{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Netbacks Freight Hire Comparison\n", "\n", "This script allows you to plot multiple percentages of freight hire included in a given Netback.\n", "\n", "This script uses elements from our API code samples. If you'd like a more basic and informative example of how to pull data via the Spark API, please visit our Github or API website:\n", "\n", "- Github: https://github.com/spark-commodities/api-code-samples/blob/master/jupyter_notebooks/\n", "- API Website: https://www.sparkcommodities.com/api/code-examples/jupyter.html\n", "\n", "\n", "### Have any questions?\n", "\n", "If you have any questions regarding our API, or need help accessing specific datasets, please contact us at:\n", "\n", "__data@sparkcommodities.com__\n", "\n", "or refer to our API website for more information about this endpoint:\n", "https://www.sparkcommodities.com/api/request/netbacks.html\n", "\n", "__N.B. This script requires a Cargo subscription__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 1. Importing Data\n", "\n", "Here we define the functions that allow us to retrieve the valid credentials to access the Spark API.\n", "\n", "This section can remain unchanged for most Spark API users." ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "import json\n", "import os\n", "import sys\n", "import numpy as np\n", "from base64 import b64encode\n", "from pprint import pprint\n", "from urllib.parse import urljoin\n", "import pandas as pd\n", "import time\n", "import requests\n", "from io import StringIO\n", "\n", "\n", "try:\n", " from urllib import request, parse\n", " from urllib.error import HTTPError\n", "except ImportError:\n", " raise RuntimeError(\"Python 3 required\")\n", "\n", "\n", "\n", "\n", "API_BASE_URL = \"https://api.sparkcommodities.com\"\n", "\n", "\n", "def retrieve_credentials(file_path=None):\n", " \"\"\"\n", " Find credentials either by reading the client_credentials file or reading\n", " environment variables\n", " \"\"\"\n", " if file_path is None:\n", "\n", " client_id = os.getenv(\"SPARK_CLIENT_ID\")\n", " client_secret = os.getenv(\"SPARK_CLIENT_SECRET\")\n", " if not client_id or not client_secret:\n", " raise RuntimeError(\n", " \"SPARK_CLIENT_ID and SPARK_CLIENT_SECRET environment vars required\"\n", " )\n", " else:\n", " # Parse the file\n", " if not os.path.isfile(file_path):\n", " raise RuntimeError(\"The file {} doesn't exist\".format(file_path))\n", "\n", " with open(file_path) as fp:\n", " lines = [l.replace(\"\\n\", \"\") for l in fp.readlines()]\n", "\n", " if lines[0] in (\"clientId,clientSecret\", \"client_id,client_secret\"):\n", " client_id, client_secret = lines[1].split(\",\")\n", " else:\n", " print(\"First line read: '{}'\".format(lines[0]))\n", " raise RuntimeError(\n", " \"The specified file {} doesn't look like to be a Spark API client \"\n", " \"credentials file\".format(file_path)\n", " )\n", "\n", " print(\">>>> Found credentials!\")\n", " print(\n", " \">>>> Client_id={}, client_secret={}****\".format(client_id, client_secret[:5])\n", " )\n", "\n", " return client_id, client_secret\n", "\n", "\n", "def do_api_post_query(uri, body, headers):\n", " url = urljoin(API_BASE_URL, uri)\n", "\n", " data = json.dumps(body).encode(\"utf-8\")\n", "\n", " # HTTP POST request\n", " req = request.Request(url, data=data, headers=headers)\n", " try:\n", " response = request.urlopen(req)\n", " except HTTPError as e:\n", " print(\"HTTP Error: \", e.code)\n", " print(e.read())\n", " sys.exit(1)\n", "\n", " resp_content = response.read()\n", "\n", " # The server must return HTTP 201. Raise an error if this is not the case\n", " assert response.status == 201, resp_content\n", "\n", " # The