Google Search Scraper

ENDPOINTS
GET/books

Book Results

Google Books results: title, authors, year, snippet, link and cover thumbnail.

QUERY PARAMS

Search term, or a full google.com/search link (its gl, hl and start fill country, language and page when those are not set).

Examples:

  • Term: python programming
  • Link: https://www.google.com/search?q=python+programming

Results page to fetch (1-based).

Default: 1

Allowed values: 1-50

Results per page. Google serves 10 per request; larger values are assembled from consecutive pages.

Default: 10

Allowed values: 1-100

Only results from this recent period.

Allowed values: any, hour, day, week, month, year

2-letter country Google searches from (the gl edition). UK is accepted for GB.

Default: US

Allowed values: any ISO 3166-1 alpha-2 code (US, GB, IN, DE, FR, JP, ...)

Interface language of the results page (the hl code).

Default: en

Allowed values: any ISO 639-1 code (en, es, de, fr, ja, ...)

Resolve Google's /goto redirect links to the real destination URL (the wrapper is kept in google_link). Set false for a faster response.

Default: true

Allowed values: true, false

{
  "count": 952000,
  "per_page": 10,
  "current_page": 1,
  "total_pages": 2,
  "next": "https://google-search-scraper.omkar.cloud/google-search/books?query=python+programming&page=2",
  "previous": null,
  "search_information": {
    "query": "python programming",
    "total_results": 952000
  },
  "books": [
    {
      "position": 1,
      "id": "fu8vzgEACAAJ",
      "title": "Python Programming: This Book Includes: Python for Beginners ...",
      "link": "https://books.google.com/books?id=fu8vzgEACAAJ&dq=python+programming&hl=en&newbks=1&newbks_redir=1&sa=X&ved=2ahUKEwjC1JX-tNCXAxXuI0QIHdwoN34Q6AF6BAgNEAM",
      "authors": [
        "Daniel O'Reilly"
      ],
      "year": null,
      "snippet": "If you want to conquer the Python programming language in no time, all you have to do is take these guides in your hands and follow the step-by-step instructions. Get Your Copy Now!",
      "found_inside": null,
      "highlighted_words": [],
      "thumbnail": "data:image/jpg;base64,/9j/4AAQSkZJRgABAQEAcABwAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCACVAGMDAREAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD825raaIHC7j6Zr29tz56nOEtWd14Y/Zj+LXj7w5Ya/oXgi+1LR75Wa2uopYgsgDFSQC4P3lI5Havl8ZxTkuX15YbE4hRnHdPpfU+noZViasFUpwun6f5mDefBbxxpHjyw8Gar4W1LS/EmoEJZWF3F5TXJJwPLZiFYEgjIOMgjOa9CnnOX18JPHUq6lTh8TWtvWxz1cJiac1S5PeewzxX8KvE3gLxWnhrXtJudN8QSGLy9OkCtLIZCBGF2kgliQBg1thcyweNwzxlConTV7vppuc1ahiKVVYecPef6nYS/st/FS18WxeGH8G3v/CQSWL6klh5sPmG2WQRtJ9/GA5C9a8X/AFoyb6s8Y8SlTUuW+tr2vb7jdZZjHU9iqfvWvuttjXj/AGQPjZuCr8O9UJ9pYP8A45XIuM+HW/8AfIv5MqWRY56umc/f/Bb4g6L4U1XxLe+F7210LSr2TTr2+eSMpDcRzeS8ZAbJIk+XIGM969ijn+WYnE08JRrJ1JxUo76xa5k+2q1PMq5ZXp0nXnH3Vo/vt+Y7wx8LfHHivwbrnizR/Dt1qHhrRGkXUNSRo1jtykayOCCwY4R1PAPWtcTnOAwmLp4CtV5atT4Y66nHDLatag8RBe6i18Nvhr45+K9xcR+DfCWq+IxbYE81lB+5iJGQrSNhAxHIUnJHaqzLO8sya39o4iNNvZNpN+i6nPSyutik3TjdDPGnhzxB8NdWl0nxXoWoeHtTSPzfs2oQmNmTkb1J4ZeD8ykjg8114DMsHmdD6zgqsakF1i72PPrZdWo1FTmrM3/iJ8MfGnwansofG3h278OSXkby24uGRxKqEBsFGI4yOOvNY5XnWX50pvAVefl0e+n3kYnLa+FaVSOr2L3jL4b+MfhrZaJd+KfD9zolvrUbS6fJcOhFwihCxG1jjAkTrj71LL85wGayqwwVTmdOylvo3e2/ozHFYCvg1F1o2T2Oc+1E817J5nL5Hnkk6ScZGe9Q9mfURg0fddr8TfE