Ekh9bU1NGN+Ho3e/hRIkE7UbQzpeLkK29aBfab/dapccTuvSmfplxZvsV3b9xu//89vVt/5VcPGO56bqi4Wmrs9nZ5PPK4m7vdWHJVQX5nJqumdVaHOHF3xauA6sMOUfnfu8nqe0SIrlbZ9q5rzdL8sNupzpfFhN5E30X3skjUECMc+S2qa3RJRKX/OM/pYc1JKH91FsZvX/+G56Jh4UHA2XHEE/BPkU9pzMOC95zzDhq9aiUHxAflnWcJmH/KTguprKu+6n7sXw6EHTTX18uKPHKVUMy9I+t8xqpp41qr6vdakEw7xglZ7ASzqe2CGYvlgi3eLEA6m5mrSqmftuddVaeKxHtX2buNIu23c2/hKh3xZd7rruO9xyO7MH0HqcrR0rBRK515t38zZNAehxNZfBBk2aK0+F7KmXCqqeqKey/OqrxtPsubJ53+77f1zeoXMEa4H4fY58E+bjmVi9iq+8Y//ha6+hLynPEdUJVtDPyG38ff+yb+k+hJCCCG78vf/6b96z9RXDJTmdFMbdycnhBBC0vyDb//r90h9tQnliDW7kxNCCCE5fPidPzKor7MoJbGruHq8AZ5OgnaHr1vb9VhzdtUekxzdIYQQUppvnv5NtvrGdgTUdhX37neWW4Wg3eGt13H+B4Gfe54zZ7JRfQkhhJTmW9/9t9nqi5b0QH2SK6WS6yjQ7vDW6/gRzhL+vLNxYm9HCCGErORbf5Cvvv1Lo+7Cj/VpWWKvnbTlgXaHt16Hj/B2Nctcm0/1JYQQUprWqr4jufsqj/3DOSvrY7vYW65DvD0Fqb6EEELuhEF94S78UX3q6/7aNLmHiMHd4S3XMeJghuzdd6m+hBBCSmNRX7QLf8Zu13kbQKJd7K3XI4gNvlMH4yR2JyeEEELWsrbnmRBCCCFrofoSQgghe0P1JYQQQvYGqu/jnTBIPErNFzvGCYOPdeA0IYTEiarv/sFOBnqG2hspPltbX6M1LLZObvN5K1RfQsgzcSf1VYXB2Q1D7JPl3iwz1tdoDraYqzxvgfniz2F+vGa9SVD3Ud9uXGbd19ueCU/1JYQ8Exb11U9TeGl63GZVrtcXXwIHhZj3iVyW+sTVVyzejez+oR72kHvWglB3ry3urEcS6YPrqn2CfLrvuxjq0kbshkHfCz0XnaIhEwwuTk3esQWczo+/zzY4XaPx7Naeqb6EkCfCqr7aaQrOHlJi/2R0vdeaZVOCcwfmqeli6hss8O3rKX33/uX6iEF9T52UT/ddlD5YcB3ZIaa+vb6ZibntO+dnOYsipfrRBOXbeX0MXg8Eyo+ohE2yjU7LEHkeKh9UX0LIs2Bv+wZJnJouCMrjQKB6XU9qPAHJaQG7auQ2Q4MUlsfJf1J24Vh1zqC/s4cmM+A6tEOmCsqzF2/oedbtI5+b3BclbPtOdaacnURBfvBpGXjEgRBCHp0C6us3Lqfb0HU9KVd9T017qaNt34T6LlIdqIJFfd3R4kQb0Wifw6nvfJtuN099w57w1CA6yA86LcOrtVB9CSHPxGHavvPAYdsOcXyUgUBorT3PAdnqG9vVsnjbV6S/jfoC+wBreOdBzRfdtu8406pLnW8RzU/sFA2qLyHkSSmgvmvGfTWh8lUKPNc46yokW31lmo4SD1OrwkeA62n7jHO10uqLhB/mX9sHGzwXnqIhLzofyLjWCOUHnZYB7iGEkCeghPr2pjnPI+piITnnFp0fLDMm7s8+9WHdnOeq6ZvuzRfg8NXAdWCHKf3u3OX1PKNFVipt+1Y151rpFlafC0/RcBM8yYyNXcd5FYK2fXtpL0p+8GkZ8yBCXbPtSwh5Jg6228ZaBuV4sMW7RVAmHm+2V0nmicixrPKsRkIIeWmeaqdJw1GGxGxYuAg4H6ovIYRM8JQFshdUX0IImchR34xtjG6C6d+XR8//BNWdEPI4pNV32XNqG5j+fXn0/C9QfQkhj0NSfcetDzbLAdPfkrQgPXr+195MCCF3JaG+XsNI34Vf381fPd5AWeMrlppou+3Xre26O+vKy79+aoK++z++bk1/soY2i+3OpzI8ev4dip8qQQghmxFXX7dhFNthUTt9wbt/3EsSpY9227dex/lHpybou//j69b0j3sqw6PnH/thkVMlCCFkM2Lq648IoiU9MIrJdsZ8fAJKH+22b72O8+8Ad3YE+yErW3Hlpn/UUxkePf9xPyxwqgQhhGxGRH31EUFlF34cIpctO2SbGKSPdtu3Xo/lP+PUhGz1XZn+wp1PZXj0/CfyU+BUCUII2YzYbhuxeJS7r/LYPxyeQBemH9tt33Id5h+dmpB1GoEvKob0D3kqw6PnH/hk0VMlCCFkM5D6Kg0juAt/NET2dX9tmiA1reGFdtu3Xo+lr52aEN39X99/2JT+EU9lePT8axQ/VYIQQjZDV1+14Qt34Y9HLm10DTSs0W771uuw4a6fmoB2/4enAhjT71+OdirDo+dfp/ipEoQQshmq+j76Gllj+sZxzaOvkb2//bdkz1MlCCFkMxT1Dcdoy3K49O2zih56hs6j558QQp4AnrKwou1LCCGE3MQTnTBIPErVHkqdMHiv/E/EpvEP71ii+3pZZSdngRlQVsYf054RS4YRIyOerD3tI+6f1lXd+P7pFW79On29bTkqtXP77ulM29upxnnG1flR9d1/LA3M1iFrKB5t21YrGGPQDLf5PFL+ndlhylK3cut93YJTX8ye/ODqC9Z0JeNJVoyOxwfon6aPC+43Tb+PsqX6Qj/v64y9WhPpyM1fM02h50fuaBuYOtyieN13fADupL5qIHDWXMI5sTJj+oRYb2LOvAWmNlvnwSpT9z11QI1u3bjMuq9La0a5/A9rf/X4Xi6qDgQFB0UTxOHVN5j45r6dnv9UPMmYCYjig7xB3w/VZE90/z0O4jR+Ms3Pp1V2tSEpUF7q3tkgPZ1arNwp3xR/2TXf8QGwqC/axb7HdVLlOto9fzbuUl2Kq69ThYS7f6iHPeTWoXjqgJ9guAp8bPJmxiZhn6Q9dTtE/Q1/x2tTqVHA35lrfu6sMUvtDZ/qseSnPaOCk+Fvkylyo4zin5F8BruOrGyBrVLxuPpmNHxxfJAZ27BHN/guqp/0uNwhpy1V3qN+bvpqsXSWd0l76ap0nlBlEVb11U5TSO+u4F7vNVeYEpwj2vLNVPX1t7/I3aPKpL48dcBP0N/EygsQ8WIjfUDWioDdkB0ifoUYBo2qMApoziB2cRF2i5zqIU/gULuaTZ1mhuij+SfO5/J9ldPGDJRX34yGbyQ+IP8sTGA03U9wnJzQtmItUd77iJ8bk4qkY0otlY7mFajt+4TY276qBbWdBeGOg2pS7XACklPDddXIreYHKSyPk/8UiPTa8QOeOqBFtym4ZK1icu2zOBiyJ7BDzK9SXzCoH2g6pNsNn+qBR0YmTAFlXd1/9s9UPrXGsY3S6ps14huJD/KeTdQX7OmWVb4U4EboA6vLu/AEpR5sTgqk01sHa1C5i83i7OsCs9uOTwH1Rc4Uc7KU+p6a9lJH274J9Y2M6lvUl6cOeAk6J0IaB9HDWlQ8WgE7JIIX5tR0l9obZ8pXX3iqh1cb2FV9Nf+Ep49M9s8ehPY/sV4bzhM8rL55e79E4oPun8VR274HVF/Vz9ckpadjnyehp7PkKnPc9wk5TNt3Hjhs2yFAjDIQCK215zkgW3156kAoS/6xVN25WyZeZdjTUpUu3PYd21iDOMWcAdjtFDntI6G+2/Q8A/9E+ZTjizdNNiza9s1q+I4vCOKDzNi2477uR8wqXwp7qK/v52vV10tnVceJnh9k1RuHRR6KAuq7ZtxXC7h+VAXPNc66CskOhTJNnjrQh9HNutYoOl6e6tlb7GAe961O3eg5l9Yv7WDWFTx1QznVA9wDXyRtpbxPjPwT5dMZ971BgEuqL2j4amaE8UH+1e7jvsBPCqmvraEZ8/No9PanQIJ0om5jSMfLFdu+t6jvbPqsOc8jaPd/pccYj6uJ+7NPfVg355mnDvRBdFsGfQ0BwrHPkppmt0RUyp/zjD7WnJTSR6edrgFP9Vg6Y+s6KDgbrjgC/gnyGcyHuPucZ9jwVSsxKD4g/yxL2OxDflJQfU3lXfdz92I49KCppl5e/JGjsEc6L53o4vumR63kJ+Rgu22sZSiW78k3cwgHU3M1adWzHvd4hlSsR7W92zjSbhv3Nr7SIV/Wne467nscsjvzR5Da3Skdtn0fcafJZ9yK7BDca6fJ/d8xb9wuF0/Uc3le9XXjSbHTPvbyz+kVMke4HoTb58AXSycxEfr54CkLhLg8R1QlW0M/IbdB9SWEEEL2hupLCCGE7A3VlxBCCNkbm/o6i1ISu4qrxxvg6SRod/i6tV1v7m9TQgghJI5FfWM7Amq7inv3j3vFofTR7vDW6/e3KSGEEBLHor5oSQ+c+ydXbiXXUaDd4a3X729TQgghJI553FfZhR/PvF+W2GsnbXmg3eGt1+9uU0IIISTO2llXufsqj/3DOX3CsV3sLdcJIYSQg2NQX7gLf3TVeV/316bJPUQM7g5vuU4IIYQcG4v6ol3443u+GDaARLvYW68TQgghh4brfQkhhJC9ofoSQgghe0P1JYQQQvbmiU4YJB6lzmC51wmDpc+QiZ0zqpwNvv4p4qTCI50wuM+ZPGCeR0Y8GdYNrnwi9E/rwaP4fv+EwbX09eYnIeZ5XfREPx7Yuj1R9d1/AY8sSFw+dCPFo61+evkYNE9N6TnnJfNfnat5wqCviENULTVlzy049cXsyQ+uvnIuJDSLbrf0J4jHB+ifpo8L7u+a6826O7Cl+up+3tfQ+bUtgdfZjZi5k/qqgUCuIZb7ZLk3y4wJr/LmYC/etmyBKS8+aLPeFED3Ud9uXGbd16U1o1z++7p/q2s9vpeLqgNBwUHRDXF49fXKl1+I9Pyn4knGVjkoPsgblESs9kT3r22a7/jJYn6u2BBbco3diBmL+uqnKbw0Pa6TKten7o6Fwb3mj71U3+Lq61Qh4e4f6mEPuXU6WWcMQ6oWfcB11T5BPt33XQx1aSN2w6DvhZ6LTtGQCQYXpyZvZmwS9knaU7dD1N/wd7w2lRqVhoCl2G3WmKX2pp7qUbn5ac+o4GT422SK3Kin+Gckn0426svqcYRVKh5X34yGL44PMmMb9ugG30X1kx6XO+S0pcp71M+bJQ+h+lJl74NVfbXTFJwvWp0rGQi0671WgKcE54i2+JCqvsEC3yWMuvcH4dWgvqdOyqf7LnotG408aXaIqa8obNkbm/jI7yXOokipfjRB+XZBGyg1JCZ9QNaKgN2QHSJ+hRgGsaowKmnOIHZxEXaLnOohbKt3NZs68QzRUPNPnM/l+0ZPG8vyq7Lqm9HwjcQH5J+FCYym+wmOkxN+RCpV3vuIn0e+Amr7ks2xt32DJE5NFwTlcSBQva4nNZ6A5NRwXTVyq/lBCsvj5D8pu3CsG8/wdvbQghe4Du2QqYKyNXNDz7NuH/nc5DyLMLpNwSXrdCnXPs4e4Ko9gR1ifpX6gkH9QNMh3W74VA88MjJhCnDr2iKzf6byqTWObZRW36wR30h8kPdsor5Da1sdKUuWLwVNfUuUd+EJmp/HZk32dYHZZMRKAfVFzhRzspT6npr2Ukfbvgn1jcwysKivO1qcaCMa7XM49Z1v0+3mRbewZyw1uhnWouLRCtghEbwwp6a71N64V