diff --git a/cookbook/company-info/scrapegraph_sdk.ipynb b/cookbook/company-info/scrapegraph_sdk.ipynb index 50ee223..4e7f5bb 100644 --- a/cookbook/company-info/scrapegraph_sdk.ipynb +++ b/cookbook/company-info/scrapegraph_sdk.ipynb @@ -6,7 +6,7 @@ "id": "jEkuKbcRrPcK" }, "source": [ - "## 🕷️ Extract Company Info with Official Scrapegraph SDK\n" + "## 🕷️ Extract Company Info with Official Scrapegraph SDK" ] }, { diff --git a/cookbook/homes-forsale/scrapegraph_sdk.ipynb b/cookbook/homes-forsale/scrapegraph_sdk.ipynb new file mode 100644 index 0000000..59e7b16 --- /dev/null +++ b/cookbook/homes-forsale/scrapegraph_sdk.ipynb @@ -0,0 +1,965 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": { + "id": "jEkuKbcRrPcK" + }, + "source": [ + "## \ud83d\udd77\ufe0f Extract Houses Listing with Official Scrapegraph SDK\n", + "\n", + "[![Open in Alph](https://www.runalph.ai/badges/open-in-alph.svg)](https://www.runalph.ai/notebooks/scrapegraphai/scrapegraph-sdk-2) [![Open In Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/drive/1HHBUSFAHD_IvdeTAF60p6mtmeabo1s9P?usp=sharing)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "8vZBkAWLq9C1" + }, + "source": [ + "![scrapegraph 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+ ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "IzsyDXEWwPVt" + }, + "source": [ + "### \ud83d\udd27 Install `dependencies`" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": { + "id": "os_vm0MkIxr9" + }, + "outputs": [], + "source": [ + "%%capture\n", + "!pip install scrapegraph-py" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "apBsL-L2KzM7" + }, + "source": [ + "### \ud83d\udd11 Import `ScrapeGraph` API key" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "ol9gQbAFkh9b" + }, + "source": [ + "You can find the Scrapegraph API key [here](https://scrapegraphai.com/dashboard)" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "sffqFG2EJ8bI", + "outputId": "18dfce64-db37-4825-d316-fabd064100d0" + }, + "outputs": [], + "source": [ + "import getpass\n", + "import os\n", + "\n", + "if not os.environ.get(\"SGAI_API_KEY\"):\n", + " os.environ[\"SGAI_API_KEY\"] = getpass.getpass(\"Scrapegraph API key:\\n\")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "jnqMB2-xVYQ7" + }, + "source": [ + "### \ud83d\udcdd Defining an `Output Schema` for Webpage Content Extraction\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "VZvxbjfXvbgd" + }, + "source": [ + "If you already know what you want to extract from a webpage, you can **define an output schema** using **Pydantic**. This schema acts as a \"blueprint\" that tells the AI how to structure the response.\n", + "\n", + "
\n", + " Pydantic Schema Quick Guide\n", + "\n", + "Types of Schemas \n", + "\n", + "1. Simple Schema \n", + "Use this when you want to extract straightforward information, such as a single piece of content. \n", + "\n", + "```python\n", + "from pydantic import BaseModel, Field\n", + "\n", + "# Simple schema for a single webpage\n", + "class PageInfoSchema(BaseModel):\n", + " title: str = Field(description=\"The title of the webpage\")\n", + " description: str = Field(description=\"The description of the webpage\")\n", + "\n", + "# Example Output JSON after AI extraction\n", + "{\n", + " \"title\": \"ScrapeGraphAI: The Best Content Extraction Tool\",\n", + " \"description\": \"ScrapeGraphAI provides powerful tools for structured content extraction from websites.