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Copy path0 - How To Bypass Cloudflare Bot Protection In Selenium - CodingTutz _ thiscodeWorks (4_5_2022 3_30_09 PM).html
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0 - How To Bypass Cloudflare Bot Protection In Selenium - CodingTutz _ thiscodeWorks (4_5_2022 3_30_09 PM).html
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<title>How To Bypass Cloudflare Bot Protection In Selenium - CodingTutz | thiscodeWorks</title>
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<h1 id=post-title>How To Bypass Cloudflare Bot Protection In Selenium - CodingTutz</h1>
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<p><span style=font-size:12px class="grey-text date-stamp">Nov 28 2021</span></p>
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<a href=https://www.thiscodeworks.com/tag/python> #python</a>
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<pre class="prettyprint fs-exclude linenums tw-ta prettyprinted" id=code-snippet style=padding:25px data-tooltip="Click to copy"><ol class=linenums><li class=L0><span class=pln>options </span><span class=pun>=</span><span class=pln> webdriver</span><span class=pun>.</span><span class=typ>ChromeOptions</span><span class=pun>()</span><li class=L1><span class=pln>options</span><span class=pun>.</span><span class=pln>add_experimental_option</span><span class=pun>(</span><span class=str>"excludeSwitches"</span><span class=pun>,</span><span class=pln> </span><span class=pun>[</span><span class=str>"enable-automation"</span><span class=pun>])</span><li class=L2><span class=pln>options</span><span class=pun>.</span><span class=pln>add_experimental_option</span><span class=pun>(</span><span class=str>'useAutomationExtension'</span><span class=pun>,</span><span class=pln> </span><span class=kwd>False</span><span class=pun>)</span><li class=L3><span class=pln>options</span><span class=pun>.</span><span class=pln>add_argument</span><span class=pun>(</span><span class=str>"--disable-blink-features=AutomationControlled"</span><span class=pun>)</span><li class=L4><span class=pln>driver </span><span class=pun>=</span><span class=pln> webdriver</span><span class=pun>.</span><span class=typ>Chrome</span><span class=pun>(</span><span class=pln>options</span><span class=pun>=</span><span class=pln>options</span><span class=pun>)</span></ol></pre>
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<h4 style=margin-bottom:30px;font-size:1em>Save snippets that work from anywhere online with our extensions</h4>
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src="data:image/png;base64,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" 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<a href=https://www.thiscodeworks.com/extension/firefox><img 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HnlCDhCP7961Jhy5WBuXk1cE3QO8Hf6Cl20rUOwMA9PTBTNT9Qtuy6aJrJ/GKIAX6+KrnoucrDeEma4KavmdA2Co/uDcMYYODi0cEAJ+/VhzMJw2xpUnwxgFgZ6Fp6KWXY3b27vbkKr1kv9SG8y88CGmYk4UiycHBwe7EGDIEBog2qqUfgq2DvzIUHHpK0UMfbroViWpGzQS/82DwG0L0efJretR4IBqH4g+FoNBo2TdRV8YfCoE3GAIP96GAgHF6/QRbmuknJYYZEyLC3l8yt7t9dN29OTpMwpNo50vAtYfMHMy7SUUTDk2CoYeH5FARDYP7ksBvBA5QBWAgxAjgNnoM+PC7qNbdtoeAklRoyUtB7/fGk1Zq441Gj1xs/VDJJU0p11YFovmuxZV/edpTB9TzvEbpJlFdFL4loWDnmFilDLA1Pn767dumqxNFVuufQcBLQII1+TrQQoHAENFyyzEoYJAmBLOiqGgmFqjsDHGdTKmVVl15MrcO2bKEchIcCBlXtDXyZxeKm5Q46THsYGBgbUPSi9ypw9PeHYY03Cu579UZj2FH4Y4MhizfreXkmQ4aoNili4bu0mxQrw54cg9559/H6RqKwFIbTk6vmN3SOQhpm3COJAqrG7UUmMaa2CAa08zw1x8nHzXHaJARcG+R1kor8ePtDYZR/QRgczwwGnnHcimn3a1vwkuy+LoOkosk3SheAMccwrEUyN4dw7I2S8vhSqxnwkt6cvfghihlmlGHqYnoBDSgNhzsfmzdX1RO6lwnBcB7cFHQeDZVfQ9Mnoz+YipxJFmAN+kmZZRYSKAOcj3Gz6Tanm4uOgjCZ7bXBWPMNz1e27ruwSlmnVGrDYjKKkKn+B4OBlWCHenXwkxob6uDmMGQBBl2tP0oYzM8fPpxtGDOgNBw+e/bRJRROg7tcEQ/xb4QHPQMabm7D7j+kIQkBMYL///aVyVvuLnCPQxj0vh8Os6VG3bCn1nBMbOKNPLeFow7bTiaxpkNxCvXDuZzsirUs4pBZw+oXwiDuNzwIRztwdLU2aEM47yqbCmHSTVpLGUbQESAMW4P5v6a9+vx2mTLMuEmhn7S380vlx6q8r8/5eRKHCIHjxHOkwb2Lbf4odJiiRQfB34NLls3lcithUPs2GP5sC08oZ5kcONO/v/8Ss3lMj6IRwxiDReQ0WVCelbcfWgGDWAZDRlu/Qii1Q3YXOmvP6hKfmw518BCG3How+EMQxUcIA4TPr//xeSZm+FMcM/x5Qcyw9/TjJEBB3vItwiHZjuOHp6fVm8vdwlHC+BOqkADi4PaCAwzaKjcJYYh9lLjLTUW6mUwuOTK1TCQS0aBIp09Sg1t4TVoTBxlUXXeaYBGRl4QwhJaeUoDo0dSmtcyMMtD2NzQxUMFSG4KjCsewft2R5Oio4wD6fx0GzXz1+u3Zi3sow9PL99EN30IgljWA4apyt//8KNGiuDnV7j7xzJrKMAVDos/FuQxAlJZwuNB7SrohuCaSoAiFXGSlGdqLJD9CbhthoPKLXkXRzOAVQqT6+kgisIZWS4GqJTFJ77/UBTMjUj7VKhg4GzgG1lNUerqK+aR1K5XooP8PQ/TlAwxvzlbFDN/PjDNEMJxGNEgg5iOBd889Pan+fL2/R+JwVDhK+kbp9ttXJZNbmLMLYDBWwKDR7Vek4zIlDXTGaTIOxxIGvMaryCST5kKwIPwQaRhCzswipbMQBkxk8rCANrT/oC5aznUI1iZgCCYDRTKQGtGKthbztypiUOyabqhFU7Fquoq1WNomMGQ2hCH7H4BBiIcYsDFNMw3Dirk9SWWQtwKd4iGpEoRA3E5Oqs27vZ1dYqEgiZgjDAWEIbvwtlZrKQMaVRBYs+h75ZGJR8YqfN/XaP6PTLnjrbBhMddMWGGKcMKOCM4QJ3rAvouU2tV7E9ogIYWF5dIjwiiYllF9hMnlFKPYbGA/gn2bSvoSClR3i7tGUzFxyYo4QhNKqwyRc1Nhpgdm2uisgEGLHD65SytgENEbotQq9EQym7QxDFkzodViYZ4k2R8EkxqpB/mDVcg0375MwTAVM/x9/gh0AEOAQ8JbWtzgRdWfb3d3dlAbCohDoTCFgRSMwlew4MWjOWsoA1q62cE5N61WxwzSSYJbcomPBg4m6pcGxeFwOPJast9GGLjC/ZYLy/v9/rDYLPkKFYCTXUKfjTN5YAulvuHgIIYzaOFTXNKyeSQ8YMqmVWp6uJXuaIAZLYXH51ZY8k2lkiUnjSYsgNnBKlyHB2K1LE0sScJSAmqQx5yqonHXcdS2u7RylvaQsVATwSIjGDIzMMh9QImTr6dnmFpFZZB7vhEM4IlkuNwcdTqZubOvNfqu5SwUOYRDvRDH12sL9XELMOQuQhh+2EwZ9gEGoCHGgSRiMRSwrgp+0sH+IdEwF4eC5OHy4tMn/ruUAXpLq99ul8vltqwXwrBXeGVY0q63kA7FnAzLeQd9/95YC2AAm7XG/Xo7j9MUDMfJl7tjiwfZGXiNPypTq+cNWfzRrtflknKtpIQnjzOrOaq1e7h1VTfy7XJ30DKV4IhwqkVDvqfd7SSTXbhXokhluOV2rQQfy/3JpOJOfLEUBm734ShG4B2xTg0eDbUld5iHj1eEbVmdjmX5gkRxMQxUhQWCY3daNJ1HYeQkBm7SfWBADDXb6sDmLBtEk8+b/6HRlBVUZfl9KsyHd7Qsmky4iPDtpFbBS5qOGb5bMM4QlGBIN+mX99VqNRaH0/BfCoh4MQpD9f3kS2HvcG//eUBC6C4VIhDw5/bT5eVqGPQ5MCRch06DqvmoTp++KiZGBha5OhMGFmF7ZUOnog49XwHvF2LtrKLY424vVfln5GtjXwl0mvn9aF1QCRJWy+JMBhl8cMV2uz2sZTXCIkL4zLpngedDkQxXMP6mfTM8gflfaefY6yqVNhbiUoUV9MNmya1UKm6Ji8WZMKGxSRmQG4Nzh7W0dMTa/M4TGlPM1mBYw4r32mgMjDIh5zPMukmAGfiaZgfIBjzrteEAhJJpihbCsHkKmDPYnNfHzqDe6Bab2EeYczICdmky6WAFLoZ1dmlMewBvcDuCzROSrZAAcerrNAwzNIQwfE8NHn2E9g5oaL7/MaAh4SzJCEI+iggJngAM4Ccd7O4QDVGL/SMJRKGwe7l/ebE0gNaXw0DK0KCCbjWEAUKDIlln3mVCsUd5Xc7JgfPaYhmAIctZq5uXhR5GVAQLrx91Aj1X/L5cKVcHtVGyHJAECO2Ht4Y9wkO+SDd0BEM3uk2AKid7OrA+nYq/y2BSmPOClsshon06NMOoWWAJrONazXGl07T5krSwxj0qXMcog7k9Q+25ytzemmJ/vzKqGwQo/HEaxRLY+9yYARNpICKlYl0eMLzEKRcrJuARukmbmRpOiDJLxYaDB07fkOPUiyVzdiQbTnG53Rti9TF0LZVhW5Xl+YbhNAbQqcxseVvjDPz1T2cLY4Z/s3auvWkkWRjG1e3qy+ZmeZwwSiJLEY2gLdpidwcZwiXcQTBDJkSxd0m0SiJlx5ovq/3/H/a851Q33YBtnE05iQLGbSjqqfdci7UyPH/+4gXf+HZ9+ehR749Pn64vVhWmgcdfs+PvCQfmllGGypd/Pzs7JmU5OUsNtpbkPywX5ZP8p9+0c4vPcAcM5AoJDP467k5bSo3XZ6mrrXEtSkr9vGGR6z+UbnTo/YlM9atZzuiXG/ZUogyceDYbftzyCaJmYwVjS+MimdJy+i7+RP6oPbZE9l3d6Jsi2zn92BoGq9uXnoz+kpf2oBG2Z8vxYqBuUQYdItc2532U9NDUJ+18pLYGtVEkZY2yHr3WNLwJBnKgwnbLi1+tB4DrbZrO71KGw5xWg1pdXjeuhcn1bEjmJg2O1QXeRRIti7YW25emFUy4Fw1papzNcMAPgqFw9St8hqyddLD5gW4A4XeG4frRCuPiurEiGCqvUzxsErE56DGVVePzz+WnT54eEw3lNQyGAjPK+eN//ks5368MmE9RBh8wHCYw8HY45W4EP+5Ss2uBrNFGS5Y67eXkLhAWXlwcPkSABib8xKDAKTcv4iy0rJWaq7nzstrypIYPPxmBLVyNq+hK7bHUDRU0wj70DdvrNyzFIahCoXBoFZt4x8lbaWvELQ/DRu+ierGcGmXY+Upd66Luk5UE/XMU7dqR3xxYNxjs5PnjWfulVrPZbIELrzQvhpMdPkMBpuZMugVH8nAsymg2cOf03O8NA7lejSGrgj/q0OXqJZ6kKJr0NgtmHGsR8Run1LKJKY7qzeFk2ClFNs0keVPpiQhupUHfq9UpSGDYpQymUu/o4MHv0vX27XJ1irE6PwcLTENljcNuIsSUAguVVe8/D19BGo4ZhXJMxKs1CgYG6/+CIbgZBr+tei078uN93Z/iY3fJRurwyvbsqD6bTheLaa1Tins6se87OT1uD4fN5nA47JvdrSM3aXQRWtXuos5bO7aw+qSNMemXzD5oj6ZxIxp5up5IwzCEr8EwaFQYgS9oFa38wNGD6iBstHvKvRkGVG+zqcfCZC0I835V7ZAGUS381k67OiiGxV613SSLzp8sJxvKgLhaAWcq8Otvzas9cncHDXo43Rw2SFa/Awa3iupGP2q2G+Q902+fkmvFhuxS7YKhNbCcbos2r9Z8sSTnORx0ZyU0tQ+LOhWevX25q+A+MLy7evPmzS9/W9OwrQwviIW/PDhiGr6yMFROK6fCwiYPKZlIvhIWoAxf/nz4uIzQ7En5TMShfFY+y47y8V0w7Hag04UZDIMt7mQWBrs2nssax/5IvhwtHTbXRSe8fq03hkWhg2J3GOFMATsqLVyujA6LGGFxJnbvqBuGckdxrA9pKS5bwgI8Zr6K1mFvWvdM61G9y5EpsoDQo82/Do6vCfirXp0NAbveQJQF+QpdbFQbRUffBAM9xCI/g6y0gOvHybLqcP5tW1fpJS7RkeSPagNHSXYkKFab9Oo65EVsweCSB4XNpDTrBfxwy9JhY0KuVrNZur8yaF1tQStbi9CVZI1ycDmbzNA4ErcWO4LBaw10t+7Z9HYEJr2jxtM+dGKq15bSHWEk6z4w6HcfiIVfUn2fD7aU4Qj3CAvfrt+uzkUbMAwLm/ogS58pyAwShsrqz4fPzvLHT8lQYgroHz6BLIXC7TDsqE1aj/g8MfIAimajz8CA8zLs+ZLsisgvDRcDWssXy5CUQelpiV0Mr1V1OBtG69hSg7nYCX6Hj72QpDK5lTWxoUdLybhJDJ6c9qHxq6P5wMVVNBJ9wcXEnE3ABdZcoaSDGod1I7szsCRyqsZ8xABZVe3AcuLDvcZhkJzUtwsGbXFdEiHFh73CTvKxsLfWCNx2Mtjs1mJsKUkY0JNzBvMRW052AoNMoKvCGZ5zvx0maUp68WG7z9u7fU8YyEKDGsMmspIGEPJJpn2610QfUqHABQRp0CAPo1MNTN6UY1HIqHjNeMoc567Tbe7RengoMGSUIWsmHRxBFw7YSKLx7eM5DKSYhdNK5VZ9SHEAFEDDl398fvjq5JhGviwsMA9pFPZSBkm6uZmxBcOWMvCabOJdph2nKKleLCPL6nXE5+1XEUzXbhCgbMIKaYFiqUQIdebkLaQVVxNtMuUYEtEgD5zNHOz48xDvYJz/s8JZJEGoqO0ojq8GZCiZEzXajpbMSGMEFDwsy7gmg6FMfOdtGHD5KT2ROrFqmrO7ZESijnvLXwhQamu3Glq5cYoXAf1xe8RqRv6q1KLLDGq9QFt3f+FYOjXDyu3WWfruBwOO7oHvNBnQ7Oo4+Y1o1aLPbepja617BcAA175JDsJSqbh2hd8P0m87Wih3z1IQ9x4fcXCo33/4dcNp2My6HRzgprgMLz4+Oj8/TY0MDywSm1jITfMAUoY/Pj/8mZwCGjh5rCzKUE6RQOPpPmbSNgxuog5ZZXDTZhJNPbJh/UVgoZiPy3NIGGqRfA9LM8BahAnOUVAxnjhVlxiiNSaHYViXHJGJYoK1Qz64jL9zyJb8YGhiVHywksvx8+7IQx7bqy8tHIepOHVGNJBP7TobL+yGLCvWE0djJ6QlUkPIpRl2zVEblbeutUQEq9TVKqm+5Z+wgjYjnIVBI0/jeyUkQnLp+VVqAQNPkm575RZczmFP4fyKMKbgCghR7DV9zEFcRGlgiEY0kZiupJALOtgFurOxlhrHO2NJ96lxcvVlGgb+sJLNT76lfx5INffR0fOPb8+JhjQQlS2FSKiIb79O7lmtvjQ+P3t8dnKcx6kaMQoGh/jWCcNQ2EMZuH3BTf3dUAYDg5OBAUuuNA2EEYFBUnRY8wMtM8gTTW+c1e1LQHYaJ6KlhJsDSmsYACH5v3J3a6m5PjCx3jTi/0yDdGhjWOO5qIU/CzX5ympRkmfGcan9YECR3kWdlGARt5ya8C8MiY0qb7Tk+PS7VCpl6+QKhUCFc24Vz8KA1evhfIFcIaGB3XxaviWBYc9IDZdqITVu97smirqmKwdfDZHhsUpgcHLkM3Bio2MymSl4evDKmqFy9yzBuA8M7uWHD6nY6o7z+BIVQAAAIABJREFUJSEMMQwvnn+9fAsYTs8zKGwIxJqB19k7yfVeXfz32eNXJ/l8fHp3zELydQcMaZ+Bi9pgtsd/ld5lJu2AYTY2PpiBYcHJALJZtIHBNduOCpueZCPkDVjD4Ccw8AO1Qm8NfqPP/uu6LyEIyB+YxUmNRM4AoAQuuwSDZAjEdtfO/srgYl/v96wg4Y6Q5AOc0o+j6/fIUfLrS+WmYHBzBRaTzpaZpBDlpWdmbcGABnCbfYa9YIAwkkjiSWHFu4U1DHyqjbY454LsYwKDqxZcydJqKNfJpYTBDTgnYtclDersScPeZXqXVwaG7JF6WRjiA8WOnn+7gjSwOpxumEtbPGTHKf6sVm8v8PEl5bzQUE6Ns0Ql8oBB3dDeI6FVroBYcM9zpgM61Ma6Bgw8tmAgHxpbThw3QeE1qns4tTNqqEwrGtZ4W6JM9V584owjJdyxzxBXZyt0E9ix3WN2Xi5iRclEtyTmVnLOmKuT+2j/tdy2pPr6uOTepaDoRRCD0ZHIisuNPr5PdlKmcl1ruJ68HLesatqcPX+dZ0AtumvhuSHumy0hdwqIH889bvt091uLNAG8T7D9l3aTjW0yxvkCnFkxwu4cAobIHk1d5WYqW13jro0ulP7x5+K77y6vru5ShnTT28uvl49iFrbV4fQ2FhCOpdHDEfWQhnxWGhJ1IBie5AFD7g4YolGpNCplBhYzr8LgFhgk72ZkAW+AdIoBhnj7TzVFqOWIN/VRV90Kg1Y1yVjTRSwnVYrqyGmULZNYqJm6bSS058IZ2U7WsiXPrB1ovX9dND07ckCjRXxJSZMjbJWKJ4kP38QRUo2tI6TgFG/CQGCjGI+uqzaiMdLNAZXbFwbZ6asIAgGtLRuepgZK7ze5akZg0AIDKb8rTVIps95F7QnmPffDeyn0u/fvCQah4aefdgVXs5UZL19eX8bKkDaXEizWOmG+zB/5nlGGx6/K+YSGE/5Kj/yTk31g8CT966WGv7TuUgbbN9lWAwMbyGjwRw3R/4g72582cjyOj2Ym9sxsFSFxQeik0r1ThvIgBfFio4CAHhAICLZEUG0u9FB1V14EVfz/b8+/B3vssSeEE3s1fUB0NyTBH/+ev+5nscxqMAz3yMPRuxgKyAEY6IyGh+mLOHNgAFLKa+rzID+JY9ohSZEVh8PympRezoaxPQf00orRKdob6IfEhKlyuMEAmdR9RuFz3ksPPMW/DLtWfRjUi06Lw5M4C8JQUACtnyS+T/oQsab4zOEh+uqbV+GS69FD3V05dvuxrGA4huLOUYLepl09ytAtzKG9LHr7uaLy9pZh+NUSmPzFp0Hrcf/1/b/INlRI+P7Shw/134yJguHOggHluysStJ+0vNShOejm3qQ8Z+2korAUJtOehqHZMoDOmIpRDQyYHbomvVY6CnUTKfeCb5Ezj2FGwDLo/w5CO3yQ82N/Ip+2KFoG1HKJWCv4hqLz3hGkaNQne+zrL/pjBhe6QEFNydMHUPlTj9WDfJKBQTl7UEbJIT+ceQPedRjA5ds9zamqKest8lzKsGAw6Z5WFgz88ZxAfTO/w0pnEnJSxM0sGCBlUff5QUSXYfgTZuwqGBo0AfxbS/72BDS0Kx48IBrXztev/5kRDB1FAuCwCTwY47BNyaSlzrSxUU/WYahYyIvei5YB9vDevsgsGDIMkqG/FL1aPMsjE7WJrTOKbNWRLi3LkBYuDAL2T4r9nCEYsIpQ6B48vmJIO0q98z0wGihtIeEMWPDnrA58OMEvaUyHR3Gwlm4rzMPhD8Jfae8m8b2UFrpJqQ1Dt4XSAilXQObCQAW68NK0JCcQxqhnVIZgQKeoSK+lNg0AA+LhDf9IhCG1YHjD0VAV0ZelA0N1Q0MYBphr+Pjdsg1sHgiHnZdhGD/ibQ0AA3wwCo6r1FlZZhhC8oUahpz1r3PHTYLdLDUMqZtaFWwZ1LYW1lAjdIfyoQ5DCXAZFaRsSYYmFkl5kZNMpS6TBi0DNhbh08Fken0zQzsdd4Rj4xDdiJglJ4c0TU1u36chtGYsDANuDdDcT3Bulaos5Fbn7rwbjSxAZO/sRS0I4DbqyW48uoKYzD9/6zCwW3NydN3v96/719VSn1+u04GGUUFRXIySUgZiBqw2pumBibQIhpRgyOZaBinfjgb1XMuuhsE1DSEYeMjnI9PgGgf49XWnAQcOMHa+jsdTFFrd7qBpIBzQPOhgurO5urLameIFPnNggJBWT5lVC0tBc2EAt+Qak3rmVFEblQ/1TyeihOO1tJbYuiqwGRz6JirLUDiWIco0IBQU1Dez5PgAakk3QlT5wvjmnMYuAIbT3bgSmVkoZEAvCQPTCgaYEILpIHsMBlqWuHDI1ZLMhsGddIM3Tz1uen6XBGAAK5M7MLTi/VM9BGItfMOoX/VmgwShJVUT668CHUz1c4psGJRlEHUYIPiqwSDfTNcPHhFhmFODrslkAAxrSw+zNrlKH4iFnZ1xuz1oDwZt9XWXgg87+o8dgGH9B4oOk2VgFrR92CQoOiudzmPs32frzDOoH9bBHQ4fu7f2QI/QC5ahd5lgOr2CAZOicNJf9QPrkEoTn07mWAbaIvjFi5GQAcuwfkCtqzk4HwYGMbruQfAOr2jjqIzLV8CA8spFr3ekTE3WsmCAUN7tT0oGh7DfhwEYWj4MXWyqhWSyDFgGUYdBxFgqsC/NwHcT2k5xqgplmntHmchC94pKrGlAbV6XArVlEKJbswwBGN7ONsBes2AwjpJHgzYMOP75cUnRMBm3d9poHNTfk8Fs+nCv1o/p0wC+CBwYi/FBmxBlGBiGbXaTKhpM7NBZXYZkUhMM3MKt3nCQl/S0JbMXYAAp4mMHBglJ9ZxGR5yfph5q4SFPiAUiL2ZoGRgueA9clcIrkcgIpYGpabYkGOiYhIoXlvv4mbIg2SIwSPAZeunhXWKLlikjJY/Ut4Imq0xvZhgnpZsrfBi6HgxRPICZHipjvwwDWIa80G9czje3gCFKUM8C9Ch1Q1EYBsjDKWdPf/9XWYa3hKEVTf7wgwYvarAMA2lkrH2fTSbttjIIk8ns6eEeU0NwuD/fT2cTmwBrjb+Ovz2j+rCCIUADLfUv999ENB8GLDUJyibad31yAmOOZcipPOvCoLc9/WXDYGaeFQy852zL0OLtFo/OKhjkSzBIfQ0bHeMFgng4TPRd74tZhoS9JCEzCwaydDn4SToX34JGKPXMtoxkvgVDyxcEiO/2sCadSA+GyIdBtoaXfRjdwD/M6t9s4YyFxNHxvHcs8EbigJsEMUt6uu/CsKBliLK3SinBi4mwVe8fxjJUuvTvAjC8r25GX3v4/vT0NHv6/nC/DHkhSpWC2/88nbAH5dEwnv1bw1BjwaFCxc/zYcj1PANdbMIfNRiKsJt0DlnqyDw0dH9t8EQOD3MW5ubCohr/NzCELcPoYD4MakdQwK9hQHRFdnPOebF049rIpC4Eg0ju0EtyBPS6FErgGLVudI6EAK89h/62YADtwtDtxtA8DY3VC8LAzXSo24aFGyhmSpjJgLeH3LaN3SYYxMiGAVw9A8PLliF7MxiAhu6thsGa7wm4Sdalnx/1pT1LdHPP8jL0VqzS1t6EqZ0fs3YNA/SpxuOtKWmrkmXQ/49Lg/rk8bNovAdDu0k83BOF5mEBhoOqa9VJreZu4w7kRzQMbmqqtj6daDcp8yyDRMtAD1GDgfYLWAYDQ8xXV0NXLAaPlHQtIANUyu6CMEArqOIXGj5x+kK3Cqm9LEAL9pR3DDZjVDDUHINAzABvMQQBZ8FJwiyzYEBJe9Q4sleMGTloFJMatrwRBrQcOb6X0BvSoj50YxnqniHBsP9n6OFDAH37z9+tsptFw7smGMzd6CvLKzCmg9MJuogGOGxv38/GhABQYD7G4+EzKeihZTA4rLpO0+b9Y9J4KYy0YXA6AuQiMKR1GNAqb9BUXA/uDd1rWBdDBwbPMlzQLEMzDDzV3pd4uS8lk0ZXOEddUPb2DKZWFoYBm74hJWlvQxooghChB4aG1GUpn9MAgxczRN15MEQ+DLp7XqtFq5eA5qJFwmzzYYiwi5FgkASDbRlq2/VPhiEyMIBl+JXauBvdJPvWzzWW1qtoMIWDze2HSZtQcFhQXtLfNQzckLGK1Tfdq0QPgfFzFL0ShkjWYQh1rTZbBhXyHZ9oibzAKkXUZBmgin3Bd2tdjIR/+kbJOscU6VGkTkzeQnBi4wBqjwbklNWIFoYhGUBG82J3f7e+9i/3cqx1s2XAsaMmGKIADPt7XGX067w1y6CbKqpZQxPY0qcRuEkGBr+JVJYxDq6CmyRbNcsQ/X8tQxSVFgyulNi7uTCwcWDLwDQY27D55FoF9Wu8M16fsujwpoZBE0GmgUOP6Zyb0U0F2nQheE7SqyyDNKlVzJ7OWfq7OZZBF91i2e/xZM+W0xnKU5TYsI3iHDdx1uIAGjKe2MTdx3lRcG0SsWgFWki8JQJmleAqL/oLlvrkHG92hPIeWwbAXb1hPgxZFIBB3B1icjYEQ+TBYJ32VgqQW+kxgL5C+