server returned a JSON response\n", " content = json.loads(resp_content)\n", "\n", " return content\n", "\n", "\n", "def do_api_get_query(uri, access_token):\n", " url = urljoin(API_BASE_URL, uri)\n", "\n", " headers = {\n", " \"Authorization\": \"Bearer {}\".format(access_token),\n", " \"Accept\": \"application/json\",\n", " }\n", "\n", " # HTTP POST request\n", " req = request.Request(url, headers=headers)\n", " try:\n", " response = request.urlopen(req)\n", " except HTTPError as e:\n", " print(\"HTTP Error: \", e.code)\n", " print(e.read())\n", " sys.exit(1)\n", "\n", " resp_content = response.read()\n", "\n", " # The server must return HTTP 201. Raise an error if this is not the case\n", " assert response.status == 200, resp_content\n", "\n", " # The server returned a JSON response\n", " content = json.loads(resp_content)\n", "\n", " return content\n", "\n", "\n", "def get_access_token(client_id, client_secret):\n", " \"\"\"\n", " Get a new access_token. Access tokens are the thing that applications use to make\n", " API requests. Access tokens must be kept confidential in storage.\n", "\n", " # Procedure:\n", "\n", " Do a POST query with `grantType` and `scopes` in the body. A basic authorization\n", " HTTP header is required. The \"Basic\" HTTP authentication scheme is defined in\n", " RFC 7617, which transmits credentials as `clientId:clientSecret` pairs, encoded\n", " using base64.\n", " \"\"\"\n", "\n", " # Note: for the sake of this example, we choose to use the Python urllib from the\n", " # standard lib. One should consider using https://requests.readthedocs.io/\n", "\n", " payload = \"{}:{}\".format(client_id, client_secret).encode()\n", " headers = {\n", " \"Authorization\": b64encode(payload).decode(),\n", " \"Accept\": \"application/json\",\n", " \"Content-Type\": \"application/json\",\n", " }\n", " body = {\n", " \"grantType\": \"clientCredentials\",\n", " \"scopes\": \"read:netbacks\"\n", " }\n", "\n", " content = do_api_post_query(uri=\"/oauth/token/\", body=body, headers=headers)\n", "\n", " print(\n", " \">>>> Successfully fetched an access token {}****, valid {} seconds.\".format(\n", " content[\"accessToken\"][:5], content[\"expiresIn\"]\n", " )\n", " )\n", "\n", " return content[\"accessToken\"]\n", "\n", "\n", "def list_netbacks(access_token):\n", " \"\"\"\n", " Fetch available routes. Return contract ticker symbols\n", "\n", " # Procedure:\n", "\n", " Do a GET query to /v1.0/routes/ with a Bearer token authorization HTTP header.\n", " \"\"\"\n", " content = do_api_get_query(uri=\"/v1.0/netbacks/reference-data/\", access_token=access_token)\n", "\n", " print(\">>>> All the routes you can fetch\")\n", " tickers = []\n", " fobPort_names = []\n", "\n", " availablevia = []\n", " for contract in content[\"data\"]['staticData']['fobPorts']:\n", " \n", " #print(contract)\n", " #print(contract[\"uuid\"])\n", " tickers.append(contract[\"uuid\"])\n", " fobPort_names.append(contract['name'])\n", " \n", " availablevia.append(contract['availableViaPoints'])\n", " \n", " reldates = content[\"data\"]['staticData']['sparkReleases']\n", " \n", " dicto1 = content[\"data\"]\n", " \n", " return tickers, fobPort_names, availablevia, reldates, dicto1\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### N.B. Credentials\n", "\n", "N.B. You must have downloaded your client credentials CSV file before proceeding. Please refer to the API documentation if you have not dowloaded them already. Instructions for downloading your credentials can be found here:\n", "\n", "https://api.sparkcommodities.com/redoc#section/Authentication/Create-an-Oauth2-Client\n" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ ">>>> Found credentials!