/wm/4J2eBPEPhHUxpWsLci2E7W8U/7t7q43LtkVl5wOcZ4r+cXlOCzjjrF4XHU+aFm2rtbQj2P1+WLq4LJqdSk7MkT4n3/wC0H+xvqvj3xDZ2g8aeA9T+1WWpW8WzdPbNBKHUfw+Yj7HUfKSM4HADeU0+HuKoZRhW3QxEXFxb6SUlbzs1dDWKnj8q+uS0qQd0/NW/Rne/Ef4Y2vxe/aG+A/xO0qNrrQLq1N7czMn3Vhj+12Lt3yzyYOf7gFeBlmbTyfIc0yerK04ysv8At58sreiR3V8DHF4/DYyKurfdpdfiz5x/aF/ae8QeF/2mvGWueD7k2Gp2FofDMV80ccwSCN0eRVSRXXmYOenev1XhvhbAYrhvDYXH0+bnftH01ei2/unxWaZpiqGa1alCaskorS+2/wCJ7r8efj546+H/AOy/8IvGmia2tp4i15dMOo3bWNvIJjLYPPJ8jRlFy6g/KBX5xw3w9leY8Q47A4qk5UqblypSataVlqnrsfWZvmWKw+XUsRTl70kr/NHEL4g1LxV/wTq8U61qM0c+q6r4huL66lEYRHmk1NWdgo4ALEnA4FfRUsNTwviBQw9Fe7CmkvRU2jxK0/acPzqzerd//JkSfs13MkH7B/7QWWAbztTPycDP9mW9Litf8ZxlcmtkvzZhlSTyap6v9D0T45fFLUP2Pvgh8NfBHw4az0S7vrI3E+qTwJM7NGkZlkCOCrSyySZLMGAAwByNvz/DWSUON85x+YZ1KU4wlZRTt1aS8lFJJJfMWa4uWUYelSw6V319DB+LXjQ/tR/8E6ta8deKbO1HirwxdtFFfQR7A0izwxO6j+ESJICyjjcowAAMdOW4JcIcbrK8DN+wqxldN9HFtfOLWj7aGFSSx+BhiKkbSVj07/gqf8P38Vfs+nxPaxhrvwtqCTSn+IW04ED4/wC2jQk+gBNfO+FOZLBZ7Uwk9q0Wv+3o6r8EzozXD+0pQn/K/wCv0PL/APgog3meCP2edp4bSb08/wDXCwr7vwwSWNza380fzmfN8RR56dH5/ofHgt8jqBX71c+H9geXXDBmyvUd6Hsz6SHmfor8PPAvhH4i/sE+ANG8c+JD4U0EyGY6iLmO3xKLq4CJukBXnJ4x2r+Y8wx+Py3jPF4jLqPtau3LZvRwjd2Wuh+w0cPh8TlMI4mfLHvdLr5nm/xu+LPwz+EXwKl+Dfwl1AeIG1Jy+qaws3nKFLhpC0oUK8r7ETCAKqA98Z+w4fyXOM2zpcQZ7B03D4YvRvTotbJX6ngZrj8Jg8E8Bgne+/8AS0PZP2RPizHp/wCyFca3qRM6+B47+2mQE5dYE8+NB/wCRFFfDcZZK5cVRw9PbEOL+92b+9M+iyXML5O6z15E/wANfysfnLqD3mrS3t/eP597eSPcTyHq0j5Zj+ZNf1JSpRoRhSjtFWXotj8VqV+erzN7v9T7N/amiMv7EvwFUAnEejHj/sEyV+EcGr/jLczT7z/9Of8ABP0viCXLk1BvsvyOt/Z98OeFfEv7EA0jxtq8mh+G5tUuDc3sVwsBQi7DIA7KwGWCjpXi8RYjMcLxo62V0vaVuWNla+8HfS6/M6ssp4bEZCo4uXLB7v5nRjwf8PPA/wCyD8abH4beI5/E2kTWV/Pd3Nxdx3JjuTZxqU3IiYGxYzjB5J57DyqmNzfHcU5fUzmh7KotErW01/vPU3hQwdDK6kcFPmied/8ABRuL7WvwhP8Ac0q5B49ravr/AAu0lmf+NfnI+U4sl7NUV3v+gngVDH/wSv8AinH6apP/AOldpXLna/42Lhf8H/tsisG+bKIv0/NH3F8Ubmx+IWr+LfhDeIm7xB4OubyFj1ILtbsR/us8TA9ia/D8tpzy6NLPoPSnXUX+D/Fcy9Ge/WmqjeG62v8AofIP/BR2yuNH8H/s/WVyAt1a6ZfQTD0dIbBWH5g1+4+FdZV8Zm1WG0pQf3uZ8bxDFxjST8/0PjD7cRxk1/QNj4Q8/MBGc8Uz31I+y/HwH/DsbwIDzjUIvy+1XVfheV3XiHi0v5X/AOkRP0zGN/2FTZ8i+HbKO9vpkeUwBIi4ZQOu4DH6mv3JWex+Y1UnHU+1f2doIYP2I/jZAJC1uL3UlLHA/wCYfa5/pX4hxT/yWuVr/D/6VI/RMobXDuIdtfe/JHzLceHdNt9MWYataSO0RPkxzea4IOMfKuM/j0r91t76Px5zbV2nc+pv2h4ln/Y2+Ba+a0W2LSMMi5/5hUnPUV+DcFWfF+aeTn/6cP1rimTjkeFffl/9JIPDcan/AIJ86tGA8q/2w44Ubj/pyEcVtU/5OLTXXkX/AKbkc9/+MRv6f+lod8C4C/7GX7QFrGCsjz34VGAH/MMtvSseKU3xtlib6R/NnTkztw9Vm+jl+h1X7W3w/wBd+MHgT4XeLPCOm3HiPToNMPmR6dE08wWaOFkYRr8xHysDgZBHOK83gHMcJkmY5jl2Y1FSnKbs5aLRvv5NWMeJ8FiMww9DEYOLmknt52sZ+o+F9T+FH/BNfx5pfiqzfR9S1e6knt7C6G2YeZcQsisp5VtsLOQeQOvNYVMXSz3xBp1sA+eFODvJbaRlqvnoFPDzwOTQhiNJNrT5o9U/aX+Ih+F/7ZvwR115TFp8tpPpWoAHCtb3E3lEt7I7Ryf9s6+d4YypZzwhm9GOso1OaPXWMU9PNrT0uPG4hYfM6Sb+JW/O1zjP+CpkBlf4SJ1KnWBn/wAA6+g8Gr2zB/8AXu/r7x5HFWjpcvW/6HwqbCTPQV/SFz4LkkcxJFbkE4bp3YY/lWtjvjJn0+/gv46+Nv2ZvC3ga08JeHLzwg9kviDTEt9XtV1q7tg0swdYGut7g/vPlWIsdpAGRiviKHD+BoZzUzyM5OrLRp7bW7dj7CpjcXVwccFJRSX3/n+h51H+yp8R9I02fVbvw/ZyRDSF1hrC31+wl1FbRo1n802izedgR/MRsyB24r61VovdnhSw80rb+R6R4M8M/HbwT+zr4o03RvAmmy+B/EtjPrtw97cwtrC2c0EcbXEdsLkSiPy4gwJhPB3crzXymOyDAZjmtDNKs5KpSty220d9dD2cPj8XhMDPBxiuWV/XX5nA+C/2TPi7428E2virRPBU93ol5ay3Vkz31rDc3kKBi0kNs8gmkGFJXah3YBXcCM/W+3hGXofNPBVmlJo9a8SeCPjl8T/gv8P/AAvc+FfDraHY6RZ6xottZarajV7yySyZYpPs5ujI+YizFViBypGMjFfJZZw/l+V5jXzOjKTnW3v8Oru+h7GZ4/H47BwwdSCSjZq27svN/kjnPBHjfxPf/AnV/B1npVnd+FbS6huLy9W3kaaBriUyRK0m/YAzxOANpyFNbz4dwX9uLPHJ+1skor4WrW9djzqWdYt5XLL+Rci62d97/mPi8eeMfhH4L1jwTBo0MOneOIF1ANeWsrXU0dzAkCNblXCsGWNcfK3zEjGRipxvDmBzHM6GcVZyVSjayTVtL76eZEM5xeEwssshTXLUXVO+v4E/hT4zfFT9mGL+wZYI7WwlkuGh0zXbVpYhIlxJFP5RR1YETpKrBWxvDcZPPBnnBuScST+sYuLVTrKLSb9dHd+ZrgM9zXJksNBXj0jLp6eRY+P8Pxo+ImjPqnxF0i8stFt4Ynaxt4lhh09ZmkjQywhmeFi0ciZm5BXacdD6GQ8OZPw/TnSwELOa1k3eXon23ObNMwzXEzhiMSvdi7pdF69Q+LM/xg/a91LwPqyeE7G+nvVvrDSjoJEKsLd0e4klMszeUqF0/eSFFyygEkiufIOHMu4XpVcNhZynGpK75rPpbsa1sTjc2lDETgo21Vr/AI3Y/wDa38ZfGLXrjwTa/Fvwxo+ifZILqTSL3RpFmivVbykmJlS4mjZlaJcqCpG7kYYVjw1wrl3DUq88BKT9q1fmadrNvSyWmtvkaZpi8Ri+T28UrX2/4dnz+b5c19vY8DmZyT2cvlt8vY8evFdPKdKqRutT6e+I/wAcdF+H2hfBC+0HwX4Y8UeNdE+HGnLbeJb28upptIuhNdARfZ0mEBkiJ8weYhYFwTkBRXkwoSlzcyPqKuLpxceV7neav4h8B6v8UdWvdO0i3m+JNp8MLYaR4puNa8zTZ77+xoopYXt0ULHIIGmRdzlfMVQVywAXsJ8qdtCZYylGTSlrv/mddH4ZtLz9sG2/aag1zSR8P/sn9sGz+3p/aykacbY6X9jzv83f8m3Hl7Tnd2q/ZvlVNR1vvbocv1yEXKs6i5bbX1+78CDwJ4D0jWPHvgL4qXl94JvPDtn4d0Sxu7LxHrF1Z6t4aewgjjnW0t4WV2kYxu0eMhmfJABy0Om4xUOV3XUaxVOTdVzXJ17/AJnRW+teBZPin8JdXTw7cN4p034d6edH1mXVmFjY6jHZytBb3MOOqt8pLSZ3sgZdu4ivZT5NVoc08bSVblglflun52KXwT0/wp4e+DOhfDa8vNVs5/G9tJdatqMZgeGwuLjYum/aGKh/9HEELlVIVTPJuHUCpqo5e0XQ5KNShGksLLeau2vhTexH4r+LuqfDq2+HOjR2Oja5qWkeGdJj0vV7+COafQLzJhu2iYAhmZFXG7IRgGHfJGi5Rb8x1Mw9hWpUkk1Za9tdTN/aB/aDv/BK3dt4f0rQfFzwXPiHVtA1KeBJ59C1OXXtSKXULDIbdBJG4R8gssL4+XBzp0ZOm3szrrY+FOvCEdU+vbV3/Q9n+KfxZsdFu/iHqXhzxFoWoXM89kgsZ5Yru3v4P7QvDPBJGSQ0bRuM45wwII4rOlSblqrGuYY2FKjz0ZKUtreXU8n1DxR8MNR+F978OfDXiO3+H914s0vXLSGLXbllttIvJ7ixn+zvcgcW0ogkVZDnAwrDcMHSVOcZOUu5lhMXhqtKMIvl8n01R4b+0RJ4e8L/AAo8B+DbKDwRB4ltNUvNQvIPAOsXGo2NtAYYIlaVpHaMTzOjswTosSZxmrop8zbVkTj5wVKMVK78v+Hf5nz6VkJzg/lXWfP6noUHw6lkhDgcjnIruujxXXleyKkfwvuZnKpEMHinpe5p9amup6F8Lfhrq2haxdzJbLMJLJ02nGOXQ/0om4qNgp15TequdDq3w+1O516a6eBI5TKXVR8x+9mhSutDOrOLm5TWrPcfhh4fg8Z/DXXLnxXpGt34t9dm0eO28IWNuGjtjawTgshAON7uMoepH1r8R4z4szXJ85hgcvr0qcfZKd6i0u5yTV/KyPvuHciwOY4B4itGTfM1oy7a/DfwBFb6fIngr4up9riaQJ9jUGEK5TbJ82FJ25ABPDZr5H/XjiZuSeNwqs7eT0vofRf6pZamrU5/ey1L8Mfh6lrZTSeC/ipM9zG0io9qDJCBKY9r/PhOfmAz90g+1YLjviWU3F4zCrle/fRPRdV09bmi4Uy1Rt7Of3slm8K+BfD7xW9h4T+K8kUq72FhpwEQYhztfdg5xGvbHzpzknGlPjXiapGTeMwqs+vov1bXyZT4Wy5Oypz+9/5GX8YNK0v4farbaXp+mT3MV1pwuTNqRUzo7MwwxC9RtH5V+ocB53jOJMtq4rHuLnCo4e7s0ktfnf7j4HiXDU8oxlPD4fROKerv1a7Hh5t3uGlElpAx284THtX6OoK+jPmvrkvI4v4heFEumt3aEAAnj8Kvl0MI4hudzkdP8KWdqCzxhSOgwK52mtj0KNZt3eor6dabz8gqbHZ9YR7vpWlx2CnzLZLoEAbZAcD8q7D5V3k9zW8P+FzLM1wIMxhiSvOMdutNFzf2bnXXdxrOnT6Lb+HvDVtql1e3Rt53klkhjtohE7mRmUHuirjvkAcmsak2rcquVhcMnKc6lVxsrq3cqy6p42itbK9b4ftqIurKS5a0WWVpoXViFjZigUlh82OPYGs/bTi9InoyyyjUck6z3tfyLXg3xV8QJdQWysfA/iLRLO5vLdri4tLq5toYTJJFFKzq6oXKISTIm5TsHYMV8fF5bluZVFVx2DhUkkknKKdl2u7s7YwxWCpShhMbKKfM7J7u2+m2y3GXnjr4xWNrp4fw74he/vkjlFvFqV5thR1dgZJCNildqKUZ1fMgOAFbHFLh3IltltL/AMAj/kdUcVipSa/tKaS6834Ghb/F/wCJdhqumaf/AMId4mvbW7is5rjUBNqUyWfmRRPIrGONt2Gd0PQqYjuGTgZ1OHsiuksupL/txf5HfgcZiZUHOeOlJ3f21026+Zka38a/iw8l9j4e+MdPFtCrxEandRi4JnCsB5iKx2qTkKCTs3DKsCCHDmRtP/hOpf8AgEf8jPF4vExqQX9oShfXdv8AU5DxB448e69rmoR33gTWrqW2kW3hN+1xcPJDgszLMFMZAII2q2cnpkEV7WDwuHy+m6OCw0aUN7RSSv1dkeJWp08VyVcTjed23ettdFqzX8F6Bq3imwiurrw/daZPPPJC0Misvlqp+VjvCsQ3QEKc49DXp05OUbuJ5GJpwoz5YVOZWXzv6XMv4oeDZdPtrch1IyeV71o9Tko1Fdo8TvnksHlVkLdsisZRbPaw00tzl5r3Mrcd6VjscU2fWvhnw0+pRI0pK4HIFdB81VlKJ39poMOlWZBJwwxTscvt25amHJ4a1HxbrmkQ6f4luvDdhbTPcahPZ586WERMojXHGd7IcnIGM4OKxqwk4rlZ9Ll9fDxlJVY3ui0PD/i6xexjsPHUcmrQWc0F3e6jJPLBNcGRtriCJo0G1SAMBcHB+bvj7Ko1oz1amNwSk4ummvmanhux8e22q2xu/iNbS2az2j3NlLE0zTbLiF52SXarReYiSJ5fzAb29QVn2NbqxVMdl3s3aGtjmdY8M+ODb6daQePrdrsCM30z3t4ElwsizRCMyM3MjQt5iyJjymChRIa19jWSspM8upjstnJueGT9DpNJ8LfFK5+yXWkeK9MCRw2q3/8AaMsri92QQF0VI4wsLPJFP++jwwWcnHyrtiqqia9652ZdVwlWlLlpJavS21/6RW1jwn470/w1q+kaj4ntp724+ynSLyG5nDWixyoZxLKyNJIJVVjnIK+YVBGAQ6aqOLSkYY6eApYilOtRT0d7XS27I5zUfht45nijmtviHZidbe4WeC81C5xJcMJPKljVIUCAFoiImLriPGDk5zcMSnozaGKyJ07+w17Wf+ZW1rwp45uLnUHtfGkM5a5ie3ZriW0i+zjO+N4ol3b2OG3pIuDwAFyDTpV3tIxhjMmi7rD29Vcg+NeuW2l6fbTO2Q7CMbmLc7c9Tyfqea7IRfKkzwf3dSq/Z7Hz9BJbeIZJpX2hVcqRmsqt4ux7GFpKTuI3hrSWYndHz71jqek3TR7l4d8eX8FrFGumTYULmVoXOcZz0X/aH5V1WPFqU6bbvI0vGvxo0HwxptvBrOt2mjXc4LpFeMUdlHBIB560OShoyaGX1K026UHJLscBof7TvgLw7qc9xd+LrK5ieAx+XEsr5JKnoIyOxrF1qdviPp6GW1U7yo6FTVf2zfh39uaeHWrsx7iQkFnIep7ZVR0/nTWJppWueh/Zs5O6gkcpfftv+EYbmSS2g165bggpbxIO3cyZH5U/rtNaK7OKrkFWrfWKuezfArxtqXxy8M+LvEei+H7x7fwsDJfR3MsCzrGEZ2YB3AOApyMk8YrT65TW+z28zy58OV7rkafc9l/4W54V+Gvw/n8SeJ9ai0bSfOgi814pJn3SKcDy4wzH8sZ71nXnFWk9jjynD1250YWvc8h8cft2fBhryBrXxFqOpGJGD/ZdKlQZz0xIFz2rCGJowunc78bkeY4qUZR5du7OB1D9vj4ZMJPsWj+LL9lH3hZW8a9cZz55I6gdO/0q/rlP7KZyR4VxstZ1Ir7zn5/2yZrq8C6N8LPEOoNPdDS4lklKbrrPEACxODJ/sdfaud5hSjKzt31a26noU+Eqrj79X7k3+pc8Fav4q/a78V6H4Nj8PQ+CJ9Utp9S0q51OaVorgRSGFskRA7dySruUHDLg9DV08wjO7jrbR26O1/yN48MqhLkVR3floedeKtAvfhd428Q+FNYurWbU9Lu5bW4exZ2gZ0dkO0uqsR8vdRW3O6sVOxm8NHBVHSlK5x02tzCVgk7hc8DNVysxlyXOiHxn8U6fcPBbaxerGnPlrMxCj8667o89YFTVyf4fzy/Fz49eE7fxLa2XiIJpGtSQ22vykWkksWnXM0PnMWXEYlRGJ3DAGc18nxNWlRwLq0pOLvFXWrs5JO3nZ6eZ95wzh/ZTnCSum+u2x33jn/hVPgz4Wal4t8H+F/Cup+IE8Sad4WiQWaanpyStDFqF7NEZtyyoJ/OtUbn9ztALA5r43BfXq+IWGxE5KPI5a3jK13FJ2tZ7Sfnc+rxHJGm6kEtHbT0v/meran8PvDfizxf4tZ9N8F6Ba6R4i+IPh+DR7LSorKa8tItNtY4BCkMQVmhBZyzEEF9wJJrfF16uHopQcm2oO97pNyf4Pt2OGnFTnqur/BHU+DYNL+JWifFvTfElvptpbweJdX+HejzWOnQ2ws7L7XpkenQDy1G5IrmVHBbJBYnPNfMZjUrYOpRnQk37sKj1bvpNyfzjsj28JyVYy59Nbfijb/ZeEqav+2y0+Q51HWSc/S55B/Cv0jK7f2XhWv5Y/keBWlGWKqKPS/5ng/7WmtTXH7MFxp11c2Utx9t09oYrKzIVcAhsuoCqckcd6+mxH8M+OyzDexxbqO3XoddqXib4e2Hjr4maVdaZ4a1PxH4Ps9Y8WW03h3REso7V7IrHp1pO3lJ5siNPMXYAj/Vgs23j8Vw0MY6OGqxc4wquEfeldvmveS7J2Vr66s/UsRGmpTppJuN3omrdl8l1Od8M/EHxH8VvhDoNj468e3lnpMvwxN3JezWZuFinTxhFDG3lR4LEx28EOR0ABPevpqsI0ak/Y07vnatfpyX+Wup4E6ibUZO2n6pHtN94j1hv2z9S8JDU7o+GYoYdXj0XzD9lF8fFoJuBH93zeSN+NxyBnFfOYmPtMtdZq03Jq+9vc2PTw9nVcelv1QfC3SNPsv2xvgxeaJltCvfCF3f2xByES71S7ukQ+6iXb6ZU19LwvOdTDYj2q9+M+V/KKX6XPNzJwWLpwT3V/vPmL9oHwjc+Kf2mPia0TCOMeIL9C555FzJ/hX6Hh3airnweaS5sXKJyj/BW6LHbccf7la85w7aGNdW1jFGrReWqnqRj/Pat7Ox6ilHmsRt4gvNN+LunXXhXSo9YvJtF1O0jtgMKElsJYZn6jG2N5G69VFeTj8JTxtH2FR2V4u/+Fp/oe7l1SdBe0Su1+qaKWl6Bf6H8I4/D+u2moaPoVprcfiGa9bSWeaF/JihUSL5vyxkSxEblBYyLg84rphgsHPF/W5VGpcnJZbWv/wAMFfF4yNL2VOkmr338j6S1p9d1XW9aktxPBrl7d+ItVaL+yEhMLarbLDeSZkvh5ccS2/yOxwHVwxYrgRLKcvlBU6lRtJRW/wDK2/1PKhjMfzKUaSu2396RxHjDx18XPGdteWGnaRZ6bFq99HbyiDSrTS1v9TFxZ3zXeTcDzbhvKtWZ1yvlgkADcw8j+wMopVFNTnJrRXe0XFx5V5Lmdke9Rx2Ycq54JJfn93ke/fsPa5q3iHwT+1PqGu/Zv7euYNQn1BrOWOSE3LxzvLsaNmQruYgbWYYHU10exhhqFLD0r8sEoq/ZbBRcp1Zzlu9TwX4s+O49R/Z01N1kW6kttX00hTlckFiAD0zx3r068Wqep41CpTq1HTg+5x+p+B/iP4d8WfEbxRq1qyza4k+k69Lp9xYSArd3EavEIzKShMpVcgdiQSvNfPLA4dUaFC140mnHycdvU9apXx83OrDlTlvuer+HvhR4hstJsfCjaT4sEiaONIW2S80eP/QzqDXqKGkz/wAvMZcszAgLtJ5xWrwmHcnNq13f52t