f6mlm/MJkFFUMPwEy1DNLFgaOjI4M6k997l6MY2VFHDpm0aCIO2DhlmzyynulkjwfyJVuLx85yL81zLoBPE9dcVsAwiGDNEOEZMHXwg3CIyJ0OVQdW0zOw7dRzLoBsWRHa5QZbhYOgwqmEY7FF2a2OX41oVYY6uCu70gOQkRPBneC/WIjBQx49uzSpScxk133KqXivYGW5NAv2BnK4CXQSGAcCgLEvoqQjXTSKl86gRBvVES/XGc99X1gBDAXpqaFl+ZsygnL5bGnYzpuGXQOsqwqBtg46h12waTNjAPXcgNlaxAEt5SVOtj7S5GlxkG+6/zdEddrJJmfUj8GHAMlBTatVud6PME/RCJzCJAq4TDstkpSMy78BQswxC7FLljpubvQr0/jkJ3JwONAwxjBmD+IZiEKfN+MbEha6ykhIaUanU5SWCQZHJ0k+LWpAr5aKbl1yXATcJxn1gsDogOBOoMzgw+J9C0S3Holt4B8K4bIHi4ewh/jTLoAJ4DBp++82tu9VEMkAYwKKh8pUYh5UqhF69f3i4f4YaNa6dtl7j8Zdn1s/b7qzOWdPP2bwT0bYM5ixygdAwpE0wOJsCuxpSk/bkkRw+vs1cdWauM8n8Fu6sOvpPd5P6ESixRZ/++WCY4PFHnhOqefdHKDJDM0T7C95BF0OXTq8XDvgP92CaH5qLKFmKPVD54UmyIAxgVmHL+fMHoFD5ShgETnFCE0xIFVeSClp+sBXry1t+XsyQgY7Y725/0l+8/iSUjDHFBpYhNjgsceSgNvL9w+O329svs4mNgrYMU6OC4cOwbKzD8uPnObvhVTDk6QIwdOOMpgnQq85MDTggQROwDDwhmsXrh7m+iNq7cLOkWwFTjGLjqCVptidFFnCGrjyCSTQtm/ISDCheD3Xbw7vhydBb6kswA9PT97t1kTuwQN5+DMMATd1pcRwHYShfDQMO6vI4Xu2FgBLzMYi1XUlhbjL6aTGDggFr0PX+JD+3qj7UP1QS9WQeKLG0hjwoFGZfxrTa9QURgxGE6bgcLFcLys/xvBq76ybpTerD8CnoJhUBy8BNxNDrecdSGiQewTF5DbaQZaBmThqXuxh52xmeDrv0l0aM+xiaunvFxpGIJY3Mk6MkxYs0AAx3EOhcj0i5KaEPvvxU/T45xeY3UpTrkjBm7zIRgWDErzPQkHd+VAr5P8NgH/3/Ze5ae9s2sqiWlGdGchFsocQwWnfRAKSg8gMBoighCXpUokyKEFu5kRE5RoIUyEJI//8f2Ln3zvBNPYoE3XFiGLZMkfQc3vc5wNjRlXbJrrkOmNfp6lGesmVoihm82gv5EgG0DUFD3jTo7Oq/KiH03fVL+fPD9Z2yDxoQgIl/32DHEuKgCgX5vTcfMp6kzBz0blXVjr7ogZfE+IWWoREM51gG+eAkF0f+eEZdkNUEYOsoGFrI7DhARiGk1i7HDDD4CFYDWnBscqvgYU2mwKC6mGr9HO1Oi9fCJDJ2vy2MHPGKuEK2EOjPMrDgPfBog1mM+TB4CezErdNgsASOZ8sbbHJeAYNxGRggXkL2cswc1KDBxEQAEuS0zrUMXwUMtN5kftKPGgzfFGkmdT7p7u7lj7QOsH44ZCHEf9AqvGhaD2/eKULJn8gw9AgKGgRoFQALzx+ZxRuK7JipK9YZ0lj1PMtQF0BLt2BDhQaipy93goDUoXRtLM7rwYBD72o+FKoFMSt6I/JssFcN4LaOFA+knSA1TDtcmDTaAB06+J2Nc9JR4i3lJS3rN4UtGFK9JALPxGoBnSXSwVSkeaB4p8GQekU0joMJHpGvIuB+LBfdTlE8whACGN6kRltBcJvKJSAqIVrnxgxfDwyW/UQdGXmWyTKB0rd61O3u7o8/flFGRGPicHh9+IQOUjMWos/PmgNDe0kpAnKGodeThuEYGMBN6rQ7Z4KhWmfoVMGg8vDIkeqDaSiBgRnM5tkAZBUMHKkncWwNtvx8VfpbcRzFxNEerRytmJTk1o+QDE+6TZ7iqR9s2SnTwIkJoJNErKk8LaNSeBIY1LBErVqhxypMexz0fgpgEDBOOtGoxjyzBgMIq9AQRR4MJ9tBkTikO60hvYSmphmwCQOdh/h/sAz249ucaXipTEOFTUxLNfzw/j0mYxUvJWDhr78+7/dHoACZpGdNngcTPLc55ygfMMiw46PZrHCpLEPnbMvQPd2OgSEe7Adsxws8w8jAQF2dhhMxkLitrTOkG0gImuwE/xdYmYjXgePO7WsuewiPgayI2CVdzSVH9F+UXu1iF9QpMKBCCeTuGyj5VVnXw5qH1ZKnDLx5xNVVBIPgOB9dAIMwgOhOMwNm7dIW0N15QfciMAjO+tCKJ3d3hfpLsyIEO4MJ8c/GDOqvSx0ZmWl4eX1dz0FMwfOnx/3T01tcv8mPt09PgIQjUJBgePyQo7+AmYVeEQZpGfvD76TDfMIytItg4MXSW62b1GQZrgROBijlhcmS5RoNQNOMDzexzew0TV5TdMNeYkPV0LodYCjlWV+lQaki+AMrVi5NlgF0lldKFxoe5qpqtnGYIk9qAIV6PMO8EdelLwVevWuQU8WVrgl54vBwBhIxsxgTQyQ+BHrsPBgkjKEO6SIXGZqGFAyWYtO/hCoGXEjojYIBCVZK09lQhJC3ISvb/9OWoWXtMz/p5zS5+k1VqoFSq4c/5dbfP+z1asofFQOGjAbj1atSBgnWDf67ff4vs5qJDxotQxMY2mdZBtAkvO8oKZ/JmEPnBTXSmaa9mk3VrjgOBhrPpxJwmFJdA3F338fiGjJiyu0AYCAnCTi4ERzUtgAxMf46VmuPgIFGO8HFMkQu85sHA2abiDQSjb8J+j5uG7Sh8kU9IYjgC6cXcrSPDPO+bTINKRhARMLZ4DnmK9Cn0UC31/WZoUTk00MSBSx11bfOjhm+SmpVNRlaaT4p7yhV0XCnSAEQDaV1DAqIBT3y/wqdpKJhuFFY6EHBjR8Fw5GYoQqGmnmGqmWwcOIMjD9Zh5G/cwQpEtj9MYiQudBjkZ5RbQWa49DPzNUyoD7o3aIqeh8Fa9ApmoIsBwyeLSfUSQG6D2lVA9OrND+pHvkNYJA7GJ+nyP9aqILonclpzB9KCwQGS4YkobwOucMMnm+wA6ZVfM8iGCSWgI5y4EcmgYHmQVvEtOoW2zFOgkFgqs3tjhbyzK2MLhIpmeEBkERpsfuyOsOXF063rLTuVpz+LE28advw/XeHp/2LB/jATy+OL8CCpoOh2f/b27JR6PWoqUNGDExcnbQMRTfpkt6kWsuAdiNG8nkqg61nC8/zFttkErapMrbup72D9ZaBIzfdpqsFEqfreDwcjheze5Ilcd1usEDtZSQB7lBJom9kFwZlasUng1pvzTcBFUq6SOnNCzYxswwt9JOQZ9JSCVR04kYL2+S2pVs6zL48lcmcAmieMwKotAVFkEjLI6AMbjQLOvOJ67bzqdUznreKFGe0ZabimMecgbFCQRTIOGRXZ53fm8SNLw8GrsfdfikTKBXo6TNPCdFw5pKx84e0mxX/396WA4Yb/QGpJAs7vGpvcr2b1AyGsyyDSneD6CHkNUDRo+uGQRCGgy6qckIYMBqmFH/1lgGFdszVWnGFQdPyaIptEZrtWMYHJLyAThKKQYxTVlYyDZReVWSWzWBgJvZYr9FLuqop+8JAGszBYeupzvYPkeg4iB3DUOMPMhxau51gDDPTJTBwZaZC0OwFBMOYBFsmYSdYxG6xznASDuAOYcagE8R9UCthSiplPMH+SBlJiRIY2mdZBvbFLQNc05uyadDpVfmvYBo0ldjh/ZloeHjz+UOBB6NkF270Atvw/JEJAANvBoNAy9A+0zJ0z7QMsFmcxFX7lobeSGwQ06Xu3Itaus5QMwOtyBRljNFXmoB0ENVFh/Ym8B1sA2S0L9T4Qq6oBU98YCLDYgUS09QLcoAwadxFOScmGjYjWo/7NurgaoZf1BmRUfFm5wDvF+PR0gc++5i0c5WblGLb2M0RwvceiAfJ19vL2RxOOloMLgQDypwPge21HU62feISi/pegqwaYcxzfb7HGvWUZWhDAI1yYMaXB4O8ozaF0L+mMrjXGg7VHiXVr/f+LOPw8PjuOSNIws+3FXuAA3OAh3e/Qzh5FAwsBwaTF8CQ3zamnmeYnBFAqy3mzAIaOVN65vgVpBgDf5Xz3XjNDDSB4cqGg4zcbmW1pYdgo39gm4rQvt2eK+WSfKtDQlE8utENYMAymXz3EbDCNwyKQwRNGbJU3016Z9ugA/qjwdqPF4vYX49Qg9Q2Y7cKBm4YHpIhd8N7ePl2thmByUwc6CO5FAzgp+0winPDeTKL43i2nocYo41iOMOUSxT5C7aNMQO0J3Zdz7jC23LOAPSFaSdxJVoqhM50S67rKLl1HRrRcIartEezQMNsaY927zYfLNxkq4dgEOwEGBYDGko+AgauBA7zbpIJYOioiYL6QpbtbUKaVyPhc4LENBlHpsHzYEiIAW+QuUlqdF0+921vPei0MxTgMYLNjiGDjLQMKH0DBT6kXC+CgRpDOuTMsVowCKRTpUk00WgZkNFSVZ15hoYpGikXGMuxHas7jSODATtICQz4FB5PMLYBJWAYHILrAIm38ehSMEDwLdhwE+JtwxEkxTnmTsYM0JoDA2Ria2MG7FrRYKB6CP8KloG30DT8ViVQKnEDfJsfbDh8etofw8PD/vO757QhNe3NSxOpN3kkKMvAEJpHAmjGxqMQPfrEYQ30syQ2OAhhaTItYfJZIH8vCKdevXWFvehs1yGJFKom08HEH2MMqcEGeUd7BmcQDKY7o86tlQcZuTlhdHfu7+A5jzljJk8sgBWuK/2pyFI5wtMOBzJkr4BByddwvwMDAoyJZpkmSJqCp0hMEgrt0ulXZW5MyLUlRoXRQhIwHVwUEs4rf5Qjdu6G67F00XA4AmiOOL9AJgokTp3tfZA9JoDpeR6vlDa2lc8mbbF0CVno7PhK5C6GH3lpRCVOGwZ+YdCgRqGVaShPvFX9JD3YcPjU7CztHxEKGXnGba4Hg4wCYkItaAQHMKBJaAaDvCfOGJe35E1ZWKSqG9LLhkqfQ3ooK/rOuG/UJyyxKOCM42QylbsxmM4n65m3Ugp/OTAIRkfyxg4TvHoQ03SGW389H42CYDrZ+NulMLFUDHC4AjVb/O1VVa0ZeI53nj5NUQ8G+YSPN8kmWRqgf9jYGSRfuNjI5emudLw+e7wZgaYdhNJziXM4B2PpbzZxlWtEmiA29KfEpd8dTDcLByyk0Z9tEn/FLgMD1t4Mx0umLqk9wgG3K2GUek8QDDugax3rKy6AYZxsNv4yrYCesg3ib4HBqpiGekruAhpev5aRtDQPZUDs94+Pn4FZrJfrP8oBoc4wKDDgkNsRyyDdctW0LP/IdiMYMFuBxQLFocJtpDCRgaBxVcvwrclbTBb1l7vdbrhc9bHewERK0qW6eejQ8uCtVlFiT3OZyXeJnP5qiMewTcxO6p1tGSSrzIy6U+BMX56R0uKXwcBF5ERRBAwxRzajvAW2fJmDjJupMprcj0Mv9pPEj8d9GwWVRcuOHHhZ5QDSwJr2chHPfN+fLZYRM0k8D94en0QXgYGeE/bKo+PF3koesDLXhzxPtry8iLPCfLU6/wivKa/mc/xN/w4YCqbh5yOmIas26CGf7z5J+/AnlKJfyA+5np7eE7OYrh4U06g39O3/tXduu4kjQRh2WNluCS6IFHERAgpSWzxAlPu8wFgCQfagREEKivb9n2C7+lhttx1gMlrI/H9yMQMOCdifq6q7DpwD+hrPJ5P9wC80dv2lkgZsF0We5VnWN/7Ujhou9MRaZ1Rymcm8p+DeWoc/DEbU+qdoZG26k0K7DtL07ErmpumWLeYl2Oha+xIqMpTp8RO+st4k/XTAkBUDO9uxxzIYR6cYDKINZ/3+iqqqBN1OnGGjx1KTM+lofTcozfFuu2xgm+AfNU2Tv15V2t9vu+/EMAj94fnZhtHP67cuwrsWn/B3kmWITENU8Za0DVNDg26xt1gsF4v3oNf5eMIjY86DNQgBBw0C2QWqEdoPst5hHT64C//pfbPCjXcyMOjLTH46Dcwl8YfIuA2DTsTrPhGaE0EZymWw9e4lTOWQ7OJR+9cmBS4BA7t9iV7LYA+LKo/ddGkz9F3nHdkchI7JMPoF6OJTFsu1etE9DNkmtjjuWhPmPkFru6npg2FQTGO8Y3CapGQTQJvGufFeT7MMuTENrRjashDlKEW2IfTLiHtmTFo0GOdo0nKPtObL5fj1bUBN1bK8H4boZn3wLEDbAfGgWI/9nmgMsg20/SCT/iuxacPLsnGWRc9Z7IGbn+v+i1Fk6WvFQB4GtsnuT1LYEebRHUq4u8zRMPg7QumwSj2fmnUaNuUiGMLrLenQAAAG/0lEQVR5SRmF4+f72OXJsKDkGorx9NVU2ODr3VzBm2ktpnHwTITLv7l4ZA+i77myLfPx33V2MAzs4joChmApPj9jZfOy882ue85V3yrG8TC0xxGmYBCnbT3xSVOfwGCIimE48bd7GErTHbfr+W4YWksWrU7cfLTcKTAI3WiysfPG63yuol4ZCdvgcHDGwfo/zDq0wwTLw3i8vJ3djv/ZUyfhLO9Px+C7CcfB4O6VXwyDOBaG8uDQ81AYxGkw+IDjf4JBfA0M/CB/t/kpGCrlpeq6hqi93vAmRYNzlXzcYGmIcTBETJo+k0Fh4qyHPmw5m86Wk9e60H74ZzA0ddRJOPzg1o38WBh6derNPHUh/IxpOOi2kvjjfwqG/sTkpqeUfL75GThP7itgKLV/wpIyYtvQ7Cnmu4r5TkrcOIydt2Tu/BMeRBhzwYwC2YXZ3WwxHu/rXN+6AQNgOBEG+SUw6AylgS15Y4UNoVdGM2xoBQ6xbWDWwTpEIVqeMKtgWJguVPi8pvVKkffnJgEGwPDLLIPPLilzYQpA3WZDqwI0oqEjjHaNY7izZBeYQiTBUZgbu6B+Yl8X7g/KoEOvZ3wGX6ioH520o0taG9Gtttw+a8/tONy2A2lnIeYhgoj4MO7UXMXOS5qLVeu/BjAAhrOAoSxl1Q4bhsPkCNDrq7DhEIxDI5IORDRFbfi0lqYv3/sb5WUdnAUJsZ0E6BfBQOurzDSwJKUUDXfcVbK+EvOWmIFwSMytRbAkOL2+1XkuMwEYoPOAQV2KUq6jPsT3IYRuBtFh+40lZwQcovAh8DD3LJinzZGLfS2kbXUNGKBzEK3iJGjozNnrwMHR4OyDBoK5TYaExXLhdEvBs5SuhheeMHQOMFAm259/JXcbQo+9OFHpzgUO7dAh4KCAWMYoeC3nH/ua8pl9stjJi4UQ9KUwZLLaxDSwIaDDZtpe2HG4m8bOUgCCI7FkzpG2CerrVbFQxE0PAQN0Bm6SvkMrGp58hz27pMRm4rYKHDpxYEBwJBQEQe9vdZZTgYIEDNB5waDcdkmtiJ+e4rgh6s3dHJneCh3SOHh7QJrpL8WC6XgCywCdoYTxlJht0EtKUeDQokG3nmShw0xf6UkkHAr0/fHvuiirIu7mDBigM4Kh6Snd3Pi96NGovawU9qOdr2SBmM1u25oFKRcpkY8OQWckWWTrv55Nw8nHsMCarm8IrhLnYRp4mCVY0J2X9m+DXFZZUeITh84XBkpTIhqiureomVIDhhgH5y9NmRUIJsE89aHMQqFzQQVggM4aB5mtd8+h7s3iECWxjjpxmHrz4IG4DSBMVXBBKNS5zEWJ+AA6e+VFtXv+EXYbIlcpFUY3rUMbiJklQQULu5oavhANgAG6BFHa3uPjY5y0dxNY6MThuomDl370fbc2vb1kLmEZoMtYVxLaVfK24f6GTfUZpmmwud0pIMx/hx8v67pgFdz4nKGzly4GXW9UHB3bhhBHD9M4eB7ughQJejNieP/4si5yNpwCMECXAENO/bnXmoYHuxd936bhKokDsw8aCkXC9Uih8PS8qYo8AwzQpcFA8S1tR2sYHiJPacjKQTtwcEBoDW9WD08/fjzvKt53GTBAF4JDbuoKVeTgbYMPo294dkaCBp62pFBYPW51RemuFki3gC5VVS4qCqS9q8QjBw9DVOcQ46Bswmq73dILbHd1ARigy1VemkDaJbE6HrivpGjosg+ahO1qpY5/V3ahBAzQJbOQk3EgHBr7b9Eq65WLpWMmRsPVSjNzff2yqYWUgAG6TBBM2wwqNxDKOrxsPQ5RJM034boMxIh2nSkhFjBAl0mC+RdNfs3IOqjYYftwH5K6eZVDWFtK8DDc7jaGBdQrQJcMgxnWoqvgVChN5qGRqzQaxRl8HAd6brXdvdV6rq/MAAN0qT6S8ZCEnlwkZZ4XRb1RPGggoj2HpsNkoFDmYrVVsQLV/AvAAH0DGPTUef2YKPKiXq83zkDEO9JD6zCNbEkckbBb10I5SLSDZ50uwABdLgzGSzKzoPRjoqhrBYQiYuUNBN+YVv9crQiEzbqm2Xi5lKUv+gcM0EW7SeaRKtMwkLski0IDQUS86H0Ep+32RWm32ygQajre/rgADNBF85AAhHYe3Gw0mmNaVWvlNjEpBmo9qLhgU1Ih6DvBkDtjwW7wlMxHy0RFUCX0nGGB/sHQd/eaGl2ydW6rle7Hp+c8IRcV+g1hCI/r+VmSxuhGMYF03xD0zWHwGLjxcrKsyFzg84J+SzVnQZYeBmFtAwT9ljDweaPBXUJ6HgQYAAMEGAADBBgAAwS1xS5/sABBEARBEARBEARBEARBEARBEARBEARBEARBEARBEARBEARBEARBEARBEARBEARBEARBEARBUFL/AS/o9AhbkKW7AAAAAElFTkSuQmCC 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" 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<a class="btn-flat right copy-btns" style=padding-right:0px code-snippet="from PIL import Image
import glob
image_list = []
for filename in glob.glob('yourpath/*.gif'): #assuming gif
im=Image.open(filename)
image_list.append(im)
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Importing images from a directory (Python) to list or dictionary
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<pre class="prettyprint tw-ta prettyprinted" id=code-snippet><span class=kwd>from</span><span class=pln> PIL </span><span class=kwd>import</span><span class=pln> </span><span class=typ>Image</span><span class=pln>
</span><span class=kwd>import</span><span class=pln> glob
image_list </span><span class=pun>=</span><span class=pln> </span><span class=pun>[]</span><span class=pln>
</span><span class=kwd>for</span><span class=pln> filename </span><span class=kwd>in</span><span class=pln> glob</span><span class=pun>.</span><span class=pln>glob</span><span class=pun>(</span><span class=str>'yourpath/*.gif'</span><span class=pun>):</span><span class=pln> </span><span class=com>#assuming gif</span><span class=pln>
im</span><span class=pun>=</span><span class=typ>Image</span><span class=pun>.</span><span class=pln>open</span><span class=pun>(</span><span class=pln>filename</span><span class=pun>)</span><span class=pln>
image_list</span><span class=pun>.</span><span class=pln>append</span><span class=pun>(</span><span class=pln>im</span><span class=pun>)</span></pre>
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<a class="btn-flat right copy-btns" style=padding-right:0px code-snippet="days = 0
week = [‘Monday’, ‘Tuesday’, ‘Wednesday’, ‘Thursday’, ‘Friday’, ‘Saturday’, 3.‘Sunday’]
while day < 7:
print(“Today is” + week[days])
days += 1
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<a href=https://www.thiscodeworks.com/tag/python>#python</a>
<a href=https://www.thiscodeworks.com/tag/python>#python</a>
<a href=https://www.thiscodeworks.com/tag/loops>#loops</a>
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Print the name of 7 days in a week - by using while loop
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<pre class="prettyprint tw-ta prettyprinted" id=code-snippet><span class=pln>days </span><span class=pun>=</span><span class=pln> </span><span class=lit>0</span><span class=pln>
week </span><span class=pun>=</span><span class=pln> </span><span class=pun>[‘</span><span class=typ>Monday</span><span class=pun>’,</span><span class=pln> </span><span class=pun>‘</span><span class=typ>Tuesday</span><span class=pun>’,</span><span class=pln> </span><span class=pun>‘</span><span class=typ>Wednesday</span><span class=pun>’,</span><span class=pln> </span><span class=pun>‘</span><span class=typ>Thursday</span><span class=pun>’,</span><span class=pln> </span><span class=pun>‘</span><span class=typ>Friday</span><span class=pun>’,</span><span class=pln> </span><span class=pun>‘</span><span class=typ>Saturday</span><span class=pun>’,</span><span class=pln> </span><span class=lit>3.</span><span class=pun>‘</span><span class=typ>Sunday</span><span class=pun>’]</span><span class=pln>
</span><span class=kwd>while</span><span class=pln> day </span><span class=pun><</span><span class=pln> </span><span class=lit>7</span><span class=pun>:</span><span class=pln>
</span><span class=kwd>print</span><span class=pun>(“</span><span class=typ>Today</span><span class=pln> </span><span class=kwd>is</span><span class=pun>”</span><span class=pln> </span><span class=pun>+</span><span class=pln> week</span><span class=pun>[</span><span class=pln>days</span><span class=pun>])</span><span class=pln>
days </span><span class=pun>+=</span><span class=pln> </span><span class=lit>1</span><span class=pln>
</span></pre>
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<a class="btn-flat right copy-btns" style=padding-right:0px code-snippet='>>> ["foo", "bar", "baz"].index("bar")
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Getting the index of an item in a list containing it in Python
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<pre class="prettyprint tw-ta prettyprinted" id=code-snippet><span class=pun>>>></span><span class=pln> </span><span class=pun>[</span><span class=str>"foo"</span><span class=pun>,</span><span class=pln> </span><span class=str>"bar"</span><span class=pun>,</span><span class=pln> </span><span class=str>"baz"</span><span class=pun>].</span><span class=pln>index</span><span class=pun>(</span><span class=str>"bar"</span><span class=pun>)</span><span class=pln>
</span><span class=lit>1</span></pre>
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<a class="btn-flat right copy-btns" style=padding-right:0px code-snippet="options = webdriver.ChromeOptions()
options.add_experimental_option("excludeSwitches", ["enable-automation"])
options.add_experimental_option('useAutomationExtension', False)
options.add_argument("--disable-blink-features=AutomationControlled")
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How To Bypass Cloudflare Bot Protection In Selenium - CodingTutz
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<pre class="prettyprint tw-ta prettyprinted" id=code-snippet><span class=pln>options </span><span class=pun>=</span><span class=pln> webdriver</span><span class=pun>.</span><span class=typ>ChromeOptions</span><span class=pun>()</span><span class=pln>
options</span><span class=pun>.</span><span class=pln>add_experimental_option</span><span class=pun>(</span><span class=str>"excludeSwitches"</span><span class=pun>,</span><span class=pln> </span><span class=pun>[</span><span class=str>"enable-automation"</span><span class=pun>])</span><span class=pln>
options</span><span class=pun>.</span><span class=pln>add_experimental_option</span><span class=pun>(</span><span class=str>'useAutomationExtension'</span><span class=pun>,</span><span class=pln> </span><span class=kwd>False</span><span class=pun>)</span><span class=pln>
options</span><span class=pun>.</span><span class=pln>add_argument</span><span class=pun>(</span><span class=str>"--disable-blink-features=AutomationControlled"</span><span class=pun>)</span><span class=pln>
driver </span><span class=pun>=</span><span class=pln> webdriver</span><span class=pun>.</span><span class=typ>Chrome</span><span class=pun>(</span><span class=pln>options</span><span class=pun>=</span><span class=pln>options</span><span class=pun>)</span></pre>
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<a href=https://github.com/pydata/bottleneck/issues/281 target=_blank class="btn-flat right" style=padding-right:0px title="Edit post"><i class=material-icons>open_in_new</i></a>
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<a href=https://www.thiscodeworks.com/tag/python>#python</a>
</p>
<a href=https://www.thiscodeworks.com/could-not-build-wheels-for-tokenizers-which-use-pep-517-and-cannot-be-installed-directly-python/6059a1d45570620014772be3 class=posttitle title="Click for details">
Could not build wheels for tokenizers which use PEP 517 and cannot be installed directly
</a>
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<div class=divider></div>
<div class=card-link>
<a href=https://github.com/pydata/bottleneck/issues/281 target=_blank>https://github.com/pydata/bottleneck/issues/281</a>
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<div class="card card-snippet item" postid=5e289a89f73be40014ce9a36>
<div class=card-content>
<div class=section>
<div class=icons>
<a class="btn-flat right copy-btns" style=padding-right:0px code-snippet="from datetime import datetime
datetime_object = datetime.strptime('Jun 1 2005 1:33PM', '%b %d %Y %I:%M%p')" title="Copy to Clipboard" id=copy-code><i class=material-icons>content_copy</i></a>
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<p>
<a href=https://www.thiscodeworks.com/tag/python>#python</a>
<a href=https://www.thiscodeworks.com/tag/dates>#dates</a>
<a href=https://www.thiscodeworks.com/tag/functions>#functions</a>
<a href=https://www.thiscodeworks.com/tag/python3.8>#python3.8</a>
</p>
<a href=https://www.thiscodeworks.com/how-to-parse-a-string-into-datetime-in-python-python-dates-functions-python3-8/5e289a89f73be40014ce9a36 class=posttitle title="Click for details">
How to parse a String into Datetime in Python
</a>
</div>
<div class=divider></div>
<div class=embedded-code>
<pre class="prettyprint tw-ta prettyprinted" id=code-snippet><span class=kwd>from</span><span class=pln> datetime </span><span class=kwd>import</span><span class=pln> datetime
datetime_object </span><span class=pun>=</span><span class=pln> datetime</span><span class=pun>.</span><span class=pln>strptime</span><span class=pun>(</span><span class=str>'Jun 1 2005 1:33PM'</span><span class=pun>,</span><span class=pln> </span><span class=str>'%b %d %Y %I:%M%p'</span><span class=pun>)</span></pre>
</div>
</div>
</div>
<div class="card card-snippet item" postid=5e10d1f696432f6f7b798b35>
<div class=card-content>
<div class=section>
<div class=icons>
<a class="btn-flat right copy-btns" style=padding-right:0px code-snippet="import numpy as np
def pagerank(M, num_iterations=100, d=0.85):
N = M.shape[1]
v = np.random.rand(N, 1)
v = v / np.linalg.norm(v, 1)
iteration = 0
while iteration < num_iterations:
iteration += 1
v = d * np.matmul(M, v) + (1 - d) / N
return v" title="Copy to Clipboard" id=copy-code><i class=material-icons>content_copy</i></a>
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<a href=https://www.thiscodeworks.com/tag/javascript>#javascript</a>
<a href=https://www.thiscodeworks.com/tag/python>#python</a>
<a href=https://www.thiscodeworks.com/tag/search>#search</a>
<a href=https://www.thiscodeworks.com/tag/historicalcode>#historicalcode</a>
<a href=https://www.thiscodeworks.com/tag/google>#google</a>
<a href=https://www.thiscodeworks.com/tag/algorithms>#algorithms</a>
</p>
<a href=https://www.thiscodeworks.com/google-s-pagerank-algorithm-from-1996-the-origin-of-internet-search-javascript-python-search-historicalcode-google/5e10d1f696432f6f7b798b35 class=posttitle title="Click for details">
Google’s PageRank Algorithm from 1996 - the origin of internet search
</a>
</div>
<div class=divider></div>
<div class=embedded-code>
<pre class="prettyprint tw-ta prettyprinted" id=code-snippet><span class=kwd>import</span><span class=pln> numpy </span><span class=kwd>as</span><span class=pln> np
</span><span class=kwd>def</span><span class=pln> pagerank</span><span class=pun>(</span><span class=pln>M</span><span class=pun>,</span><span class=pln> num_iterations</span><span class=pun>=</span><span class=lit>100</span><span class=pun>,</span><span class=pln> d</span><span class=pun>=</span><span class=lit>0.85</span><span class=pun>):</span><span class=pln>
N </span><span class=pun>=</span><span class=pln> M</span><span class=pun>.</span><span class=pln>shape</span><span class=pun>[</span><span class=lit>1</span><span class=pun>]</span><span class=pln>
v </span><span class=pun>=</span><span class=pln> np</span><span class=pun>.</span><span class=pln>random</span><span class=pun>.</span><span class=pln>rand</span><span class=pun>(</span><span class=pln>N</span><span class=pun>,</span><span class=pln> </span><span class=lit>1</span><span class=pun>)</span><span class=pln>
v </span><span class=pun>=</span><span class=pln> v </span><span class=pun>/</span><span class=pln> np</span><span class=pun>.</span><span class=pln>linalg</span><span class=pun>.</span><span class=pln>norm</span><span class=pun>(</span><span class=pln>v</span><span class=pun>,</span><span class=pln> </span><span class=lit>1</span><span class=pun>)</span><span class=pln>
iteration </span><span class=pun>=</span><span class=pln> </span><span class=lit>0</span><span class=pln>
</span><span class=kwd>while</span><span class=pln> iteration </span><span class=pun><</span><span class=pln> num_iterations</span><span class=pun>:</span><span class=pln>