\"\n", + "}\n", + "```\n", + "\n", + "2. Complex Schema (Nested) \n", + "If you need to extract structured information with multiple related items (like a list of repositories), you can **nest schemas**.\n", + "\n", + "```python\n", + "from pydantic import BaseModel, Field\n", + "from typing import List\n", + "\n", + "# Define a schema for a single repository\n", + "class RepositorySchema(BaseModel):\n", + " name: str = Field(description=\"Name of the repository (e.g., 'owner/repo')\")\n", + " description: str = Field(description=\"Description of the repository\")\n", + " stars: int = Field(description=\"Star count of the repository\")\n", + " forks: int = Field(description=\"Fork count of the repository\")\n", + " today_stars: int = Field(description=\"Stars gained today\")\n", + " language: str = Field(description=\"Programming language used\")\n", + "\n", + "# Define a schema for a list of repositories\n", + "class ListRepositoriesSchema(BaseModel):\n", + " repositories: List[RepositorySchema] = Field(description=\"List of GitHub trending repositories\")\n", + "\n", + "# Example Output JSON after AI extraction\n", + "{\n", + " \"repositories\": [\n", + " {\n", + " \"name\": \"google-gemini/cookbook\",\n", + " \"description\": \"Examples and guides for using the Gemini API\",\n", + " \"stars\": 8036,\n", + " \"forks\": 1001,\n", + " \"today_stars\": 649,\n", + " \"language\": \"Jupyter Notebook\"\n", + " },\n", + " {\n", + " \"name\": \"TEN-framework/TEN-Agent\",\n", + " \"description\": \"TEN Agent is a conversational AI powered by TEN, integrating Gemini 2.0 Multimodal Live API, OpenAI Realtime API, RTC, and more.\",\n", + " \"stars\": 3224,\n", + " \"forks\": 311,\n", + " \"today_stars\": 361,\n", + " \"language\": \"Python\"\n", + " }\n", + " ]\n", + "}\n", + "```\n", + "\n", + "Key Takeaways \n", + "- **Simple Schema**: Perfect for small, straightforward extractions. \n", + "- **Complex Schema**: Use nesting to extract lists or structured data, like \"a list of repositories.\" \n", + "\n", + "Both approaches give the AI a clear structure to follow, ensuring that the extracted content matches exactly what you need.\n", + "
\n" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": { + "id": "dlrOEgZk_8V4" + }, + "outputs": [], + "source": [ + "from pydantic import BaseModel, Field\n", + "from typing import List, Optional\n", + "\n", + "# Schema for a single house listing\n", + "class HouseSchema(BaseModel):\n", + " price: int = Field(description=\"Price of the house in USD\")\n", + " bedrooms: int = Field(description=\"Number of bedrooms\")\n", + " bathrooms: int = Field(description=\"Number of bathrooms\")\n", + " square_feet: int = Field(description=\"Total square footage of the house\")\n", + " address: str = Field(description=\"Address of the house\")\n", + " city: str = Field(description=\"City where the house is located\")\n", + " state: str = Field(description=\"State where the house is located\")\n", + " zip_code: str = Field(description=\"ZIP code of the house location\")\n", + " tags: List[str] = Field(description=\"Tags like 'New construction' or 'Large garage'\")\n", + " agent_name: str = Field(description=\"Name of the listing agent. If not present or not sure write NA.\")\n", + " agency: str = Field(description=\"Agency listing the house. If not present or not sure write NA.\")\n", + "\n", + "# Schema containing a list of house listings\n", + "class HouseListingsSchema(BaseModel):\n", + " houses: List[HouseSchema] = Field(description=\"List of house listings on Homes or similar platforms\")\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "cDGH0b2DkY63" + }, + "source": [ + "### \ud83d\ude80 Initialize `SGAI Client` and start extraction" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "4SLJgXgcob6L" + }, + "source": [ + "Initialize the client for scraping (an async version using `AsyncScrapeGraphAI` is available [here](https://github.com/ScrapeGraphAI/scrapegraph-py/blob/main/examples/extract/extract_basic_async.py))." + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": { + "id": "PQI25GZvoCSk" + }, + "outputs": [], + "source": [ + "from scrapegraph_py import ScrapeGraphAI, FetchConfig\n", + "\n", + "sgai_client = ScrapeGraphAI()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "M1KSXffZopUD" + }, + "source": [ + "Use the `extract` method to pull structured data from a URL with AI. The same method also accepts raw `html=` or `markdown=` if you already have the page content." + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": { + "id": "2FIKomclLNFx" + }, + "outputs": [], + "source": [ + "repo_response = sgai_client.extract(\n", + " \"Extract info about the houses visible on the page\",\n", + " url=\"https://www.homes.com/san-francisco-ca/?bb=nzpwspy0mS749snkvsb\",\n", + " schema=HouseListingsSchema.model_json_schema(),\n", + " fetch_config=FetchConfig(stealth=True),\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "YZz1bqCIpoL8" + }, + "source": [ + "Print the response" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "F1VfD8B4LPc8", + "outputId": "1e849a65-6713-486c-e306-bb7c26db4bf9" + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Tokens used: prompt_tokens=35749 completion_tokens=18404\n", + "House listings:\n", + "{\n", + " \"houses\": [\n", + " {\n", + " \"price\": 409181,\n", + " \"bedrooms\": 1,\n", + " \"bathrooms\": 1,\n", + " \"square_feet\": 608,\n", + " \"address\": \"280 Spear St Unit 2B\",\n", + " \"city\": \"San Francisco\",\n", + " \"state\": \"CA\",\n", + " \"zip_code\": \"94105\",\n", + " \"tags\": [],\n", + " \"agent_name\": \"David Yi\",\n", + " \"agency\": \"Light Realty Inc.\"\n", + " },\n", + " {\n", + " \"price\": 1088000,\n", + " \"bedrooms\": 6,\n", + " \"bathrooms\": 3,\n", + " \"square_feet\": 1306,\n", + " \"address\": \"766 Thornton Ave\",\n", + " \"city\": \"San Francisco\",\n", + " \"state\": \"CA\",\n", + " \"zip_code\": \"94124\",\n", + " \"tags\": [],\n", + " \"agent_name\": \"Kriss Miranda\",\n", + " \"agency\": \"Century 21 Masters\"\n", + " },\n", + " {\n", + " \"price\": 1799000,\n", + " \"bedrooms\": 3,\n", + " \"bathrooms\": 3,\n", + " \"square_feet\": 0,\n", + " \"address\": \"1151 Fell St\",\n", + " \"city\": \"San Francisco\",\n", + " \"state\": \"CA\",\n", + " \"zip_code\": \"94117\",\n", + " \"tags\": [],\n", + " \"agent_name\": \"Amanda Jones\",\n", + " \"agency\": \"Compass\"\n", + " },\n", + " {\n", + " \"price\": 1198000,\n", + " \"bedrooms\": 1,\n", + " \"bathrooms\": 2,\n", + " \"square_feet\": 1114,\n", + " \"address\": \"333 Beale St Unit 6I\",\n", + " \"city\": \"San Francisco\",\n", + " \"state\": \"CA\",\n", + " \"zip_code\": \"94105\",\n", + " \"tags\": [],\n", + " \"agent_name\": \"Milan Jezdimirovic\",\n", + " \"agency\": \"Compass\"\n", + " },\n", + " {\n", + " \"price\": 2099000,\n", + " \"bedrooms\": 2,\n", + " \"bathrooms\": 2,\n", + " \"square_feet\": 1865,\n", + " \"address\": \"690 Market St Unit 2404\",\n", + " \"city\": \"San Francisco\",\n", + " \"state\": \"CA\",\n", + " \"zip_code\": \"94104\",\n", + " \"tags\": [],\n", + " \"agent_name\": \"Milan Jezdimirovic\",\n", + " \"agency\": \"Compass\"\n", + " },\n", + " {\n", + " \"price\": 3895000,\n", + " \"bedrooms\": 3,\n", + " \"bathrooms\": 3,\n", + " \"square_feet\": 2390,\n", + " \"address\": \"1100 Sacramento St Unit 302\",\n", + " \"city\": \"San Francisco\",\n", + " \"state\": \"CA\",\n", + " \"zip_code\": \"94108\",\n", + " \"tags\": [],\n", + " \"agent_name\": \"Betty Taisch\",\n", + " \"agency\": \"Compass\"\n", + " },\n", + " {\n", + " \"price\": 1399000,\n", + " \"bedrooms\": 4,\n", + " \"bathrooms\": 2,\n", + " \"square_feet\": 2500,\n", + " \"address\": \"3755-3759 Mission St\",\n", + " \"city\": \"San Francisco\",\n", + " \"state\": \"CA\",\n", + " \"zip_code\": \"94110\",\n", + " \"tags\": [],\n", + " \"agent_name\": \"Chuck Barberini\",\n", + " \"agency\": \"Century21 Masters\"\n", + " },\n", + " {\n", + " \"price\": 1328888,\n", + " \"bedrooms\": 3,\n", + " \"bathrooms\": 2,\n", + " \"square_feet\": 1622,\n", + " \"address\": \"493 Cambridge St\",\n", + " \"city\": \"San Francisco\",\n", + " \"state\": \"CA\",\n", + " \"zip_code\": \"94134\",\n", + " \"tags\": [],\n", + " \"agent_name\": \"Guillean Arradaza\",\n", + " \"agency\": \"Kinetic Real Estate\"\n", + " },\n", + " {\n", + " \"price\": 1795000,\n", + " \"bedrooms\": 3,\n", + " \"bathrooms\": 2,\n", + " \"square_feet\": 0,\n", + " \"address\": \"170 Pacific Ave Unit 43\",\n", + " \"city\": \"San Francisco\",\n", + " \"state\": \"CA\",\n", + " \"zip_code\": \"94111\",\n", + " \"tags\": [],\n", + " \"agent_name\": \"Beverly Barnett\",\n", + " \"agency\": \"Compass\"\n", + " },\n", + " {\n", + " \"price\": 699000,\n", + " \"bedrooms\": 1,\n", + " \"bathrooms\": 1,\n", + " \"square_feet\": 650,\n", + " \"address\": \"1865 California St Unit 2\",\n", + " \"city\": \"San Francisco\",\n", + " \"state\": \"CA\",\n", + " \"zip_code\": \"94109\",\n", + " \"tags\": [],\n", + " \"agent_name\": \"Raul Isais\",\n", + " \"agency\": \"Coldwell Banker Realty\"\n", + " },\n", + " {\n", + " \"price\": 525000,\n", + " \"bedrooms\": 2,\n", + " \"bathrooms\": 1,\n", + " \"square_feet\": 710,\n", + " \"address\": \"241 14th St\",\n", + " \"city\": \"San Francisco\",\n", + " \"state\": \"CA\",\n", + " \"zip_code\": \"94103\",\n", + " \"tags\": [],\n", + " \"agent_name\": \"Betty Taisch\",\n", + " \"agency\": \"Compass\"\n", + " },\n", + " {\n", + " \"price\": 1098000,\n", + " \"bedrooms\": 2,\n", + " \"bathrooms\": 1,\n", + " \"square_feet\": 936,\n", + " \"address\": \"53 Alpine Terrace\",\n", + " \"city\": \"San Francisco\",\n", + " \"state\": \"CA\",\n", + " \"zip_code\": \"94117\",\n", + " \"tags\": [],\n", + " \"agent_name\": \"Amanda Jones\",\n", + " \"agency\": \"Compass\"\n", + " },\n", + " {\n", + " \"price\": 949000,\n", + " \"bedrooms\": 2,\n", + " \"bathrooms\": 2,\n", + " \"square_feet\": 1326,\n", + " \"address\": \"60 Rausch St Unit 407\",\n", + " \"city\": \"San Francisco\",\n", + " \"state\": \"CA\",\n", + " \"zip_code\": \"94103\",\n", + " \"tags\": [],\n", + " \"agent_name\": \"Betty Taisch\",\n", + " \"agency\": \"Compass\"\n", + " },\n", + " {\n", + " \"price\": 998000,\n", + " \"bedrooms\": 3,\n", + " \"bathrooms\": 2,\n", + " \"square_feet\": 1414,\n", + " \"address\": \"108 Schwerin St\",\n", + " \"city\": \"San Francisco\",\n", + " \"state\": \"CA\",\n", + " \"zip_code\": \"94134\",\n", + " \"tags\": [],\n", + " \"agent_name\": \"Cooper Gaines\",\n", + " \"agency\": \"eXp Realty of Northern CA, Inc\"\n", + " },\n", + " {\n", + " \"price\": 89000,\n", + " \"bedrooms\": 2,\n", + " \"bathrooms\": 2,\n", + " \"square_feet\": 1132,\n", + " \"address\": \"900 N Point St Unit 312\",\n", + " \"city\": \"San Francisco\",\n", + " \"state\": \"CA\",\n", + " \"zip_code\": \"94109\",\n", + " \"tags\": [],\n", + " \"agent_name\": \"Houy Kirkpatrick\",\n", + " \"agency\": \"Compass\"\n", + " },\n", + " {\n", + " \"price\": 2199000,\n", + " \"bedrooms\": 8,\n", + " \"bathrooms\": 4,\n", + " \"square_feet\": 3780,\n", + " \"address\": \"1012 Page St\",\n", + " \"city\": \"San Francisco\",\n", + " \"state\": \"CA\",\n", + " \"zip_code\": \"94117\",\n", + " \"tags\": [],\n", + " \"agent_name\": \"Erica Marr\",\n", + " \"agency\": \"NA\"\n", + " },\n", + " {\n", + " \"price\": 1650000,\n", + " \"bedrooms\": 2,\n", + " \"bathrooms\": 2,\n", + " \"square_feet\": 1601,\n", + " \"address\": \"301 Mission St Unit 36F\",\n", + " \"city\": \"San Francisco\",\n", + " \"state\": \"CA\",\n", + " \"zip_code\": \"94105\",\n", + " \"tags\": [],\n", + " \"agent_name\": \"The Andrighetto Group\",\n", + " \"agency\": \"The Agency\"\n", + " },\n", + " {\n", + " \"price\": 360000,\n", + " \"bedrooms\": 1,\n", + " \"bathrooms\": 1,\n", + " \"square_feet\": 554,\n", + " \"address\": \"788 Minna St Unit 203\",\n", + " \"city\": \"San Francisco\",\n", + " \"state\": \"CA\",\n", + " \"zip_code\": \"94103\",\n", + " \"tags\": [],\n", + " \"agent_name\": \"NA\",\n", + " \"agency\": \"NA\"\n", + " },\n", + " {\n", + " \"price\": 1050000,\n", + " \"bedrooms\": 1,\n", + " \"bathrooms\": 1,\n", + " \"square_feet\": 865,\n", + " \"address\": \"200 Brannan St Unit 132\",\n", + " \"city\": \"San Francisco\",\n", + " \"state\": \"CA\",\n", + " \"zip_code\": \"94107\",\n", + " \"tags\": [],\n", + " \"agent_name\": \"The Andrighetto Group\",\n", + " \"agency\": \"The Agency\"\n", + " },\n", + " {\n", + " \"price\": 449000,\n", + " \"bedrooms\": 0,\n", + " \"bathrooms\": 1,\n", + " \"square_feet\": 0,\n", + " \"address\": \"357 Vallejo St Unit 361A\",\n", + " \"city\": \"San Francisco\",\n", + " \"state\": \"CA\",\n", + " \"zip_code\": \"94133\",\n", + " \"tags\": [],\n", + " \"agent_name\": \"Jennifer Jones\",\n", + " \"agency\": \"eXp Realty of Northern CA Inc.\"\n", + " },\n", + " {\n", + " \"price\": 910000,\n", + " \"bedrooms\": 1,\n", + " \"bathrooms\": 1,\n", + " \"square_feet\": 910,\n", + " \"address\": \"403 Main St Unit 506N\",\n", + " \"city\": \"San Francisco\",\n", + " \"state\": \"CA\",\n", + " \"zip_code\": \"94105\",\n", + " \"tags\": [],\n", + " \"agent_name\": \"Kevin Kearney\",\n", + " \"agency\": \"Coldwell Banker Realty\"\n", + " },\n", + " {\n", + " \"price\": 6000000,\n", + " \"bedrooms\": 5,\n", + " \"bathrooms\": 4,\n", + " \"square_feet\": 4100,\n", + " \"address\": \"2830 Buchanan St\",\n", + " \"city\": \"San Francisco\",\n", + " \"state\": \"CA\",\n", + " \"zip_code\": \"94123\",\n", + " \"tags\": [],\n", + " \"agent_name\": \"Travis Hale\",\n", + " \"agency\": \"Sotheby's International Realty\"\n", + " },\n", + " {\n", + " \"price\": 