776wlM9vNrAruqr+Sc8fWSyf/YgtP+J9dpwnuBh9c07HCUSH3T/LI7a9j2g+qp+Lp+VOe5LNucwbd954LBthwAxykAgtNae54Bs9Y3talm87SvS30Z9gX2ANZRSqkS3caZVl3e+hdFupdu+YxtrEKeYMwC7nSKnfSTUd5ueZ+CfKJ9yfPGmyYZF276W5TEgPsiMbTvu637ErPKlsIf6+n6O3+LGYQhyAwXUd824rxZw/agKnmucdRWSHQplmk6kAz1R6HraPuNEkrT6mibotu2bU2MIaw/Oc+EpGvKi84Gsa42i4+Wpnr3FDuZx3+rUjZ5zaf3oA2ZdaXYT43wneaoHuAe+SNpKeZ8Y+SfKpzPue4MAl1Rf0PDVzAjjg/yr3cd9gZ8UUl/bhPyYn4tnse17FEqob4+n8+G5qepiobnb0+n5xONq4v7sUx/WzXmumt5ZFerM0RWvBq4DO0zpd+cur+cZLbJSadu3qjlP98toqz5XGh92W3kT3ccuWUOAcOyzpKbZLRGV8uc8o481J6X0KF4Uu+FTPebO2LoOCs6GK46Af4J8BvMh7j7nGTZ81UoMig/IP8sSjpcjPymovqbynheU1Gn/D7bw8lk42G4baxmK5fvoQ+Fgaq4mrXrWnntdlSYe61Ft7zaOtNvGvY2vdMiXdae7jvseh+zO/AG2fe/GE+00ya3RtjSsaYrN4yF3miwVVT1Rz+V51deNJ1nz5PO/3fb+Ob1C5gjX8UlMhCZbw1MWCHF5+KhKdoF+Qm6D6ksIIYTsDdWXEEII2RuqLyGEELI3ofqCXdrr1na9uf+7EUIIIcckVF+0S7v1+v3fjRBCCDkmofqiXdqt1+//boQQQsgxUcZ90S7t1ut3fzdCCCHkmCjqG9tN3nKdEEIIISranOfYLu2W64QQQgjRUFccod3krdcJIYQQosD1voQQQsjeUH0JIYSQvaH6EkIIIXvzRCcMEo9SZ7Dc64TB0mfIxM49lScM3vwUcVLhkU4Y3OdMHnDQZ0Y8GdYrrnwi9E/rwaP4fv+EwbX09eYnIeZ5XfSEQR7Yuj1R9d1/4ZAsSFy2dCPFo61+evkYNE9N6bnuJfNfnat+jv5ebBqiaqmpgm7BqS9mT35w9ZVzMKFZdLulP0E8PkD/NH1ccH/XXG/W3YEt1Vf180ll9apDda5UlbXajZi5k/qqgaBthXNMW2gFN8uM9bXmVcMKKK86LMut4MEqd6YAuo/6duPy7r4urRnl8t/X/Vtd6/G9XFQdCAoOim6Iw6uvV778QqTnPxVPMrboQfFB3qAkYrUnun9t03zHTwb8vO6n/z01XZCgZsk1diNmLOo7uMIsY9LRUZ1UuS4rYgODN8wfe6m+xdXXqULKkuncH8Y+Q51OqHsfhlQt+oDrqn2CfLrvuxjq0kbshkHfCz3X7R5UApkW3aYmb2ZsEvZJ2lO3Q9Tf8He8NpWqvkPAUuw2a8xSe1NPE6nc/LRnVHAy/G0yRW7UU/wzkk8nG/Vl9TjCKhWPq29GwxfHB5mxDXt0g++i+kmPyx1y2lLlPernzZIHz7uosnfDqr4iGDle5dRJRSDQrvdaAZ4SnCPa4kOq+gYLi5cw6t4fhFeD+p46KZ/uu+i1bDTypNkhpr6isMnbzG3fOT/LGRgp1Y8mKN8uaAOlhsSkD8haEbAbskPErxDDIFYVRiXNGcTuMcJukdNEhG31rmZTJ54hGmr+ifO5fN/5nlWUV9+Mhm8kPiD/LExgNN1PcJyc8CNSqfLeR/w88u1Q25dsjr3tGyRxarogKI8Dgep1Pam2fXNOaAjVyK3mByksj5P/pOz+sW48w9tRRAte4Dq0Q6YKytbMDT3Pun3kc5PzLMLoNgWXrFOtXPssDobsCewQ86vUFwzqB5oO6XbDp4ngkZEJU4Bb1xaZ/TOVT61xbKO0+maN+Ebig7xnE/UdWtvqSFmyfClo6luivAtP0OvBeJClrwvMJiNWCqgvcqaYk6XU99S0lzra9k2oL5xiY1Nfd7Q40UY02udw6jvfptvNi25hz1hqdDOsRcWjFbBDInhhTk13qVs3yuSrLzxNxKsN7Kq+mn/CU08m+2cPQvufWK8N5wkeVt+8Q1ki8UH3z+Kobd8Dqq/q5xHpZdv3bhym7TsPHLbtECBGGQiE1trzHJCtvrHdNIu3fUX626gvsA+wRhuU3l6JbuNMqy7vXA2j3Uq3fcc21iBOMWcAdjtFThlJqO82Pc/AP1E+5fjiTZMNi7Z9LctjQHyQGdt23Nf9iFnlS2EP9fX8PNbhcdswBLmBAuq7ZtxXC7h+VAXPNc66CskOhTJNJ9KBnih0PW2fcSJJWn1NE3Tb9s2pMYS1B+e5p7Y+OX+rdbU5H8i61ig6Xp7q2VvsYB73rU7d6DmX1o+hYNaVZjcxzneSp4mAe+CLpK2U94mRf6J8OuO+NwhwSfUFDV/NjDA+yL/afdwX+Ekh9bVNyEd+Hv/cbPvejRLq2+PpfHhuqrpYaO72dHo+8biauN9bcVRCfWUmq6Z3VoU6c3TFq4HrwA5T+t25y+t5RousVNr2rWrO0/2y+KnPlcbXE/ei2zLoawgQjn2W1DS7JaJS/pxn9LHmpJQexYtiN3yayNwZW9dBwdlwxRHwT5DPYD7E3ec8w4avWolB8QH5Z1nC5iPyk4LqayrvyM/9ER8/Hbc3iOzHwXbbWMtQLN9HHwoHU3M1adWz9tzrqjTxWI9qe7dxpN027m18pUO+rDvdddz3OGR35g+w7Xs3nminSW6NtqVhTVNsHg+502SpqOqJei7Pq75uPMmaJ5//7bb3z+kVMke4jk90p0myPTxlgRCXh4+qZBfoJ+Q2qL6