iteration </span><span class=pun>+=</span><span class=pln> </span><span class=lit>1</span><span class=pln>
v </span><span class=pun>=</span><span class=pln> d </span><span class=pun>*</span><span class=pln> np</span><span class=pun>.</span><span class=pln>matmul</span><span class=pun>(</span><span class=pln>M</span><span class=pun>,</span><span class=pln> v</span><span class=pun>)</span><span class=pln> </span><span class=pun>+</span><span class=pln> </span><span class=pun>(</span><span class=lit>1</span><span class=pln> </span><span class=pun>-</span><span class=pln> d</span><span class=pun>)</span><span class=pln> </span><span class=pun>/</span><span class=pln> N
</span><span class=kwd>return</span><span class=pln> v</span></pre>
</div>
</div>
</div>
<div class="card card-snippet item" postid=606037a1438c300014d9c1a1>
<div class=card-content>
<div class=section>
<div class=icons>
<a class="btn-flat right copy-btns" style=padding-right:0px code-snippet='my_list = [27, 5, 9, 6, 8]
def RemoveValue(myVal):
if myVal not in my_list:
raise ValueError("Value must be in the given list")
else:
my_list.remove(myVal)
return my_list
print(RemoveValue(27))
print(RemoveValue(27))' title="Copy to Clipboard" id=copy-code><i class=material-icons>content_copy</i></a>
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<p>
<a href=https://www.thiscodeworks.com/tag/python>#python</a>
</p>
<a href=https://www.thiscodeworks.com/raising-errors-in-python-python/606037a1438c300014d9c1a1 class=posttitle title="Click for details">
Raising errors in Python
</a>
</div>
<div class=divider></div>
<div class=embedded-code>
<pre class="prettyprint tw-ta prettyprinted" id=code-snippet><span class=pln>my_list </span><span class=pun>=</span><span class=pln> </span><span class=pun>[</span><span class=lit>27</span><span class=pun>,</span><span class=pln> </span><span class=lit>5</span><span class=pun>,</span><span class=pln> </span><span class=lit>9</span><span class=pun>,</span><span class=pln> </span><span class=lit>6</span><span class=pun>,</span><span class=pln> </span><span class=lit>8</span><span class=pun>]</span><span class=pln>
</span><span class=kwd>def</span><span class=pln> </span><span class=typ>RemoveValue</span><span class=pun>(</span><span class=pln>myVal</span><span class=pun>):</span><span class=pln>
</span><span class=kwd>if</span><span class=pln> myVal </span><span class=kwd>not</span><span class=pln> </span><span class=kwd>in</span><span class=pln> my_list</span><span class=pun>:</span><span class=pln>
</span><span class=kwd>raise</span><span class=pln> </span><span class=typ>ValueError</span><span class=pun>(</span><span class=str>"Value must be in the given list"</span><span class=pun>)</span><span class=pln>
</span><span class=kwd>else</span><span class=pun>:</span><span class=pln>
my_list</span><span class=pun>.</span><span class=kwd>remove</span><span class=pun>(</span><span class=pln>myVal</span><span class=pun>)</span><span class=pln>
</span><span class=kwd>return</span><span class=pln> my_list
</span><span class=kwd>print</span><span class=pun>(</span><span class=typ>RemoveValue</span><span class=pun>(</span><span class=lit>27</span><span class=pun>))</span><span class=pln>
</span><span class=kwd>print</span><span class=pun>(</span><span class=typ>RemoveValue</span><span class=pun>(</span><span class=lit>27</span><span class=pun>))</span></pre>
</div>
</div>
</div>
<div class="card card-snippet item" postid=5f4bf1882c58870014a7e49c>
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<div class=section>
<div class=icons>
<a class="btn-flat right copy-btns" style=padding-right:0px code-snippet=">>> from enum import Enum
>>> class Build(Enum):
... debug = 200
... build = 400
...
Build['debug']
" title="Copy to Clipboard" id=copy-code><i class=material-icons>content_copy</i></a>
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<p>
<a href=https://www.thiscodeworks.com/tag/python>#python</a>
</p>
<a href=https://www.thiscodeworks.com/convert-string-to-enum-in-python-stack-overflow-python/5f4bf1882c58870014a7e49c class=posttitle title="Click for details">
Convert string to Enum in Python - Stack Overflow
</a>
</div>
<div class=divider></div>
<div class=embedded-code>
<pre class="prettyprint tw-ta prettyprinted" id=code-snippet><span class=pun>>>></span><span class=pln> </span><span class=kwd>from</span><span class=pln> </span><span class=kwd>enum</span><span class=pln> </span><span class=kwd>import</span><span class=pln> </span><span class=typ>Enum</span><span class=pln>
</span><span class=pun>>>></span><span class=pln> </span><span class=kwd>class</span><span class=pln> </span><span class=typ>Build</span><span class=pun>(</span><span class=typ>Enum</span><span class=pun>):</span><span class=pln>
</span><span class=pun>...</span><span class=pln> debug </span><span class=pun>=</span><span class=pln> </span><span class=lit>200</span><span class=pln>
</span><span class=pun>...</span><span class=pln> build </span><span class=pun>=</span><span class=pln> </span><span class=lit>400</span><span class=pln>
</span><span class=pun>...</span><span class=pln>
</span><span class=typ>Build</span><span class=pun>[</span><span class=str>'debug'</span><span class=pun>]</span><span class=pln>
</span></pre>
</div>
</div>
</div>
<div class="card card-snippet item" postid=5e9edd35d7b9250014c60533>
<div class=card-content>
<div class=section>
<div class=icons>
<a class="btn-flat right copy-btns" style=padding-right:0px code-snippet="keys, values)) # {'a': 2, 'c': 4, 'b': 3}
#make a function: def is the keyword for the function:
def to_dictionary(keys, values):
#return is the keyword that tells program that function has to return value
return dict(zip(keys, values))
# keys and values are the lists:
keys = ["a", "b", "c"]
values = [2, 3, 4]
" title="Copy to Clipboard" id=copy-code><i class=material-icons>content_copy</i></a>
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<p>
<a href=https://www.thiscodeworks.com/tag/python>#python</a>
<a href=https://www.thiscodeworks.com/tag/python>#python</a>
<a href=https://www.thiscodeworks.com/tag/lists>#lists</a>
<a href=https://www.thiscodeworks.com/tag/dictionary>#dictionary</a>
</p>
<a href=https://www.thiscodeworks.com/convert-two-lists-into-a-dictionary-python-python-lists-dictionary/5e9edd35d7b9250014c60533 class=posttitle title="Click for details">
Convert two lists into a dictionary
</a>
</div>
<div class=divider></div>
<div class=embedded-code>
<pre class="prettyprint tw-ta prettyprinted" id=code-snippet><span class=pln>keys</span><span class=pun>,</span><span class=pln> values</span><span class=pun>))</span><span class=pln> </span><span class=com># {'a': 2, 'c': 4, 'b': 3}</span><span class=pln>
</span><span class=com>#make a function: def is the keyword for the function:</span><span class=pln>
</span><span class=kwd>def</span><span class=pln> to_dictionary</span><span class=pun>(</span><span class=pln>keys</span><span class=pun>,</span><span class=pln> values</span><span class=pun>):</span><span class=pln>
</span><span class=com>#return is the keyword that tells program that function has to return value </span><span class=pln>
</span><span class=kwd>return</span><span class=pln> dict</span><span class=pun>(</span><span class=pln>zip</span><span class=pun>(</span><span class=pln>keys</span><span class=pun>,</span><span class=pln> values</span><span class=pun>))</span><span class=pln>
</span><span class=com># keys and values are the lists:</span><span class=pln>
keys </span><span class=pun>=</span><span class=pln> </span><span class=pun>[</span><span class=str>"a"</span><span class=pun>,</span><span class=pln> </span><span class=str>"b"</span><span class=pun>,</span><span class=pln> </span><span class=str>"c"</span><span class=pun>]</span><span class=pln>
values </span><span class=pun>=</span><span class=pln> </span><span class=pun>[</span><span class=lit>2</span><span class=pun>,</span><span class=pln> </span><span class=lit>3</span><span class=pun>,</span><span class=pln> </span><span class=lit>4</span><span class=pun>]</span><span class=pln>
</span></pre>
</div>
</div>
</div>
<div class="card card-snippet item" postid=61ed58a1fdb14f00154b46b4>
<div class=card-content>
<div class=section>
<div class=icons>
<a class="btn-flat right copy-btns" style=padding-right:0px code-snippet="import unicodedata
def strip_accents(s):
return ''.join(c for c in unicodedata.normalize('NFD', s)
if unicodedata.category(c) != 'Mn')" title="Copy to Clipboard" id=copy-code><i class=material-icons>content_copy</i></a>
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<a href=https://www.thiscodeworks.com/tag/python>#python</a>
</p>
<a href=https://www.thiscodeworks.com/remove-accents-from-python-string-python/61ed58a1fdb14f00154b46b4 class=posttitle title="Click for details">
Remove accents from python string
</a>
</div>
<div class=divider></div>
<div class=embedded-code>
<pre class="prettyprint tw-ta prettyprinted" id=code-snippet><span class=kwd>import</span><span class=pln> unicodedata
</span><span class=kwd>def</span><span class=pln> strip_accents</span><span class=pun>(</span><span class=pln>s</span><span class=pun>):</span><span class=pln>
</span><span class=kwd>return</span><span class=pln> </span><span class=str>''</span><span class=pun>.</span><span class=kwd>join</span><span class=pun>(</span><span class=pln>c </span><span class=kwd>for</span><span class=pln> c </span><span class=kwd>in</span><span class=pln> unicodedata</span><span class=pun>.</span><span class=pln>normalize</span><span class=pun>(</span><span class=str>'NFD'</span><span class=pun>,</span><span class=pln> s</span><span class=pun>)</span><span class=pln>
</span><span class=kwd>if</span><span class=pln> unicodedata</span><span class=pun>.</span><span class=pln>category</span><span class=pun>(</span><span class=pln>c</span><span class=pun>)</span><span class=pln> </span><span class=pun>!=</span><span class=pln> </span><span class=str>'Mn'</span><span class=pun>)</span></pre>
</div>
</div>
</div>
<div class="card card-snippet item" postid=618d200afd277100151fd75b>
<div class=card-content>
<div class=section>
<div class=icons>
<a class="btn-flat right copy-btns" style=padding-right:0px code-snippet="from selenium import webdriver
from selenium.webdriver.chrome.options import Options
from fake_useragent import UserAgent
options = Options()
ua = UserAgent()
userAgent = ua.random
print(userAgent)
options.add_argument(f'user-agent={userAgent}')
driver = webdriver.Chrome(chrome_options=options, executable_path=r'C:\WebDrivers\ChromeDriver\chromedriver_win32\chromedriver.exe')
driver.get("https://www.google.co.in")
driver.quit()
" title="Copy to Clipboard" id=copy-code><i class=material-icons>content_copy</i></a>
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<p>
<a href=https://www.thiscodeworks.com/tag/python>#python</a>
</p>
<a href=https://www.thiscodeworks.com/python-way-to-change-google-chrome-user-agent-in-selenium-stack-overflow-python/618d200afd277100151fd75b class=posttitle title="Click for details">
python - Way to change Google Chrome user agent in Selenium? - Stack Overflow
</a>
</div>
<div class=divider></div>
<div class=embedded-code>
<pre class="prettyprint tw-ta prettyprinted" id=code-snippet><span class=kwd>from</span><span class=pln> selenium </span><span class=kwd>import</span><span class=pln> webdriver
</span><span class=kwd>from</span><span class=pln> selenium</span><span class=pun>.</span><span class=pln>webdriver</span><span class=pun>.</span><span class=pln>chrome</span><span class=pun>.</span><span class=pln>options </span><span class=kwd>import</span><span class=pln> </span><span class=typ>Options</span><span class=pln>
</span><span class=kwd>from</span><span class=pln> fake_useragent </span><span class=kwd>import</span><span class=pln> </span><span class=typ>UserAgent</span><span class=pln>
options </span><span class=pun>=</span><span class=pln> </span><span class=typ>Options</span><span class=pun>()</span><span class=pln>
ua </span><span class=pun>=</span><span class=pln> </span><span class=typ>UserAgent</span><span class=pun>()</span><span class=pln>
userAgent </span><span class=pun>=</span><span class=pln> ua</span><span class=pun>.</span><span class=pln>random
</span><span class=kwd>print</span><span class=pun>(</span><span class=pln>userAgent</span><span class=pun>)</span><span class=pln>
options</span><span class=pun>.</span><span class=pln>add_argument</span><span class=pun>(</span><span class=pln>f</span><span class=str>'user-agent={userAgent}'</span><span class=pun>)</span><span class=pln>
driver </span><span class=pun>=</span><span class=pln> webdriver</span><span class=pun>.</span><span class=typ>Chrome</span><span class=pun>(</span><span class=pln>chrome_options</span><span class=pun>=</span><span class=pln>options</span><span class=pun>,</span><span class=pln> executable_path</span><span class=pun>=</span><span class=pln>r</span><span class=str>'C:\WebDrivers\ChromeDriver\chromedriver_win32\chromedriver.exe'</span><span class=pun>)</span><span class=pln>
driver</span><span class=pun>.</span><span class=kwd>get</span><span class=pun>(</span><span class=str>"https://www.google.co.in"</span><span class=pun>)</span><span class=pln>
driver</span><span class=pun>.</span><span class=pln>quit</span><span class=pun>()</span></pre>
</div>
</div>
</div>
<div class="card card-snippet item" postid=6082476d8ca1780014213377>
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<div class=section>
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<a class="btn-flat right copy-btns" style=padding-right:0px code-snippet="data['date'] = pd.to_numeric(pd.to_datetime(data['date']))
" title="Copy to Clipboard" id=copy-code><i class=material-icons>content_copy</i></a>
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<a href=https://www.thiscodeworks.com/tag/python>#python</a>
</p>