850000,\n", + " \"bedrooms\": 2,\n", + " \"bathrooms\": 2,\n", + " \"square_feet\": 1500,\n", + " \"address\": \"1200 Gough St Unit 2A\",\n", + " \"city\": \"San Francisco\",\n", + " \"state\": \"CA\",\n", + " \"zip_code\": \"94109\",\n", + " \"tags\": [],\n", + " \"agent_name\": \"Travis Hale\",\n", + " \"agency\": \"Sotheby's International Realty\"\n", + " },\n", + " {\n", + " \"price\": 1695000,\n", + " \"bedrooms\": 3,\n", + " \"bathrooms\": 1,\n", + " \"square_feet\": 0,\n", + " \"address\": \"263 Carl St\",\n", + " \"city\": \"San Francisco\",\n", + " \"state\": \"CA\",\n", + " \"zip_code\": \"94117\",\n", + " \"tags\": [],\n", + " \"agent_name\": \"Beverly Barnett\",\n", + " \"agency\": \"Compass\"\n", + " },\n", + " {\n", + " \"price\": 995000,\n", + " \"bedrooms\": 2,\n", + " \"bathrooms\": 2,\n", + " \"square_feet\": 1957,\n", + " \"address\": \"422 Tehama St\",\n", + " \"city\": \"San Francisco\",\n", + " \"state\": \"CA\",\n", + " \"zip_code\": \"94103\",\n", + " \"tags\": [],\n", + " \"agent_name\": \"Luba Muzichenko\",\n", + " \"agency\": \"Vanguard Properties\"\n", + " },\n", + " {\n", + " \"price\": 1750000,\n", + " \"bedrooms\": 3,\n", + " \"bathrooms\": 2,\n", + " \"square_feet\": 1657,\n", + " \"address\": \"156 Lombard St Unit 37\",\n", + " \"city\": \"San Francisco\",\n", + " \"state\": \"CA\",\n", + " \"zip_code\": \"94111\",\n", + " \"tags\": [],\n", + " \"agent_name\": \"Marsha Williams\",\n", + " \"agency\": \"Christie's Int'l Real Estate\"\n", + " },\n", + " {\n", + " \"price\": 1695000,\n", + " \"bedrooms\": 3,\n", + " \"bathrooms\": 2,\n", + " \"square_feet\": 1532,\n", + " \"address\": \"958 Teresita Blvd\",\n", + " \"city\": \"San Francisco\",\n", + " \"state\": \"CA\",\n", + " \"zip_code\": \"94127\",\n", + " \"tags\": [],\n", + " \"agent_name\": \"Dan Dodd\",\n", + " \"agency\": \"Vanguard Properties\"\n", + " },\n", + " {\n", + " \"price\": 1298000,\n", + " \"bedrooms\": 7,\n", + " \"bathrooms\": 4,\n", + " \"square_feet\": 2790,\n", + " \"address\": \"801 Vienna St\",\n", + " \"city\": \"San Francisco\",\n", + " \"state\": \"CA\",\n", + " \"zip_code\": \"94112\",\n", + " \"tags\": [],\n", + " \"agent_name\": \"Cecilia Mu\",\n", + " \"agency\": \"Real Brokerage Technologies\"\n", + " },\n", + " {\n", + " \"price\": 1185000,\n", + " \"bedrooms\": 1,\n", + " \"bathrooms\": 1,\n", + " \"square_feet\": 666,\n", + " \"address\": \"181 Fremont St Unit 54J\",\n", + " \"city\": \"San Francisco\",\n", + " \"state\": \"CA\",\n", + " \"zip_code\": \"94105\",\n", + " \"tags\": [],\n", + " \"agent_name\": \"Milan Jezdimirovic\",\n", + " \"agency\": \"Compass\"\n", + " },\n", + " {\n", + " \"price\": 949000,\n", + " \"bedrooms\": 2,\n", + " \"bathrooms\": 1,\n", + " \"square_feet\": 883,\n", + " \"address\": \"136 Parnassus Ave Unit 4\",\n", + " \"city\": \"San Francisco\",\n", + " \"state\": \"CA\",\n", + " \"zip_code\": \"94117\",\n", + " \"tags\": [],\n", + " \"agent_name\": \"Denis Lancerin\",\n", + " \"agency\": \"City Real Estate\"\n", + " },\n", + " {\n", + " \"price\": 499000,\n", + " \"bedrooms\": 1,\n", + " \"bathrooms\": 1,\n", + " \"square_feet\": 728,\n", + " \"address\": \"30 Mason St Unit 502\",\n", + " \"city\": \"San Francisco\",\n", + " \"state\": \"CA\",\n", + " \"zip_code\": \"94102\",\n", + " \"tags\": [],\n", + " \"agent_name\": \"Guillean Arradaza\",\n", + " \"agency\": \"Kinetic Real