+R5Enmd2ny7WX33Kusah8dtbIvbS78R6bE2p2utRTag1gJPtF1P8AaYVPlQM20TOZPJbCIzfdyVB4ZZRl1STlOndtW36W/PzPTpV8z+GUlb0Z1f7FVj4s8PftMfDjR/FF49/Fb6LJHp0rkEQW6uzC3QhF3bHlfJ5wSRkbSq+lSw9GhCo6Ubczu/W1gU61TERdVq6Vl6HHfGTWY9P+PHxPG/a//CSal/6Vy17FH+DE+XzCLljpnmU/xEuY5pFFwcBj3rTQ4HSd9zx22gv7vTp7iMEww4DMT0z0rdSdj05OlGoovdmbp/inUvC3i3StQsb6WxuE8yBp0jjlZYpV8uUBZfkJKMw5456jqOSsk0fR4Gyi2j1O8vvEHiDTNRs9S+Ifiu/F4XS6ieHT5o7lPnaISt/aGSMEH5shOAv3Frhi+V6I9CcWzoY/FXixdRR4/iJrslwR9lcjRNKlYoyOJYiPtZDIQdwB+R2kkY4fJbVyUtEjmUXHX/MoXF94r0CBp0+I3iZZbe8+1rbtoVsY7RxKFd0RrnETeXGpIjUBl/dkkE1m9XsbRaaunf5n0z/wTd1i51v4MftIajeSrNdXGlXM8siwpEHdreYkhEwq89gB1pVdo+pNNLmk12PnH4rQS6d8AtXtbTxEuqadJf2EzRPpf2dvMxJgBtpPyjHO75s9K9DESbgkz5bLOT6zKy7njfg6fS9ZDWOsaxfRNAvmO8muLawuxcsdgeJvm+7nJBLZNec0r3PruS60O9jtdG8u4kfxVes2AYVXxlakuuckEmMDIOWAOOPccrY53Su9TN1/w3pvgvwzZ6ld3uswwajbwTw29p4mtJJJbbzNoxGgLNhVZeg2kYxgUr3dkOm4ybUXe2/kz2j/AIJkXdxdftYaA0l3PeW5tZhb+fP5rxRAnarc4U8ZwKqekWhaOrHyOP8A2o9RnX9pr4o21uXL/wDCR6jwvvdS120Jfu4o8HH0f9oc+55o2i6wxz9kmOec1vc4uVD9CvFi0O9s2XLT7MH6GtEcmIi3VUl0OY1LRbG8v7dNQv8A+zIGkVHuWjLqiFhubaOWwOcDriokk9D6HBVpKm3FXL2lfB+/1i/FlBJawRpKwF9JvBkUNgYBwMkfOBkHAHNKWGklexs8ypJ6vXsQXvgOz0e8vYLm6uJ44YEmtxD5aT53KWzCX3HChzwR0Bz1Fc/s0vkaqu5Rulb8jSvPhFq/jPxZ4pfRLGQwadEL6eO7YiSOJo94DAZ+Y4Ixnqa0dO820jKlio4ehCNR+V0fdf8AwTc0a40n9n748peWN3YzyaJchhdxsu7FvLyoIBx81cmJVuU68PPnnUSaenQ+Wtb8RxeNfh5fSalcSWljBcW6skAW3hfO/aXCgAldvGfU/h1YlrkR83hozhUbjq7lrQf2bbPxpo1nq3hGW5n8MX0VtBc6hr2nRPNaSci5dAsgAVMZUZyw4OMVyKE3HmIqZx7Cr7Ote67PQr6/+zRpnhHUfDDAXmtWVxHHLqDBT5d0rxRuDD5a5A3ORhm52jnNYqT6nWs1bi5N27Esv7PGp/Ei8+HnhjS9FTw7qsZvdBumnn+1A3ELSTkyuoG1mBZRHgYCZ6NUxlZ6hDGexnVblzXd7LQ91/4J8/C+T4cftX3Gk30mnX19pxaIXdpdqxyrlHAj3BwDxyyZ+ne5S5o6HVhsRKviKbT0d9PQ8P8A2iNQSz/az+LLMu4r4k1AjI6f6TJXVS/hxNsXG9UwP+FmtF8htV+Xjiug8eVKVzV8F+CLTUydz7eMjkVd2eJi61noWb/w7pfhrxXEktlaX00mn3Mlr9rRJFSaNfMUlG4IwmP+BfSr5knqdOXudWk3zNK+tvM7WL4uXPxS07Q/7Q8M6HDaaEizOlsqWLyjDLh1WMtkGRGGSATjkEiuxVY8lmaTwcsPUkovdW2fyu/12OP8F6j4V8OTa1p3iiWWYx6Nc2cTXN01rJcTtMQ7q8igspiOBkDA3dwK5ZTjGLXQ7nRrVaqqR+K6emvTyubX7Ls9h4/8eal4K0kailt4jtZdOt7SKUBPLVGKqzzKSyqWOMMpyVz0reg4Sg5NaIyzGlXg41Oa7b/E+sv2OvhfcfBv4GfHDQdQs7uyv/7I1KWSK6RgdohdF52jPA6gkfSvNx8IwceTY9nK8RUryqVKi1svw3PkD4W3kHw40aLxBqtqF+x6hbXBt7+D91KEV2255xuIwCRjIzzg1GJalSsjwpU5YnnhHufRGhftGa/q0GveCZ9W0f8A4RV7m6tItSvJN0UsTExQ4eMhB80ka4LKSAdvAJHHTlGCvbU46+HrJKMdnrb8xmpeKIfA3jKfxnrXg+90LR7690641a9h0e5FpcLCJITCyAGRgwHm42rjIDZwN2T11M44eVWahO0uy2tfV72PPPCHxs0qT45y674f8ExWthd6uyXOr2lvPHFJNNLs+e53KxbcZEDgKCXYkEYA3o01OVmdmNwtSnBTnLWO0fI+3Ph/8BLH4aftAXPjCw0WGD+3mhE17bTvIpkkl81tw3YU5UcbR0q6vLyWW515ZTxEMXGU3enbTra5+WX7Vd2Yf2rvi0y9V8TagP8AyYetaOtNHv4nSbPMjcSuSxHJ5raxwcx6XpGu3GjTJGhIdmAA79cVu7WPj5QU02cR8XNQu9e1LTRIGje13wzSMSqxMzAYdui9DyfeuOtUjGSV9WfY5DRcadTTS6/Il8Dat418A+J9P1nRF03VNTtlk+yO19BebSUVmIRZDkYcfKwwckYJBpQrzpvRX/E9XEYOniIuMpNX3t1NbXvir4r8Vxacvibw8mqxGOOWz+yWbRCSGLzGZWRcCVMiQtuyRsbnArarim7e0SOHD5VDDJ/VZON7rU0br4+z2V/o+pWtlc6Dq2nrdW8saqqOiFVK7TtXy89CFHRcEHNaUsUo6oJ4BvnhP3k7W9T9KvgdqNi/7PPjrTrDWbzxI9v4B+3XGqX2rJfO013YC4eIKBmJVeRtqNk4PJHNcWIqOtJSZ34WgsPGUV2PzZ1eHVfG3hS48O+GrXWPFGo3jW85gCmSYJHuOfKRnLjDHsNuP9qljcRQwtH2laSivNpfmeVldGdTES5INvy1OZsvC/i34apDem7tdBu7d4J2tdZs5oP3hljAjKTw7DsZ2ZiDjaH5wMV51PFUMQ/3VSMn5SR72Iy+NaP7+D+d0z0DXP2rPjRe6Dd3Wu+L9O8S6Spe0u9OYWJj/eRsqMmwb2wgIDJymMEjPPRa61PDeVYSVRwjHlas73dzS1T47+KbXwnrHhbWvCEnht4LW3TTJtNiaKO1aORVaRiuVUBI3G5VwQhBHNJXg73LnlbjKM0+bVuXdq3Q+0f2Ffi34e8XSyWlzq1vL8Qb/wARPBdWV7cXInW0t47ZkMETFgV3vIS77Sfn9MVFavUqVYRa0s7iy7BQwkubltKV+vTppsfCP7R/kSftbfFwz8ovinUTtPf/AEh69Gl/DR0Ytc0jOTxBoCKFeFNw4PyCtTyXCV9jzy48QzXkhLSZZ26twMk96HK5rHCRh0On0n4zeL/hv4i1q58F+K9V8OJeXBacabdssVztJ2mRc7XwGONwPWvMx2WYHMrfXKKm1tdXt6HpYKtiMJCKpysdHZftH+MPFWoqPEdv4Q8VPsP77X/CWmzydP8AnoIVfPvnNeMuGcupK1Bzp/4ZzX4Xt+B60s1xcneSUn5pW/Iln+Inhe3vvPvfhV4QmuRuzc6RdahpsgByDgQ3IReCf4Mc+laxyTERV8Njaqt3UZfe3G/438zL+1Gny1qEW/K6/UuL8VfhnfSldQ8G+N9FkZ2ke+0Xxmt1LuZPLZlS5tSRlPl/1nTjNc0svzulflxkJ/4qbX4qf6HTHHYKbXNTcfRnS+C/2nfCf7O3hDxT4e+EGka1rFv4wsZLLV38eRQo9pHsZF+z/ZZMOSJHJLgYKrwcnHqYOlmUov8AtBQVtuRvbzT/AEMa1bDqV6F36nnvwtsby80zUnNq935UcbhwMFcBy2Dn2Fe3OEZx5ZpSXmk/zufOqXs5txuvQ6nxZ8Wvil8MF006P418XeH4jLLGLddWuGtyVCHb5bMU4Dg4x/F714tbIcoxX8bCwb/wq/32uenSzDExelRu3fX8znr39qPx7rkvmeIk8KeMT/f8ReEtNupP+/nkh89ed2ea4v8AVfLaa5aDnTX92pNL7r2/A9D+1q83zVUpeqRZ8L+PtP8AEF60svwd8I3N03yCXR31LTpHJ7ItvcqoP0XFaQ4exCV8PjakV58svzjf8TmxGe4ejZVqMW/u/U7+Xx9H+zN9h8a+EPhZN4R8a782eqX3iOXUbWJpAUk32skIJJTcBmXgnPzYxXRh8szDDycq2MVWHbks7+t7fcjjo5zgcdW5KNNxkl3voj528SeN9T8e+Otc8Va68U+sazeS313JBH5aNLIxZiqjoMseK9mMeVKJdSSk7spNOXYnHU1rY5G1c9oH7Avxwcbo/DVi6HoTq9qP0Livzb/iIPDy3rv/AMAl/kfbPh3HLeH4oP8AhgH45f8AQsWA/wC4zaf/AByn/wARB4d/5/v/AMAl/kL/AFex38n4ontv2BvjikibvDFh6f8AIZtf/i6P+IhcO/8AP9/+ASMp8OY9rSP4r/MdYfsTfF/Ull+x6To94IbhrSQ2+v2b+XOv3omxJw47r1FbVeOsipJOrOaurq9OS077beZxrhvGyu1H8V/mRTfsQ/FuOTbLpmiI5Bfa/iGzBAxISf8AWdMQzH6RP/dOLjx1kdtJz/8ABc/Jdu7X3ruX/YGOho1b5r/MueFP2MPinPJFe2/hbw54nspFWTaviK3dGTcRuVoph1KuuTkfe44NRV46yGg7VakovzpzWu/btqWuH8wqxXKtH1TR2fhv9ljx1ZX+qWUXhLRbB0EMUllF4tt2mV5CyqJMEkbsqFUgZ5xnNKfHWSckavtJcsr2fs52dt7O3Rb9jlfDmZN2UU2t7tf8Ew/Gn7KvjTxS+kSaTa6DG89xLbRNJ4ws7gXEgCfu4xlcuOMgZPK1suNcnpuXPKeiu/3U9E9nts7PXyHDIcfazitezW5mWv7CXxTuIFl8rQhGTHhk1i3YfvADHyGI+YMpHruGOtQ+P+H4vllVmnr/AMu5dN/u6l/6u5jJXjBP5o7H4Y/spfFbwR4pF1pyaHqNzYMDPZRarbs6biwAYB8rkqwBI6qfQ1cuPuH6SUqlSaT2vSnr6Hn4jhLMcVdKC5l/eR03x3/Z6+NXxX0iysbTwnp1tBBMJmjGs27Fn9cswrH/AIiJw3b3a71/uSJy7gvM8FW9pOHS2jR5BY/sDfGpJx5/hqxSPuRrFqcf+P1n/wARC4c39u//AACR7lThzMWvch+KOlP7Dfj+LCN4fVmAAJTUICM45/5aD+VWuP8Ah9q6rv8A8BkcP+rGb/8APv8AFH6QV/I5++hQAZwaGrLmA4mL4Q+HknWUrePKmt/2/G5u3Gy73FgRggbRubCHIwTkHNfRPOsXJcq5UuT2fw/Z0T+bsvuPN+oUU7+d/nf/AIL+8SL4M+Eraee4g0wwTzs7TPHM48wvFdxEkZx92/ueg5LgnOBQ87x04xUpJqK6pdHF/nTiNYGhrZWu9fx/zZc8M/D2y8IzafJYX2oBbKwXThDJKhjliRnaPeoQDK+YwBGOtc+LzStmCqe1jG8pc17a3aSdvIujhYULOHRWLWneBNG0vxTqHiCKB5NQvSC/nyGSOMhw5KIeFJZFYn1UYx0OVbMsTPDU8K5WjHRW0e1tX10bRccLThUlO2rMHSfgn4Y0G50iXTYLiybS72W+gCS7gZJEiSTcWBJDCJe+RzggcV6FTiHHVudVGmqkVF3XRN2/M5o4ChDlaXwttfMtn4XaWljc2cF7qdpbTwWUIjguQBEbVYxDImVOHxCgJOQcdOTWSznEc8ak4xlJc2rjupttp+V2zT6jTScYvt+B0el6BZaPc6tcW0QW61Sdbi8nIG+WRYkiDEgddqD2yWOOa8qviatenShN+7C8Yrok3d/jL7kjqhSjTblHdmieTXIbBQAUAf/Z",
      "actions": [
        "More editions"
      ]
    },
    {
      "position": 2,
      "id": "tQwzEAAAQBAJ",
      "title": "Learn Python: A Crash Course On Python Programming and How ...",
      "link": "https://books.google.com/books?id=tQwzEAAAQBAJ&printsec=frontcover&dq=python+programming&hl=en&newbks=1&newbks_redir=1&sa=X&ved=2ahUKEwjC1JX-tNCXAxXuI0QIHdwoN34Q6AF6BAgMEAM",
      "authors": [
        "Damon Parker"
      ],
      "year": null,