\n", ">>>> Client_id=01c23590-ef6c-4a36-8237-c89c3f1a3b2a, client_secret=80763****\n", ">>>> Successfully fetched an access token eyJhb****, valid 604799 seconds.\n", ">>>> All the routes you can fetch\n" ] } ], "source": [ "#client_id, client_secret = retrieve_credentials(\n", "# file_path=\"/tmp/client_credentials.csv\"\n", "#)\n", "\n", "client_id, client_secret = retrieve_credentials(file_path=\"/tmp/client_credentials.csv\")\n", "\n", "# Authenticate:\n", "access_token = get_access_token(client_id, client_secret)\n", "\n", "# Fetch all contracts:\n", "tickers, fobPort_names, availablevia, reldates, dicto1 = list_netbacks(access_token)\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Netbacks Import Base Functions" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "## Defining the function\n", "from typing import Literal\n", "\n", "\n", "def fetch_netback(access_token, ticker, release, via=None, laden=None, ballast=None, percent_hire: Literal[0, 100] = 100):\n", " \"\"\"\n", " For a route, fetch then display the route details\n", "\n", " # Procedure:\n", "\n", " Do GET queries to https://api.sparkcommodities.com/v1.0/routes/{route_uuid}/\n", " with a Bearer token authorization HTTP header.\n", " \"\"\"\n", " \n", " query_params = \"?fob-port={}\".format(ticker)\n", " if release is not None:\n", " query_params += \"&release-date={}\".format(release)\n", " if via is not None:\n", " query_params += \"&via-point={}\".format(via)\n", " if laden is not None:\n", " query_params += \"&laden-congestion-days={}\".format(laden)\n", " if ballast is not None:\n", " query_params += \"&ballast-congestion-days={}\".format(ballast)\n", " if percent_hire in [0,100]:\n", " query_params += \"&percent-hire={}\".format(percent_hire)\n", " \n", " content = do_api_get_query(\n", " uri=\"/v1.0/netbacks/{}\".format(query_params),\n", " access_token=access_token,\n", " )\n", " \n", " my_dict = content['data']\n", "\n", " return my_dict\n", "\n", "\n", "# Define formatting data function\n", "def format_store(available_via, fob_names, tickrs):\n", " dict_store = {\n", " \"Index\": [],\n", " \"Callable Ports\": [],\n", " \"Corresponding Ticker\": [],\n", " \"Available Via\": []\n", " }\n", " \n", " c = 0\n", " for a in available_via:\n", " ## Check which routes have non-empty Netbacks data and save indices\n", " if len(a) != 0:\n", " dict_store['Index'].append(c)\n", "\n", " # Use these indices to retrive the corresponding Netbacks info\n", " dict_store['Callable Ports'].append(fob_names[c])\n", " dict_store['Corresponding Ticker'].append(tickrs[c])\n", " dict_store['Available Via'].append(available_via[c])\n", " c += 1\n", " # Show available Netbacks ports in a DataFrame (with corresponding indices)\n", " dict_df = pd.DataFrame(dict_store)\n", " return dict_df\n", "\n", "def netbacks_history(tick, reldates, my_via=None, laden =None, ballast=None, percent_hire: Literal[0, 100] = 100):\n", "\n", " months = []\n", " nea_outrights = []\n", " nwe_outrights = []\n", " release_date = []\n", " \n", " port = []\n", "\n", " for r in reldates:\n", " try:\n", " my_dict = fetch_netback(access_token, tickers[tick], release=r, via=my_via, laden=laden, ballast=ballast,percent_hire=percent_hire)\n", " \n", "\n", " m = my_dict['netbacks'][0]\n", " \n", " months.append(m['load']['month'])\n", "\n", " nea_outrights.append(float(m['nea']['outright']['usdPerMMBtu']))\n", "\n", " nwe_outrights.append(float(m['nwe']['outright']['usdPerMMBtu']))\n", "\n", " release_date.append(my_dict['releaseDate'])\n", " port.append(fobPort_names[tick])\n", " \n", " except:\n", " print('Bad Date: ' + r)\n", " \n", " # Incorporating sleep function\n", " time.sleep(0.5)\n", " \n", " historical_df = pd.DataFrame({\n", " 'