https://github.com/srlcarlg/rangedf

Transform Tick Data into OHLCV Range Dataframe!
https://github.com/srlcarlg/rangedf

finance market-data python range range-bars range-chart stock-market technical-analysis

Last synced: about 2 months ago
JSON representation

Transform Tick Data into OHLCV Range Dataframe!

• Host: GitHub
• URL: https://github.com/srlcarlg/rangedf
• Owner: srlcarlg
• License: mit
• Created: 2025-05-20T13:19:23.000Z (about 1 year ago)
• Default Branch: master
• Last Pushed: 2025-11-24T03:12:37.000Z (6 months ago)
• Last Synced: 2025-12-17T04:34:20.996Z (6 months ago)
• Topics: finance, market-data, python, range, range-bars, range-chart, stock-market, technical-analysis
• Language: Python
• Homepage:
• Size: 5.92 MB
• Stars: 2
• Watchers: 1
• Forks: 2
• Open Issues: 0
• Metadata Files:
  • Readme: README.ipynb
  • Changelog: CHANGELOG.md
  • License: LICENSE.txt

Awesome Lists containing this project

README

          
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   "execution_count": 1,

   "metadata": {},

   "outputs": [],

   "source": [

    "# This allows multiple outputs from a single jupyter notebook cell:\n",

    "from IPython.core.interactiveshell import InteractiveShell\n",

    "InteractiveShell.ast_node_interactivity = \"all\"\n",

    "%matplotlib inline\n",

    "import pandas as pd\n",

    "# Set the option to display all columns\n",

    "pd.set_option('display.max_columns', None)"

   ]

  },

  {

   "cell_type": "markdown",

   "metadata": {},

   "source": [

    "# rangedf\n",

    "### Transform Tick Data into OHLCV Range Dataframe!\n",

    "![SegmentLocal](readme_files/rangedf-anim.gif \"ws_gif\")\n",

    "\n",

    "-----\n",

    "\n",

    "## Installation\n",

    "###    `pip install rangedf`\n",

    "#### or just copy *rangedf.py* file to your project!\n",

    "   - rangedf requires [pandas](https://pypi.org/project/pandas/), [numpy](https://pypi.org/project/numpy/) and [mplfinance](https://pypi.org/project/mplfinance/)\n",

    "\n",

    "## Content\n",

    "  - **[Usage](#usage)**\n",

    "  - **[Animation/Realtime Range Chart](#anim)**\n",

    "  - **[Performance](#perf)**\n",

    "  - **[Is the Range chart calculated correctly?](#calculated)**\n",

    "\n",

    "## Usage\n",

    "\n",

    "There are two classes available:\n",

    "* `Range(df, range_size)`\n",

    "
To create Range OHLCV dataframe with existing Ticks data.\n",

    "* `RangeWS(timestamp, price, range_size, external_df, ts_unit)`\n",

    "
To create real-time Range charts, usually over a **WebSocket** connection.\n",

    "\n",

    "Let's start with the first class, load a Pandas DataFrame containing Ticks Data, for example:"

   ]

  },

  {

   "cell_type": "code",

   "execution_count": 2,

   "metadata": {},

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       "                             ask    close   spread\n",

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     },

     "execution_count": 2,

     "metadata": {},

     "output_type": "execute_result"

    }

   ],

   "source": [

    "import pandas as pd\n",

    "df_ticks = pd.read_parquet('examples/data/EURGBP_T1_cT.parquet')\n",

    "df_ticks.rename(columns={'bid': 'close'}, inplace=True)\n",

    "df_ticks.head(5)"

   ]

  },

  {

   "cell_type": "markdown",

   "metadata": {},

   "source": [

    "Only two columns are required:\n",

    "   * `close`: Mandatory.\n",

    "   * `datetime`: If is not present, the index will be used.\n",

    "       \n",

    "After importing rangedf and setting `range_size`, just call `range_df()` with the choosen mode.
 \n",

    "**See all available modes in [rangedf_modes.ipynb](./examples/rangedf_modes.ipynb)**"

   ]

  },

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       "                            open     high      low    close  volume\n",

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     "execution_count": 3,

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    }

   ],

   "source": [

    "from rangedf import Range\n",

    "r = Range(df_ticks, range_size=0.0003)\n",

    "df = r.range_df(utils_columns=False) # utils-columns => [direction, tick_index_open, tick_index_close]\n",

    "df.head(5)"

   ]

  },

  {

   "cell_type": "markdown",

   "metadata": {},

   "source": [

    "You can use `mpf.plot()` or `r.plot()`, as in the example below."

   ]

  },

  {

   "cell_type": "code",

   "execution_count": 4,

   "metadata": {},

   "outputs": [

    {

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",

      "text/plain": [

       ""

      ]

     },

     "metadata": {},

     "output_type": "display_data"

    }

   ],

   "source": [

    "import mplfinance as mpf\n",

    "mpf.plot(df.iloc[:130], type='candle', volume=True, style=\"charles\",\n",

    "         title=f\"Range: normal\\nrange_size: 0.0003\")\n",

    "mpf.show()\n",

    "# same as:\n",

    "# r.plot('normal')"

   ]

  },

  {

   "cell_type": "markdown",

   "metadata": {},

   "source": [

    "As described in [rangedf_modes.ipynb](./examples/rangedf_modes.ipynb), we can have multiple dataframes of different modes from the same instance."

   ]

  },

  {

   "cell_type": "code",

   "execution_count": 5,

   "metadata": {},

   "outputs": [

    {

     "data": {

      "image/png": 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