EEELI3lB9CSGEkL2h+hJCCCF7o6uvs/gksXu4eozBE04bIYQQQkqhqW9s5z9t93Dv/nFPuPu/GyGEEHJMNPVFS3fgHD+5Yuw510sQQgghBUmv983ZhcA5r4arxwghhJAoqVlXufsnj2O9xVbQE0IIIc+Lor5wt/3o6vK+7q9NU3jrOEIIIeQZ0dQX7bYf39uFGz0SQvcpRTcAABhISURBVAgheXC9LyGEELI3VF9CCCFkb6i+hBBCyN480QmDxKPUGSz3OmGw9BkysXNP5QmDNz9FnFR4pBMG9zmTB8z/yIgn9WVd9uL+aZ2Pgu/3TxhcS19vfhJintdFTxjkPJ7tiarv/ltWyYLEDbNupHi01U8vH4PmqekKl9WS+a/O1TyR0FfEIaqWWinnFpz6YvbkB1ffvr5oxkzGkyzNiMcH6J+mjwvu75proQ10t1Rf6Od93Uf2StJKrtVuxMyd1FcNBHJtsdw/y71ZZqyv0dzsxQWXrTHlxQdt1psC6D7q2zXXum76l74urRnl8t/X/Vtd6/G9XFQdCAoOim6Iw6uvV778QqTnPxVP6vRiRRQf5A1KIlZ7ovvXNs13/GSan496fKlzdiq8xW7EjEV99VMWXpoe10mV61N3x8LgE/PHXqpvcfV1qpBwVxD1EIjcOp1Q9z4MqVr0AddV+wT5dN93MdSljdgNg74Xei46XUMmGFycmryZsUnYJ2lP3Q5Rf8Pf8dpUqvoOAUux26wxS+3Nf8Glub/kpz2jgpPhb5MpcqOe4p+RfDrZqC+rxxFWqXhcfTMavjg+yIxt2KMbfBfVT3pc7pDTlirvUT+P7hNMlb0PVvXVTllwWg/VuZKBQLvea64wJThHtMWHVPXtmmvYtbKMty33B+HVoL6nTsqn+y56LRuNPGl2iKmvKGzZG574yO/V1xdf1dTnRhP3olvQBkoNiUkfkLUiYDdkh4hfIYZBrCqMSpozDM8VlcWpejE8dLHktLObsK3e1WzqxDNEQ80/cT6X73vbKWTl1Tej4RuJD8g/CxMYTfcTHCcn/IhUqrz3ET/P3KWf7Iq97RskcWq6ICiPA4HqdT2p8WQkp4brqpFbzQ9SWB4n/ykQ6bXjGeKvUF8luA7tkKmCsjVzQ8+zbh/53OQ8izC6TcEla4dR1z7O3uCqPYEdYn6V+oJB/UDTId1uk6Ha9lq3V+mreGRkwhTg1rVFZv9M5VNrHNsorb5ZI76R+CDv2UR9h9a2OlKWLF8KmvqWKO/CE5R6cGqnwttnkxErBdQXOVPMyVLqe2raSx1t+ybUF06xsamvO1qcaCMa7XM49Z1v0+3mRbewZyw1uhnWouLRCtghEbwwp6a71K0bZfLVd+zW6+vu3A3d7GOLzasN7Kq+mn+ifM72zx6E9j+xXhvOEzysvhkN3z4aH3T/LI7a9j2g+qp+zrbvETlM23ceOGzbIUCMMhAIrbXnOSBbfZ1HbN32Felvo77APsAabVB6eyW6jTOtpolXGfY02K1023dsYw3iFHMGYLdT073VzbkaagDduR3fOkN9t+l5Bv6J8inHF2+abFi07WtZHgPig8zYtuO+7kfMKl8Ke6iv7+eRpG4bhiA3UEB914z7agHXj6rgucZZVyHZoVCm6UQ60BOFrqftM81LTKqvaYJu2745NYaw9uA8F56uIS86H8i61ig6Xp7q2VvsYB73rU7d6DmX1o+hYNaVZjcxzndqumvlTLkK74EvkrZS3idG/ony6Yz73iDAJdUXNHw1M8L4IP9q93Ff4CeF1Nc2IT/m52z7HpAS6tvj6Xx4bqq6WGju9nR6PvG4mrg/+zSIdXOeq6Z3VoU6c3TFq4HrwA5T+t25y+t5RousVNr2rWrO0/0y2qrPlcbXE/ei2zLoawgQjn2W1DS7JaJS/pxn9LHmpJQ+uotiN6//w3PRMfGg4Gy44gj4J8hnMB/i7nOeYcNXrcSg+ID8syzheDnyk4Lqayrvup+7F7WhB7+VTPbiYLttrGUolu+jD4WDqbmatOpZj3yCZDzWo9rebRxpt417G1/pkC/rTncd9z0O2Z35A2z73o0n2mmSW6NtaVjTFJvHQ+40WSqqeqKey/OqrxtPsubJ53+77f1zeoXMEa7jE91pkmwPT1kgxOXhoyrZBfoJuQ2qLyGEELI3VF9CCCFkb6i+hBBCyN5QfQkhhJC9ofoSQgghe0P1JUleP3j38mV6CCGElIPqS5K8fvDutfoKBZgQQopB9SVJXj94938/+38UYEIIKQbVlyR5/eDd29sbBZgQQopB9SVJBvWlABNCSDGoviTJrL4UYEIIKQPVlySR6ksBJoSQAlB9SRJPfX/xi198+un/oQATQsh6nuiEQeJR6gyW7nN/+QtSen/+85//7Gc/+1//+7qxAJc+QyZ27qk8YfDmp4iTCo90wuA+Z/KAgz4z4kl9WZe9+AmD1oNH8f3+CYNr6evNT0IscnTj0dLZnegJjCUOtI2q7xYntMeRBWn/pz8ZxaLt3PadpfenP/3pT37ykz/7sx+8Vl/5jf/wS23fv5yarnAtraRaVOeqn6O/FwuGqFoqQLgFp76YPfnB1bevL5oxk/EkK0bH40PbaoFSz481/03XXG/W3YEt1Rf6eV/3lq+vpjOpkaEKouenr2FhPB7VuVJV1upXCndSXzUQtK34qNW5mt7NvVlmTHxF4Q1t+7Z4yeTostwKHqxZbwqghdXXk94f//jHP/rRj/70T//nr/zOF3/jy9976evSmlFOLfq6f6trPb6Xi6oDQcFBpRdxePX1ypdfiPT8p+JJfUkKEooP8gYlEas90f1rm+Y7fjLNz0f9u9SGpEB5qfvpf09Nl5NarNwp3zTvnraVfUuGYJ6XTpCI5mkxPzFgUd/BFWYZk46O6qTKdVmBGhi+4vwyS3Uprr5OFVJa1rk/jH2GOouso4UhVftg4LpqnyCf7vsuhrq0EbvFvU37Xui5bveg+L6vH7xTpfezzz779NNPP/74f/yF6iuZsUnYJ2lP3Q5Rf8Pf8dpUahQYAoRit7lMLrU3/wWX5v6Sn/aMCk5umTSUasU/I/l0slFfUJdaklUqHlffjIYvjg8yYxv26AbfRfWTHpc75LSlynvUz01fLZbO8i5pLy2TzmBhad5FNS1+mJOOUhvYrDZsV18RjByvcuqkIhBo11XDTQnOEW35Zqr6ds017FrRvkoQXg3qe+qkfLrvotey0ciTZoeY+vauQ2j/bfO2+uKrmvpcNfHXD97N0vvDH34ySO9r9aVf/bu/8m4ipz9K+oCsFQG7ITtE/AoxDNJUYRTQnGF4rqgsXpuq6evL+NDFkn29BMrpXdSuZlMnlaG0a/6J87l83/meVZRX34yGbyQ+yIxtqL6B0XQ/wXFywo9Ipcp7H/FzY1KRdEyppdLJ6mFt27equ8rG2Gr1TaYTyApu+xbA3vZVLSg9bLoNXdeTGm3h1HBdNXKr+UEKy+MS1lzXXy/+CtXXwHVoh0wVlK2ZG3qedfvI58J5BK8fvJul95d++Yv/8T/9588+++y1+q2X3/xwDC6TDkVx7bM4GLInsEPMr1JfMKgfaDqk220yVNte6/YqfRWPjEyYCvC6uvbsn6l8ao1jG6XVN2vENxIf5D2bqO/Q2lZHypLlS0FT3xLlXXiCUg82JwXS6a2DNajc4QlN2qdf+rpvUd9UOmhIvq8LzLYLKaC+yJliTpZS31PTXupo2zehvpFRfYv6uqPFiTai0T6HU9/5Nt9urx+8G6T3z//FX/ub3/je6+frocP5V/9G5dSKMsZd3FpUPFoBOySCF+bUdJfa61nKV9+xG62vu3M3dLOPLTavNrCr+mr+ifI52z97ENrv/NRrw3mCh9U3o+HbR+ODvGfvtu8B1Vf18zVJ6enY50no6Sy5yuh5Hj/91O5Sx31z5g0k01Fc9H1o+86TGtp2CBCjDARCa+15DshWX+cRW7d9RfrbqC+wD7CGUypeP3j3wx9+8vq5v/J3Pq6aU//6hd/+4z/+L5988snrX/urv/fvPnxpuuaaM0HPaLfSbd+xjTWIU8wZgN1OTfdWN+dqqAF053Z86wz13abnGfgnyqccX7xpsmHRtm9Ww3d8QRAfZMa2Hfd1P2JW+VLYQ319P1+rvl46qzpO9Pwgq4bMMjk4fH1T2zeSzqnptKrAbcM0UQqo75pxXy3g+lEVPNc46yokOxTKNJ1IB3qi0PW0faZ5iUn1NVU82/bNqTGEtQfnuae2Pjl/O+fhtfrK6+e++PLlr43R7cvfe/38l37wgx989NGf/KVf/+v5a42i4+Wpnr3FDuZx3+rUjZ5zaf3SDmZdaXYT43ynprtWzpSr8B74Imkr5X1i5J8on0s2bhPgkuoLGr6aGWF8kH+1+7gv8JNC6mtraMb8PBq9/SmQIJ2o2xjS8XIVtq0D+0z/61S54nZelc7SLy3e4tBt3+VVw8Y7npuqLhaauz2dnk88ribu91YclVBfmcmq6Z1Voc4cXfFq4Dqww5R+d+7yep7RIiuVtn2rmvN0vyw26nOl8WE30RjdXr/w2x999Cff//73P/+F3zStNXLts8RKzW6JqJQ/5xl9rDkppY/uotjN6//wXHRMPCg4G644Av4J8intORjw3nOeYcNXrcSg+KD45waEzT7kJwXV11TedT93L4ZDD5pq6uXFHzlKqWZekPS/Y1Q18axV9XutSScc4gWt9gIcbLeNtQzF8sEW7xYhHEzN1aRVz5qi29/696+f/9Kf+/W//fJb2/TJbEE81qPa3m0cabeNextf6ZAvK5Z3Hfc9Dtmd+SNIXY6WjpVC6dyr7Zs5m+YglNj6iyDDBq3V50LWlEtFVU/Uc3le9XXjSdY8+fxvt71/Tq+QOcL1INw+B/5p07FMzF4FT1kgxOU5oirZGvoJuQ2qLyGEELI375/6ioHSnG5q4+7khBBCSJr3S321CeWINbuTE0IIITnY1NdZlJLYVVw93gBPJ0G7w9et7XqsObtqj0mO7hBCCCmNRX1jOwJqu4p79zvLrULQ7vDW6zj/g8DPPc+ZM9movoQQQkpjUV+0pAfqk1wplVxHgXaHt17Hj3CW8OedjRN7O0IIIWQl5nHfufM5Z3eCZYm9dtKWB9od3nodPsLb1SxzbT7VlxBCSGnWzrrK3Vd57B/OWVkf28Xech3i7SlI9SWEEHInDOoLd+GP6lNf99emyT1EDO4Ob7mOEQczZO++S/UlhBBSGov6ol34M3a7ztsAEu1ib70eQWzwnToYJ7E7OSGEELKW92u9LyGEEHIEqL6EEELI3lB9CSGEkL15ohMGiUep+WL3OmGw9Hy32Dmjytng658iTio80gmD+8wfBPM8MuLJsG4w5W/Wg0Tx/f6JgWsRczk3wXo+7mHSiZ7QxwNhE+q7xQntcWTB2//pT0bxaKuv0RqDZmqbz/vm35lD58WOIQqXOkDbLTj1xezJD66+YD/XZDxRYjr0N9PHAvd76w9vYEv1hX5rPP1FTWdSR0MVRM9PX8PChVeXrNr397m4k/qqgcDZDUPsk+XeLDMmvro3B1vMVZ63wHQnMD9ks94UQPdR325cZt3XpTWjXP77un+ra73OXi4KDwQFJ3tt23L/sdXXK19+IdLzn4on2lY5uvpa7YPun5rae2L8BJrfrjn9Bfh/3U//m3n8TKwcLS/oWVvueHjLd3xCLOqrn6bw0vS4zapclxWugeGrzx9jqV7F1depcsLdP9TDHnLrXLJOF4ZULfqA66p9gny677sY6tJG7IZB3ws9F52iIRMMLk5N3sxYhlZ8aXbT7RD1N/wdr02lRo0hoCh28/YDR6eADFld8tOeUcHJ8LfJFLlRSfHPSD6dbNSX1eMIq1Q8rr56QM/cD2clgZ3V797jcoScsFT5jfqt6SvE0lneJe11q9KhykKs6qudpuBYXOyfjK73mutMCc4RbfnGqvoGC3yXMOreH4RXg/qeOimf7rvotXI0UqXZIaa+onBmb2ziI7+XOIsipfrRBOXbBW2gVP+V9AFZKwJ2Q3aI+BViGGSqwqihOYOzH/hst8ipHsK2elezqZPNEK00/8T5XL5v9LSxLL8qq75gj9ht1Tcwgv7dcdyb8CNMqfLbR/zWmFQkHVNqqXS0r4zavmRF21e1uB+Ux4FA9bqe1HgCktMCdtXIreYHKSyPk/+k7MKxbrzB29lDC17gOrRDpgrK1swNPc+6feRzk/Mgwmg4BaOcnUQ9+zh7gKv2BHaI+VXqCwb1A02HdLvhUz3wyMiEKQCtayvM/pnKp9Y4tlFafWFbaiv1HTpa1JGvZHlR0NS3RPkVX1ap15qTAun01sEXVI5iszL7usDstuejgPoi54s5ZUp9T017qaNt34T6RmYBWNTXHS1OtBGN9jmc+s636XbzomHYk5Ya3QxrUfHoBuyQCHaYU9Ndam9cKl994akeXm1gV/XV/BOePjLZP3sQ2v/Eem04TyCx+uLDUe7Q9j2g+qp+uyYpPR37vAc9nSVXmeO+5Dht33ngsG2HADHKQCC01p7ngGz1je1qWbztK9LfRn2BfYA1lFKkRMNxplWXOt8iap+92r5jG2sQp5gzALudIqd9JNR3m55n4J8on3I88qbJhkXbvokpPNuO+7ofJau8KOyhvr7frlVfL51VHSF6fpBVbxzmeGoKqO+acV8t4PpRFTzXOOsqJDsUyjSdSAd6rtD1tH2meYxJ9TVVVNv2zakxhLUH57nwFA150flA1rVG0fHyVE/gYgfzuG916kbPubR+dACzrjS7iXHBkzzVA9wDXyRtpbxPjPwT5dMZ971BgEuqb/RU0HuM+4LvXkh9bQ3NmN9Go7E/pRGkE3UDQzpertj2zaWE+s6fKmvO84i6WGju9nR6PvG4mrg/+9SHdXOeq6Z3VoW6ZzAsrwauAztM6XfnLq/nGS2yUmnbt6o5T/fLYqY+Vxofdit5E93HLllDQHHss6Sm2S0RxfLnPKOPNSel9OldFLvhUz3mzti6DgrOhiuOgH+CfAbzIe4+5znW8A39rSxhsw9994Lqayq/ut+mTn/RVFP3f38kKOyRzksnupi+6VErmRxtt421DMrxPn7jcDA1V5NWPWvPva5KE5vdg2t7t3Gk3TbubXylQz7uTncd9z0OiTpKAFK7O6XDti/kiXaa5NZlWxo2aK0+F7KmXyoKe6Key/OqrxtP4Dz5vfxtylLmiNWDcPuc9mLpJCZCE56yQIjLc0RhYoXfnewL1ZcQQgjZG6ovIYQQsjdUX0IIIWRvbOrrLEpJ7EKuHm+Ap5Og3eHr1na9ub9NCSGEkDgW9Y3tCKjtQu7dP+4lidJHu8Nbr9/fpoQQQkgci/qiJT1wrqBc6ZVcR4F2h7dev79NCSGEkDjmcV9lF348U39ZYq+dzOWBdoe3Xr+7TQkhhJA4a2dd5e6rPPYP5/QJx3axt1wnhBBCDo5BfeEu/NFV6n3dX5smq1Ua2x3ecp0QQgg5Nhb1Rbvwx/eIMWwAiXaxt14nhBBCDg3X+xJCCCF7Q/UlhBBC9obqSwghhOzNE50wSDxKndnyPpwwSAgh+xJV3/0X8MhAz+VDN1L8xDT9tPNhsfWwzSdraYQQksWd1FcVBrmGWO6T5d4sM9bXaA52/+Y116SuCx5MMEyCuo/6duMy677mRmOEEJKLRX310xRemh63WZXr9cWXwEEh5n0iq3PVO9tpAfXta++kB3X3D/Wwh9y1SULdvbb4kklXwsF11T5BPt33XQx1aSN2w6DvhZ6LTtGQCQYXpybv2AK+u0MTQshDYFVf7TSFrrm6bdZld0n1eq81y6YE5w7MU9PF1DdY4NvXU/ru/cv1EYP6njopn+67KH2w4DqyQ0x9e30zE3Pbd87PchZFSvWjCcq38/oYvB4IQgghGHvbN0ji1HRBUB4HAtXrelLjCUhOC9hVI7cZGqSwPE7+k7ILh0F99b9y1FQArkM7ZKqgPHvxhp5n3T7yucl9UcK271Rn4ulShBBiooD6+o3L6TZ0XU/KVd9T017qaNs3ob6LVAeqYFFfd7Q40UY02udw6jvfptvNU9+wJ/zRBtEJIeR+HKbtOw8ctu0Qx0cZCITW2vMckK2+sV0ti7d9RfrbqC+wD7CGMwNOXHTbvuNMq47nWxBCiI0C6rtm3FcTKl+lwHONs65CstVXpuko8TC1KnwEuJ62zzhXK62+SPhh/rV9sMFz4Ska8qLzgbjWiBBCVlJCfXvTnOcRdbGQnHOLzg+WGRP3Z5/6sG7Oc9X0TffmC3D4auA6sMOUfnfu8nqe0SIrlbZ9q5pzrXQLq8+Fp2i4CZ5kxsZBX062IoQQGwfbbWMtg3K8jy0wZeLxZnuV6LttEEIIMfNEO00ajjIkZsPCRcCEEELs8JQFQgghZG+ovoQQQsjeUH0JIYSQvaH6EkIIIXtD9SWEEEL2hupLCCGE7A3VlxBCCNkbqi8hhBCyN1RfQgghZG+ovoQQQsjeUH0JIYSQvaH6EkIIIXtD9SWEEEJ25v8DV2W8plnDHIcAAAAASUVORK5CYII=" alt="" />

1.如果需要取出width和height后面的值的话,一般大家会这样做,即做两次awk操作

echo "width:720 height:360" | awk '{print $1;print $2}' | awk -F: '{print $2}'

2.通过在awk中指定两个记录分隔符(空格和:),即可一次性的提取出width和height后面的值,在awk中支持多个记录分隔符的写法如下

echo "width:720 height:360" | awk -F'[ :]' '{print $2,$4}'

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

3.

一般像下面这样写,多一个加号表明将连续出现的记录分隔符当做一个来处理

echo "width:720 height:360" | awk -F'[ :]+' '{print $2,$4}'

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

注意:

在awk中,当记录分隔符指定为空字符串时,awk会将多个连续的空白看做一个单一的记录分隔符。此外,awk还会忽略开头和结尾处的空白。

awk支持正则表达式形式的记录分隔符,你可以改成其它的正则表达式来进行测试。上面虽然介绍了awk中使用多个记录分隔符的写法,但是这些记录分隔符都是单个字符,如果记录分隔符是个字符串怎么办呢?

之前说过,awk支持正则表达式形式的记录分隔符,那就写个正则表达式就好,比如要指定分隔符为one和two

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

命令行选项 -F"[@ /t]" 告诉awk @, 空格和Tab都是字段分隔符,例如:

awk -F"[@ /t]" '{print $2,$3}' test

以@,空格,Tab键分割test文件的每一行,并输出第二、第三列。

awk '$2~/^(126|yahoo)/{print $2, $3}' test

如果改行的第二个字段以"123"或"yahoo"开始,则输出改行的第二、第三列。

awk '$1~/[0-9][0-9]$/{print $1, $3}' test

如果改行的最后两个字段以数字结束,则输出改行的第一、第三列。

awk '/mail/{print $0}' test 

输出test文件中含有"mail"字符串的行

$awk '$2~/mail/{print $0}' test

输出test文件中第二个字段含有"mail"字符串的行

$awk '$2 == "gmail.com"{$1 = "ggg";print}' test

输出test文件中第二个字段是"gmail.com"的行,并把改行第一列改为"ggg"

awk '$2 == "gmail.com"{$1 = "ggg"}{print}' test

输出test文件中所有行,并且如果第二个字段是"gmail.com",把改行第一列改为"ggg"

awk '{IGNORECASE=1;if($2 ~/^[a-z]/&& $2~/net$/){print $0}}' test

打开test文件,忽略字母大小写,如果第二字段以[a-z]开头,并以"net"结尾,则输出该行。

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

awk -F '-' '{print $1;}' data

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

http://blog.csdn.net/hongchangfirst/article/details/25071937

http://blog.csdn.net/wulong710/article/details/41864929

http://blog.csdn.net/feliciafay/article/details/8282780

http://www.cnblogs.com/peizhe123/p/6516099.html

linux之AWK实战【转】的更多相关文章

  1. linux中awk命令(最全面秒懂)

    目录 一:linux中awk命令 1.awk命令简介 2.awk作用 3.awk的语法格式 4.解析awk使用方法 5.参数 6.awk的生命周期 二:awk中的预定义变量 三:awk运行处理规则的执 ...

  2. linux中awk命令详解(最全面秒懂)

    一:linux中awk命令 1.awk命令简介 AWK 是一种处理文本文件的语言,是一个强大的文本分析工具. 之所以叫 AWK 是因为其取了三位创始人 Alfred Aho,Peter Weinber ...

  3. 优化系统资源ulimit《高性能Linux服务器构建实战:运维监控、性能调优与集群应用》

    优化系统资源ulimit<高性能Linux服务器构建实战:运维监控.性能调优与集群应用> 假设有这样一种情况,一台Linux 主机上同时登录了10个用户,在没有限制系统资源的情况下,这10 ...

  4. 优化Linux内核参数/etc/sysctl.conf sysctl 《高性能Linux服务器构建实战:运维监控、性能调优与集群应用》

    优化Linux内核参数/etc/sysctl.conf  sysctl  <高性能Linux服务器构建实战:运维监控.性能调优与集群应用> http://book.51cto.com/ar ...

  5. linux之awk

    相较于sed 常常作用于一整个行的处理,awk 则比较倾向于一行当中分成数个『字段』来处理. 因此,awk 相当的适合处理小型的数据数据处理呢! awk 通常运作的模式是这样的: [root@linu ...

  6. linux中awk的使用

    在linux中awk绝对是核心工具,特别是在查找搜索这一领域,和掌握sed命令一样重要 下面为awk的一些基本知识,基于这些知识,可以让你随意操控一个文件: 在awk中:()括号为条件块,{}为执行的 ...

  7. (热死你)Resin https ssl Linux 配置,实战可用

    (热死你)Resin https ssl Linux 配置,实战可用 一.配置resin 1.在resin服务器中创建目录keys文件和openssl.conf,格式内容如下: #先复制以下的内容: ...

  8. linux 的 awk 使用

    linux中awk命令对文本内容进行操作,其功能十分强大 1.如:查看一个有几百万行内容的文件中第3列数字内容(不重复) cat test.csv | awk -F ',' '{print $3}' ...

  9. Linux中awk后面的RS, ORS, FS, OFS 用法

    Linux中awk后面的RS, ORS, FS, OFS 含义 一.RS 与 ORS 差在哪   我们经常会说,awk是基于行列操作文本的,但如何定义“行”呢?这就是RS的作用.  默认情况下,RS的 ...

随机推荐

  1. STL笔记(に)--vector容器

    Vector 1.可变长的动态数组 2.需包含头文件#include<vector> (当然,如果用了万能头文件#include<bits/stdc++.h>则可忽略) 3.支 ...

  2. struts2、hibernate的知识点

    以下内容是我在复习struts2.hibernate和spring的时候记下得到,部分书上找不到的内容来自网络 以下是网络部分的原文网站: http://blog.csdn.net/frankaqi/ ...

  3. CentOS Linux 安装IPSec+L2TP

    第二层隧道协议L2TP(Layer 2 Tunneling Protocol)是一种工业标准的Internet隧道协议,它使用UDP的1701端口进行通信.L2TP本身并没有任何加密,但是我们可以使用 ...

  4. 文档对象模型 DOM

    1 DOM概述 1.1 什么是DOM 文档对象模型 Document Object Model 文档对象模型 是表示和操作 HTML和XML文档内容的基础API 文档对象模型,是W3C组织推荐的处理可 ...

  5. Diycode开源项目 SettingActivity分析

    1.整体效果预览及布局分析 1.1.设置界面预览 1.2.主体对应关系 注意这里的线条用ImageView来实现 有一个TextView是检查更新,默认隐藏,具体出现时间还得之后确认. 最后一个Lin ...

  6. pycharm中某些方法被标黄的原因及解决办法

    在编辑python文件时,会遇到上图所示,函数方法被标黄的问题,但是不影响使用. 引起原因:,如果不报错说明,这是因为你配置的python解释器中有该方法,但是pycharm没有找到这个方法,即加载失 ...

  7. C#入门篇6-4:字符串操作 string分割字符串效率比较

    //分割字符串效率比较 public static void Fund() { //1.用string.Split方法 //a.字节数组: //625毫秒/百万次 string str1 = &quo ...

  8. MFC深入浅出读书笔记第一部分

    最近看侯捷的MFC深入浅出,简单总结一下. 第一章首先就是先了解一下windows程序设计的基础知识,包括win32程序开发基础,什么*.lib,*.h,*.cpp的,程序入口点WinMain函数,窗 ...

  9. jmeter非GUI模式如何压测并生成测试报告

    在启动Jmeter时,我们会看到这样一句提示: 不要使用GUI模式(界面模式)进行负载测试,GUI模式只能用于创建测试和调试.进行负载测试时,需要时用非GUI模式. 那么为什么进行负载测试时一定要用非 ...

  10. Postgres 将查询结果同时插入数据表

    INSERT INTO table [ ( column [, ...] ) ] { DEFAULT VALUES | VALUES ( { expression | DEFAULT } [, ... ...