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@mdavalos1993
Created May 31, 2024 05:41
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Summarize PDF file.ipynb
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{
"nbformat": 4,
"nbformat_minor": 0,
"metadata": {
"colab": {
"provenance": [],
"authorship_tag": "ABX9TyOUEZESUVOhfvvFldE8Y8Iy",
"include_colab_link": true
},
"kernelspec": {
"name": "python3",
"display_name": "Python 3"
},
"language_info": {
"name": "python"
}
},
"cells": [
{
"cell_type": "markdown",
"metadata": {
"id": "view-in-github",
"colab_type": "text"
},
"source": [
"<a href=\"https://colab.research.google.com/gist/mdavalos1993/85180de03d80b78bad9709577c066fd3/summarize-pdf-file.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
]
},
{
"cell_type": "markdown",
"source": [
"Este proyecto de Google Colab está diseñado para facilitar la carga de un archivo PDF, generar un resumen del contenido y convertir dicho resumen a un archivo de audio.\n",
"\n",
"**IMPORTANTE:**\n",
"Debes declarar una variable ('OPEN_AI_KEY') con la API Key de tu cuenta en OpenAI.\n",
"\n",
"\n",
"![Screenshot 2024-05-31 at 1.39.33 AM.png](data:image/png;base64,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)"
],
"metadata": {
"id": "ju9RnpsBJZWi"
}
},
{
"cell_type": "markdown",
"source": [
"1- install libraries"
],
"metadata": {
"id": "jyhZskwo_Zg-"
}
},
{
"cell_type": "code",
"execution_count": 1,
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"collapsed": true,
"id": "71A1cw1h_QWZ",
"outputId": "e0bf8053-f295-4589-fc52-fd69f30bb79f"
},
"outputs": [
{
"output_type": "stream",
"name": "stdout",
"text": [
"Collecting openai\n",
" Downloading openai-1.30.5-py3-none-any.whl (320 kB)\n",
"\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m320.7/320.7 kB\u001b[0m \u001b[31m2.3 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n",
"\u001b[?25hRequirement already satisfied: anyio<5,>=3.5.0 in /usr/local/lib/python3.10/dist-packages (from openai) (3.7.1)\n",
"Requirement already satisfied: distro<2,>=1.7.0 in /usr/lib/python3/dist-packages (from openai) (1.7.0)\n",
"Collecting httpx<1,>=0.23.0 (from openai)\n",
" Downloading httpx-0.27.0-py3-none-any.whl (75 kB)\n",
"\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m75.6/75.6 kB\u001b[0m \u001b[31m5.5 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n",
"\u001b[?25hRequirement already satisfied: pydantic<3,>=1.9.0 in /usr/local/lib/python3.10/dist-packages (from openai) (2.7.1)\n",
"Requirement already satisfied: sniffio in /usr/local/lib/python3.10/dist-packages (from openai) (1.3.1)\n",
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"Collecting httpcore==1.* (from httpx<1,>=0.23.0->openai)\n",
" Downloading httpcore-1.0.5-py3-none-any.whl (77 kB)\n",
"\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m77.9/77.9 kB\u001b[0m \u001b[31m8.1 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n",
"\u001b[?25hCollecting h11<0.15,>=0.13 (from httpcore==1.*->httpx<1,>=0.23.0->openai)\n",
" Downloading h11-0.14.0-py3-none-any.whl (58 kB)\n",
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"Requirement already satisfied: pydantic-core==2.18.2 in /usr/local/lib/python3.10/dist-packages (from pydantic<3,>=1.9.0->openai) (2.18.2)\n",
"Installing collected packages: h11, httpcore, httpx, openai\n",
"Successfully installed h11-0.14.0 httpcore-1.0.5 httpx-0.27.0 openai-1.30.5\n",
"Collecting PyMuPDF\n",
" Downloading PyMuPDF-1.24.5-cp310-none-manylinux2014_x86_64.whl (3.5 MB)\n",