<a href=https://www.thiscodeworks.com/python-pandas-typeerror-float-argument-must-be-a-string-or-a-number-stack-overflow-python/6082476d8ca1780014213377 class=posttitle title="Click for details">
python - Pandas : TypeError: float() argument must be a string or a number - Stack Overflow
</a>
</div>
<div class=divider></div>
<div class=embedded-code>
<pre class="prettyprint tw-ta prettyprinted" id=code-snippet><span class=pln>data</span><span class=pun>[</span><span class=str>'date'</span><span class=pun>]</span><span class=pln> </span><span class=pun>=</span><span class=pln> pd</span><span class=pun>.</span><span class=pln>to_numeric</span><span class=pun>(</span><span class=pln>pd</span><span class=pun>.</span><span class=pln>to_datetime</span><span class=pun>(</span><span class=pln>data</span><span class=pun>[</span><span class=str>'date'</span><span class=pun>]))</span></pre>
</div>
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<div class="card card-snippet item" postid=607d4c3f6013b5001411542c>
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<div class=section>
<div class=icons>
<a class="btn-flat right copy-btns" style=padding-right:0px code-snippet="percent_missing = df.isnull().sum() * 100 / len(df)
missing_value_df = pd.DataFrame({'column_name': df.columns,
'percent_missing': percent_missing})
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<a href=https://www.thiscodeworks.com/tag/python>#python</a>
</p>
<a href=https://www.thiscodeworks.com/python-find-out-the-percentage-of-missing-values-in-each-column-in-the-given-dataset-stack-overflow-python/607d4c3f6013b5001411542c class=posttitle title="Click for details">
python - Find out the percentage of missing values in each column in the given dataset - Stack Overflow
</a>
</div>
<div class=divider></div>
<div class=embedded-code>
<pre class="prettyprint tw-ta prettyprinted" id=code-snippet><span class=pln>percent_missing </span><span class=pun>=</span><span class=pln> df</span><span class=pun>.</span><span class=pln>isnull</span><span class=pun>().</span><span class=pln>sum</span><span class=pun>()</span><span class=pln> </span><span class=pun>*</span><span class=pln> </span><span class=lit>100</span><span class=pln> </span><span class=pun>/</span><span class=pln> len</span><span class=pun>(</span><span class=pln>df</span><span class=pun>)</span><span class=pln>
missing_value_df </span><span class=pun>=</span><span class=pln> pd</span><span class=pun>.</span><span class=typ>DataFrame</span><span class=pun>({</span><span class=str>'column_name'</span><span class=pun>:</span><span class=pln> df</span><span class=pun>.</span><span class=pln>columns</span><span class=pun>,</span><span class=pln>
</span><span class=str>'percent_missing'</span><span class=pun>:</span><span class=pln> percent_missing</span><span class=pun>})</span></pre>
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</div>
<div class="card card-snippet item" postid=6066c39cc021970014803b27>
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<a class="btn-flat right copy-btns" style=padding-right:0px code-snippet='#!/usr/bin/env python
import subprocess
from multiprocessing import Pool
import os
src = "/home/student-03-474f458f89e0/data/prod"
dest = "/home/student-03-474f458f89e0/data/prod_backup"
def run_sync(file):
print(os.path.join(dest,file))
subprocess.call(["rsync", "-arq", os.path.join(src,file), os.path.join(dest,file)])
if __name__ == "__main__":
files = os.listdir(src)
p = Pool(len(files))
p.map(run_sync, files)
' title="Copy to Clipboard" id=copy-code><i class=material-icons>content_copy</i></a>
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<a href=https://www.thiscodeworks.com/tag/python>#python</a>
<a href=https://www.thiscodeworks.com/tag/multiprocessing>#multiprocessing</a>
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<a href=https://www.thiscodeworks.com/sync-copy-data-from-source-to-destination-using-rsync-python/6066c39cc021970014803b27 class=posttitle title="Click for details">
Sync/copy data from source to destination using rsync and multiprocessing
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<pre class="prettyprint tw-ta prettyprinted" id=code-snippet><span class=com>#!/usr/bin/env python</span><span class=pln>
</span><span class=kwd>import</span><span class=pln> subprocess
</span><span class=kwd>from</span><span class=pln> multiprocessing </span><span class=kwd>import</span><span class=pln> </span><span class=typ>Pool</span><span class=pln>
</span><span class=kwd>import</span><span class=pln> os
src </span><span class=pun>=</span><span class=pln> </span><span class=str>"/home/student-03-474f458f89e0/data/prod"</span><span class=pln>
dest </span><span class=pun>=</span><span class=pln> </span><span class=str>"/home/student-03-474f458f89e0/data/prod_backup"</span><span class=pln>
</span><span class=kwd>def</span><span class=pln> run_sync</span><span class=pun>(</span><span class=pln>file</span><span class=pun>):</span><span class=pln>
</span><span class=kwd>print</span><span class=pun>(</span><span class=pln>os</span><span class=pun>.</span><span class=pln>path</span><span class=pun>.</span><span class=kwd>join</span><span class=pun>(</span><span class=pln>dest</span><span class=pun>,</span><span class=pln>file</span><span class=pun>))</span><span class=pln>
subprocess</span><span class=pun>.</span><span class=pln>call</span><span class=pun>([</span><span class=str>"rsync"</span><span class=pun>,</span><span class=pln> </span><span class=str>"-arq"</span><span class=pun>,</span><span class=pln> os</span><span class=pun>.</span><span class=pln>path</span><span class=pun>.</span><span class=kwd>join</span><span class=pun>(</span><span class=pln>src</span><span class=pun>,</span><span class=pln>file</span><span class=pun>),</span><span class=pln> os</span><span class=pun>.</span><span class=pln>path</span><span class=pun>.</span><span class=kwd>join</span><span class=pun>(</span><span class=pln>dest</span><span class=pun>,</span><span class=pln>file</span><span class=pun>)])</span><span class=pln>
</span><span class=kwd>if</span><span class=pln> __name__ </span><span class=pun>==</span><span class=pln> </span><span class=str>"__main__"</span><span class=pun>:</span><span class=pln>
files </span><span class=pun>=</span><span class=pln> os</span><span class=pun>.</span><span class=pln>listdir</span><span class=pun>(</span><span class=pln>src</span><span class=pun>)</span><span class=pln>
p </span><span class=pun>=</span><span class=pln> </span><span class=typ>Pool</span><span class=pun>(</span><span class=pln>len</span><span class=pun>(</span><span class=pln>files</span><span class=pun>))</span><span class=pln>
p</span><span class=pun>.</span><span class=pln>map</span><span class=pun>(</span><span class=pln>run_sync</span><span class=pun>,</span><span class=pln> files</span><span class=pun>)</span></pre>
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