Estate\"\n", + " },\n", + " {\n", + " \"price\": 650000,\n", + " \"bedrooms\": 4,\n", + " \"bathrooms\": 2,\n", + " \"square_feet\": 1436,\n", + " \"address\": \"1276 Revere Ave\",\n", + " \"city\": \"San Francisco\",\n", + " \"state\": \"CA\",\n", + " \"zip_code\": \"94124\",\n", + " \"tags\": [],\n", + " \"agent_name\": \"Charles Clerkley\",\n", + " \"agency\": \"Luxe Places International Real\"\n", + " },\n", + " {\n", + " \"price\": 1395000,\n", + " \"bedrooms\": 3,\n", + " \"bathrooms\": 1,\n", + " \"square_feet\": 1395,\n", + " \"address\": \"239 Mangels Ave\",\n", + " \"city\": \"San Francisco\",\n", + " \"state\": \"CA\",\n", + " \"zip_code\": \"94131\",\n", + " \"tags\": [],\n", + " \"agent_name\": \"Suki Tsang\",\n", + " \"agency\": \"Chance Real Estate\"\n", + " },\n", + " {\n", + " \"price\": 1088000,\n", + " \"bedrooms\": 3,\n", + " \"bathrooms\": 2,\n", + " \"square_feet\": 1370,\n", + " \"address\": \"117 Sutro Heights Ave Unit 117\",\n", + " \"city\": \"San Francisco\",\n", + " \"state\": \"CA\",\n", + " \"zip_code\": \"94121\",\n", + " \"tags\": [],\n", + " \"agent_name\": \"Peter Goss\",\n", + " \"agency\": \"Corcoran Icon Properties\"\n", + " },\n", + " {\n", + " \"price\": 995000,\n", + " \"bedrooms\": 2,\n", + " \"bathrooms\": 2,\n", + " \"square_feet\": 1041,\n", + " \"address\": \"678 Clipper St Unit 1\",\n", + " \"city\": \"San Francisco\",\n", + " \"state\": \"CA\",\n", + " \"zip_code\": \"94114\",\n", + " \"tags\": [],\n", + " \"agent_name\": \"Ed Milestone\",\n", + " \"agency\": \"Berkshire Hathaway-Franciscan\"\n", + " },\n", + " {\n", + " \"price\": 1188000,\n", + " \"bedrooms\": 5,\n", + " \"bathrooms\": 3,\n", + " \"square_feet\": 1720,\n", + " \"address\": \"331 Lisbon St\",\n", + " \"city\": \"San Francisco\",\n", + " \"state\": \"CA\",\n", + " \"zip_code\": \"94112\",\n", + " \"tags\": [],\n", + " \"agent_name\": \"Michael Yrazabal\",\n", + " \"agency\": \"Compass\"\n", + " },\n", + " {\n", + " \"price\": 1995000,\n", + " \"bedrooms\": 3,\n", + " \"bathrooms\": 2,\n", + " \"square_feet\": 1846,\n", + " \"address\": \"619 Connecticut St\",\n", + " \"city\": \"San Francisco\",\n", + " \"state\": \"CA\",\n", + " \"zip_code\": \"94107\",\n", + " \"tags\": [],\n", + " \"agent_name\": \"Laura Lanzone\",\n", + " \"agency\": \"North Point Real Estate\"\n", + " },\n", + " {\n", + " \"price\": 1199000,\n", + " \"bedrooms\": 2,\n", + " \"bathrooms\": 1,\n", + " \"square_feet\": 1304,\n", + " \"address\": \"795 Sutter St Unit 602\",\n", + " \"city\": \"San Francisco\",\n", + " \"state\": \"CA\",\n", + " \"zip_code\": \"94109\",\n", + " \"tags\": [],\n", + " \"agent_name\": \"Lance Fulford\",\n", + " \"agency\": \"Compass\"\n", + " },\n", + " {\n", + " \"price\": 1625000,\n", + " \"bedrooms\": 4,\n", + " \"bathrooms\": 3,\n", + " \"square_feet\": 2217,\n", + " \"address\": \"1551 Hampshire St\",\n", + " \"city\": \"San Francisco\",\n", + " \"state\": \"CA\",\n", + " \"zip_code\": \"94110\",\n", + " \"tags\": [],\n", + " \"agent_name\": \"Daniel Kirk Slaughter\",\n", + " \"agency\": \"Vanguard Properties\"\n", + " },\n", + " {\n", + " \"price\": 2450000,\n", + " \"bedrooms\": 2,\n", + " \"bathrooms\": 2,\n", + " \"square_feet\": 1549,\n", + " \"address\": \"488 Folsom St Unit 4204\",\n", + " \"city\": \"San Francisco\",\n", + " \"state\": \"CA\",\n", + " \"zip_code\": \"94105\",\n", + " \"tags\": [],\n", + " \"agent_name\": \"Derec Lacio\",\n", + " \"agency\": \"Related CA Res. Sales, Inc.