      "snippet": "This book is written to help you master the basic concepts of Python coding and how you can utilize your coding skills to analyze a large volume of data and uncover valuable information that can otherwise be easily lost in the volume.",
      "found_inside": null,
      "highlighted_words": [],
      "thumbnail": "data:image/jpg;base64,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\\x3d",
      "actions": [
        "Preview",
        "More editions"
      ]
    },
    {
      "position": 3,
      "id": "PxzLyQEACAAJ",
      "title": "Python Programming: A Pragmatic Approach To Programming ...",
      "link": "https://books.google.com/books?id=PxzLyQEACAAJ&dq=python+programming&hl=en&newbks=1&newbks_redir=1&sa=X&ved=2ahUKEwjC1JX-tNCXAxXuI0QIHdwoN34Q6AF6BAgKEAM",
      "authors": [
        "Bryan Johnson"
      ],
      "year": null,
      "snippet": "★★★Buy the paperback version of this book and get the kindle version FREE★★★ Are you interested in learning how to write your own codes?",
      "found_inside": null,
      "highlighted_words": [],
      "thumbnail": "data:image/jpg;base64,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\\x3d\\x3d",
      "actions": []
    },
    {
      "position": 4,
      "id": "Xqt8wwEACAAJ",
      "title": "Python Programming: An Easiest Beginner to Expert Guide to ...",
      "link": "https://books.google.com/books?id=Xqt8wwEACAAJ&dq=python+programming&hl=en&newbks=1&newbks_redir=1&sa=X&ved=2ahUKEwjC1JX-tNCXAxXuI0QIHdwoN34Q6AF6BAgLEAM",
      "authors": [
        "Andrew Burn"
      ],
      "year": null,
      "snippet": "Through this book You will learn: WHY SHОULD YOU LЕАRN Python Programming Whаt You Саn Dо Аѕ A Pуthоn Рrоgrаmmеr?",
      "found_inside": null,
      "highlighted_words": [],
      "thumbnail": "data:image/jpg;base64,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\\x3d\\x3d",
      "actions": []
    },
    {
      "position": 5,
      "id": "hbJ5DwAAQBAJ",
      "title": "Introduction to Python Programming",
      "link": "https://books.google.com/books?id=hbJ5DwAAQBAJ&pg=PP12&dq=python+programming&hl=en&newbks=1&newbks_redir=1&sa=X&ved=2ahUKEwjC1JX-tNCXAxXuI0QIHdwoN34Q6AF6BAgOEAM",
      "authors": [
        "Gowrishankar S",
        "Veena A"
      ],
      "year": null,
      "snippet": null,
      "found_inside": "Found inside",
      "highlighted_words": [
        "Python Programming",
        "Python Programming",
        "Python programming"
      ],
      "thumbnail": "data:image/jpg;base64,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\\x3d",
      "actions": [
        "Preview",
        "More editions"
      ]
    },
    {
      "position": 6,
      "id": "uES4AwAAQBAJ",
      "title": "Python Programming Techniques: The Art of Coding and ...",
      "link": "https://books.google.com/books?id=uES4AwAAQBAJ&pg=PT14&dq=python+programming&hl=en&newbks=1&newbks_redir=1&sa=X&ved=2ahUKEwjC1JX-tNCXAxXuI0QIHdwoN34Q6AF6BAgPEAM",
      "authors": [
        "Lance Gifford"
      ],
      "year": null,
      "snippet": null,
      "found_inside": "Found inside",
      "highlighted_words": [
        "Coding",
        "Programming",
        "PYTHON",
        "Python",
        "programming"
      ],
      "thumbnail": "data:image/jpg;base64,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\\x3d",
      "actions": [
        "Preview"
      ]
    },
    {
      "position": 7,
      "id": "itMrEQAAQBAJ",
      "title": "Python Programming for Machine Learning - Page 1",
      "link": "https://books.google.com/books?id=itMrEQAAQBAJ&pg=PA1&dq=python+programming&hl=en&newbks=1&newbks_redir=1&sa=X&ved=2ahUKEwjC1JX-tNCXAxXuI0QIHdwoN34Q6AF6BAgTEAM",
      "authors": [
        "Dr.A.Kalpana",
        "Mrs.S.Sree Priya",
        "Dr.K.Sivakami"
      ],
      "year": null,
      "snippet": null,
      "found_inside": "Found inside – Page 1",
      "highlighted_words": [
        "Python Programming",
        "Python Programming",
        "Python Programming",
        "Python Programming",
        "Python Programming"
      ],
      "thumbnail": "data:image/jpg;base64,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",
      "actions": [
        "Preview",
        "More editions"
      ]
    },
    {
      "position": 8,
      "id": "3hpfzwEACAAJ",
      "title": "Learn Python Programming: A Practical Introduction Guide for ...",
      "link": "https://books.google.com/books?id=3hpfzwEACAAJ&dq=python+programming&hl=en&newbks=1&newbks_redir=1&sa=X&ved=2ahUKEwjC1JX-tNCXAxXuI0QIHdwoN34Q6AF6BAgREAM",
      "authors": [
        "Jason Crash"
      ],
      "year": null,
      "snippet": "Do you want to get started with the incredible world of python programming, but you're not sure where to start? Looking for the best introduction to this amazing language? Then this is the book for you!",
      "found_inside": null,
      "highlighted_words": [],
      "thumbnail": "data:image/jpg;base64,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",
      "actions": []
    },
    {
      "position": 9,
      "id": "xSBvAQAAQBAJ",
      "title": "Python Programming for Raspberry Pi - Page 45",
      "link": "https://books.google.com/books?id=xSBvAQAAQBAJ&pg=PA45&dq=python+programming&hl=en&newbks=1&newbks_redir=1&sa=X&ved=2ahUKEwjC1JX-tNCXAxXuI0QIHdwoN34Q6AF6BAgSEAM",
      "authors": [
        "Richard Blum",
        "Christine Bresnahan"
      ],
      "year": null,
      "snippet": "... Python ? How to check your Python environment The Python interactive shell Using a Python development environment How to create and run a Python script This hour , you will explore the Python programming environment . You will learn ...",
      "found_inside": "Found inside – Page 45",
      "highlighted_words": [
        "Python programming"
      ],
      "thumbnail": "data:image/jpg;base64,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\\x3d\\x3d",
      "actions": [
        "Preview",
        "More editions"
      ]
    },
    {
      "position": 10,
      "id": "JonjDwAAQBAJ",
      "title": "Introduction to Python Programming for Business and Social ...",
      "link": "https://books.google.com/books?id=JonjDwAAQBAJ&pg=PP36&dq=python+programming&hl=en&newbks=1&newbks_redir=1&sa=X&ved=2ahUKEwjC1JX-tNCXAxXuI0QIHdwoN34Q6AF6BAgUEAM",
      "authors": [
        "Frederick Kaefer",
        "Paul Kaefer"
      ],
      "year": null,
      "snippet": null,
      "found_inside": "Found inside",
      "highlighted_words": [
        "PYTHON",
        "Python's",
        "Python",
        "Programming Python's"
      ],
      "thumbnail": null,
      "actions": [
        "Preview",
        "More editions"
      ]
    }
  ]
}