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"\u001b[?25hCollecting PyMuPDFb==1.24.3 (from PyMuPDF)\n",
" Downloading PyMuPDFb-1.24.3-py3-none-manylinux2014_x86_64.manylinux_2_17_x86_64.whl (15.8 MB)\n",
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"\u001b[?25hInstalling collected packages: PyMuPDFb, PyMuPDF\n",
"Successfully installed PyMuPDF-1.24.5 PyMuPDFb-1.24.3\n"
]
}
],
"source": [
"!pip install openai\n",
"!pip install PyMuPDF"
]
},
{
"cell_type": "markdown",
"source": [
"2- upload pdf file"
],
"metadata": {
"id": "CATOpWa0_2ZN"
}
},
{
"cell_type": "code",
"source": [
"from google.colab import files\n",
"\n",
"bookUploaded = files.upload()"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/",
"height": 74
},
"collapsed": true,
"id": "dRsk2m3e_hIk",
"outputId": "76d8ef68-a733-47de-894c-c5c68d9198ed"
},
"execution_count": 2,
"outputs": [
{
"output_type": "display_data",
"data": {
"text/plain": [
"<IPython.core.display.HTML object>"
],
"text/html": [
"\n",
" <input type=\"file\" id=\"files-40fc46c8-d66e-4239-a8ab-a6f2d3e7e01f\" name=\"files[]\" multiple disabled\n",
" style=\"border:none\" />\n",
" <output id=\"result-40fc46c8-d66e-4239-a8ab-a6f2d3e7e01f\">\n",
" Upload widget is only available when the cell has been executed in the\n",
" current browser session. Please rerun this cell to enable.\n",
" </output>\n",
" <script>// Copyright 2017 Google LLC\n",
"//\n",
"// Licensed under the Apache License, Version 2.0 (the \"License\");\n",
"// you may not use this file except in compliance with the License.\n",
"// You may obtain a copy of the License at\n",
"//\n",
"// http://www.apache.org/licenses/LICENSE-2.0\n",
"//\n",
"// Unless required by applicable law or agreed to in writing, software\n",
"// distributed under the License is distributed on an \"AS IS\" BASIS,\n",
"// WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n",
"// See the License for the specific language governing permissions and\n",
"// limitations under the License.\n",
"\n",
"/**\n",
" * @fileoverview Helpers for google.colab Python module.\n",
" */\n",
"(function(scope) {\n",
"function span(text, styleAttributes = {}) {\n",
" const element = document.createElement('span');\n",
" element.textContent = text;\n",
" for (const key of Object.keys(styleAttributes)) {\n",
" element.style[key] = styleAttributes[key];\n",
" }\n",
" return element;\n",
"}\n",
"\n",
"// Max number of bytes which will be uploaded at a time.\n",
"const MAX_PAYLOAD_SIZE = 100 * 1024;\n",
"\n",
"function _uploadFiles(inputId, outputId) {\n",
" const steps = uploadFilesStep(inputId, outputId);\n",
" const outputElement = document.getElementById(outputId);\n",
" // Cache steps on the outputElement to make it available for the next call\n",
" // to uploadFilesContinue from Python.\n",
" outputElement.steps = steps;\n",
"\n",
" return _uploadFilesContinue(outputId);\n",
"}\n",
"\n",
"// This is roughly an async generator (not supported in the browser yet),\n",
"// where there are multiple asynchronous steps and the Python side is going\n",
"// to poll for completion of each step.\n",
"// This uses a Promise to block the python side on completion of each step,\n",
"// then passes the result of the previous step as the input to the next step.\n",
"function _uploadFilesContinue(outputId) {\n",
" const outputElement = document.getElementById(outputId);\n",
" const steps = outputElement.steps;\n",
"\n",
" const next = steps.next(outputElement.lastPromiseValue);\n",
" return Promise.resolve(next.value.promise).then((value) => {\n",
" // Cache the last promise value to make it available to the next\n",
" // step of the generator.\n",
" outputElement.lastPromiseValue = value;\n",
" return next.value.response;\n",
" });\n",
"}\n",
"\n",
"/**\n",
" * Generator function which is called between each async step of the upload\n",
" * process.\n",
" * @param {string} inputId Element ID of the input file picker element.\n",
" * @param {string} outputId Element ID of the output display.\n",
" * @return {!Iterable<!Object>} Iterable of next steps.\n",
" */\n",
"function* uploadFilesStep(inputId, outputId) {\n",
" const inputElement = document.getElementById(inputId);\n",
" inputElement.disabled = false;\n",
"\n",
" const outputElement = document.getElementById(outputId);\n",
" outputElement.innerHTML = '';\n",
"\n",
" const pickedPromise = new Promise((resolve) => {\n",
" inputElement.addEventListener('change', (e) => {\n",
" resolve(e.target.files);\n",
" });\n",
" });\n",
"\n",
" const cancel = document.createElement('button');\n",
" inputElement.parentElement.appendChild(cancel);\n",
" cancel.textContent = 'Cancel upload';\n",
" const cancelPromise = new Promise((resolve) => {\n",
" cancel.onclick = () => {\n",
" resolve(null);\n",
" };\n",
" });\n",
"\n",
" // Wait for the user to pick the files.\n",
" const files = yield {\n",
" promise: Promise.race([pickedPromise, cancelPromise]),\n",
" response: {\n",
" action: 'starting',\n",
" }\n",
" };\n",
"\n",
" cancel.remove();\n",
"\n",
" // Disable the input element since further picks are not allowed.\n",
" inputElement.disabled = true;\n",
"\n",
" if (!files) {\n",
" return {\n",
" response: {\n",
" action: 'complete',\n",
" }\n",
" };\n",
" }\n",
"\n",
" for (const file of files) {\n",
" const li = document.createElement('li');\n",
" li.append(span(file.name, {fontWeight: 'bold'}));\n",
" li.append(span(\n",
" `(${file.type || 'n/a'}) - ${file.size} bytes, ` +\n",
" `last modified: ${\n",
" file.lastModifiedDate ? file.lastModifiedDate.toLocaleDateString() :\n",
" 'n/a'} - `));\n",
" const percent = span('0% done');\n",
" li.appendChild(percent);\n",
"\n",
" outputElement.appendChild(li);\n",
"\n",
" const fileDataPromise = new Promise((resolve) => {\n",
" const reader = new FileReader();\n",
" reader.onload = (e) => {\n",
" resolve(e.target.result);\n",
" };\n",
" reader.readAsArrayBuffer(file);\n",
" });\n",
" // Wait for the data to be ready.\n",
" let fileData = yield {\n",
" promise: fileDataPromise,\n",
" response: {\n",
" action: 'continue',\n",
" }\n",
" };\n",
"\n",
" // Use a chunked sending to avoid message size limits. See b/62115660.\n",
" let position = 0;\n",
" do {\n",
" const length = Math.min(fileData.byteLength - position, MAX_PAYLOAD_SIZE);\n",
" const chunk = new Uint8Array(fileData, position, length);\n",
" position += length;\n",
"\n",
" const base64 = btoa(String.fromCharCode.apply(null, chunk));\n",
" yield {\n",
" response: {\n",
" action: 'append',\n",
" file: file.name,\n",
" data: base64,\n",
" },\n",
" };\n",
"\n",
" let percentDone = fileData.byteLength === 0 ?\n",
" 100 :\n",
" Math.round((position / fileData.byteLength) * 100);\n",
" percent.textContent = `${percentDone}% done`;\n",
"\n",
" } while (position < fileData.byteLength);\n",
" }\n",
"\n",
" // All done.\n",
" yield {\n",
" response: {\n",
" action: 'complete',\n",
" }\n",
" };\n",
"}\n",
"\n",
"scope.google = scope.google || {};\n",
"scope.google.colab = scope.google.colab || {};\n",
"scope.google.colab._files = {\n",
" _uploadFiles,\n",
" _uploadFilesContinue,\n",
"};\n",
"})(self);\n",
"</script> "
]
},
"metadata": {}
},
{
"output_type": "stream",
"name": "stdout",
"text": [
"Saving git.pdf to git.pdf\n"
]
}
]
},
{
"cell_type": "code",
"source": [
"import fitz\n",
"\n",
"filePath = list(bookUploaded.keys())[0]\n",
"document = fitz.open(filePath)\n",
"\n",
"pagesContent = []\n",
"for page_num in range(document.page_count):\n",
" page = document.load_page(page_num)\n",
" text = page.get_text()\n",
" concatenatedText = f\"page {page_num + 1}\\n{text}\\n\"\n",
" pagesContent.append(concatenatedText)\n",
"document.close()\n",
"\n",
"print(f\"page count: {len(pagesContent)}\")"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"collapsed": true,
"id": "QvVadsHWBW-o",
"outputId": "33cb8df3-3f7f-470e-b4cc-f86fbdb550a2"
},
"execution_count": 5,
"outputs": [
{
"output_type": "stream",
"name": "stdout",
"text": [
"page count: 1\n"
]
}
]
},
{
"cell_type": "markdown",
"source": [
"4- generate summary"
],
"metadata": {
"id": "T-Z2Ju_ZD6rd"
}
},
{
"cell_type": "code",
"source": [
"from openai import OpenAI\n",
"from pathlib import Path\n",
"from google.colab import userdata\n",
"\n",
"#add your OPEN_AI_KEY on 'Secrets'\n",
"client = OpenAI(api_key=userdata.get(\"OPEN_AI_KEY\"))\n",
"\n",
"concatenatedPagesContent = \"\\n\".join(pagesContent)\n",
"\n",
"textToSummary = f\"summarize the following article {concatenatedPagesContent}\"\n",
"response = client.chat.completions.create(\n",
" model=\"gpt-3.5-turbo\",\n",
" messages=[\n",
" {\"role\": \"user\", \"content\": textToSummary},\n",
" ]\n",
")\n",
"summary = response.choices[0].message.content\n",
"print(summary)"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"collapsed": true,
"id": "g9erj8ImD5fV",
"outputId": "deb4e68b-ec9b-4f1f-f7d1-f0847ba41ff8"
},
"execution_count": 12,
"outputs": [
{
"output_type": "stream",
"name": "stdout",
"text": [
"The second edition of Pro Git addresses the changes and updates in the Git community since the first edition was published over four years ago. Git has become more widely adopted, with improvements in Windows support, graphical user interfaces, IDE support, and business use. The Open Source community has also seen exponential growth, with platforms like GitHub hosting millions of projects and developers. The rise of the HTTP protocol for Git network transactions has simplified the process. The updated edition includes a deeper look at GitHub and its use in the Git community. The author, Scott Chacon, hopes readers will find this edition helpful in navigating the evolving world of Git.\n"
]
}
]
},
{
"cell_type": "markdown",
"source": [
"5- generate audio"
],
"metadata": {
"id": "rSJODPLMIab1"
}
},
{
"cell_type": "code",
"source": [
"speech_file_path = Path(f\"/content/summary.mp3\")\n",
"\n",
"audioResponse = client.audio.speech.create(\n",
" model=\"tts-1\",\n",
" voice=\"fable\",\n",
" input= summary\n",
" )\n",
"audioResponse.stream_to_file(speech_file_path)"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"collapsed": true,
"id": "BLOl_bkfIZgK",
"outputId": "0db94c9f-26b8-4c26-e2ca-a192a3440ee0"
},
"execution_count": 13,
"outputs": [
{
"output_type": "stream",
"name": "stderr",
"text": [
"<ipython-input-13-0b308da95c47>:8: DeprecationWarning: Due to a bug, this method doesn't actually stream the response content, `.with_streaming_response.method()` should be used instead\n",
" audioResponse.stream_to_file(speech_file_path)\n"
]
}
]
}
]
}
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