\"\n", + " }\n", + " ]\n", + "}\n" + ] + } + ], + "source": [ + "import json\n", + "\n", + "if repo_response.status != \"success\":\n", + " raise RuntimeError(repo_response.error)\n", + "\n", + "result = repo_response.data.json_data\n", + "\n", + "print(\"Tokens used:\", repo_response.data.usage)\n", + "print(\"House listings:\")\n", + "print(json.dumps(result, indent=2))" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "2as65QLypwdb" + }, + "source": [ + "### \ud83d\udcbe Save the output to a `CSV` file" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "HTLVFgbVLLBR" + }, + "source": [ + "Let's create a pandas dataframe and show the table with the extracted content" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 1000 + }, + "id": "1lS9O1KOI51y", + "outputId": "89fe200c-deca-45b1-be2e-6cf3e9f97fe2" + }, + "outputs": [ + { + "ename": "NameError", + "evalue": "name 'result' is not defined", + "output_type": "error", + "traceback": [ + "\u001b[31m---------------------------------------------------------------------------\u001b[39m", + "\u001b[31mNameError\u001b[39m Traceback (most recent call last)", + "\u001b[36mCell\u001b[39m\u001b[36m \u001b[39m\u001b[32mIn[7]\u001b[39m\u001b[32m, line 4\u001b[39m\n\u001b[32m 1\u001b[39m \u001b[38;5;28;01mimport\u001b[39;00m pandas \u001b[38;5;28;01mas\u001b[39;00m pd\n\u001b[32m 2\u001b[39m \n\u001b[32m 3\u001b[39m \u001b[38;5;66;03m# Convert dictionary to DataFrame\u001b[39;00m\n\u001b[32m----> \u001b[39m\u001b[32m4\u001b[39m df = pd.DataFrame(result[\u001b[33m\"houses\"\u001b[39m])\n\u001b[32m 5\u001b[39m df\n", + "\u001b[31mNameError\u001b[39m: name 'result' is not defined" + ] + } + ], + "source": [ + "import pandas as pd\n", + "\n", + "# Convert dictionary to DataFrame\n", + "df = pd.DataFrame(result[\"houses\"])\n", + "df" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "v0CBYVk7qA5Z" + }, + "source": [ + "Save it to CSV" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "BtEbB9pmQGhO", + "outputId": "96b40841-381e-49fb-db05-752dfe63ad00" + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Data saved to zillow_forsale.csv\n" + ] + } + ], + "source": [ + "# Save the DataFrame to a CSV file\n", + "csv_file = \"houses_forsale.csv\"\n", + "df.to_csv(csv_file, index=False)\n", + "print(f\"Data saved to {csv_file}\")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "-1SZT8VzTZNd" + }, + "source": [ + "## \ud83d\udd17 Resources" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "dUi2LtMLRDDR" + }, + "source": [ + "\n", + "

\n", + " \"ScrapeGraph\n", + "

\n", + "\n", + "\n", + "- \ud83d\ude80 **Get your API Key:** [ScrapeGraphAI Dashboard](https://scrapegraphai.com/dashboard) \n", + "- \ud83d\udc19 **GitHub:** [ScrapeGraphAI GitHub](https://github.com/scrapegraphai) \n", + "- \ud83d\udcbc **LinkedIn:** [ScrapeGraphAI LinkedIn](https://www.linkedin.com/company/scrapegraphai/) \n", + "- \ud83d\udc26 **Twitter:** [ScrapeGraphAI Twitter](https://twitter.com/scrapegraphai) \n", + "- \ud83d\udcac **Discord:** [Join our Discord Community](https://discord.gg/uJN7TYcpNa) \n", + "\n", + "Made with \u2764\ufe0f by the [ScrapeGraphAI](https://scrapegraphai.com) Team \n" + ] + } + ], + "metadata": { + "colab": { + "provenance": [] + }, + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.11" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +}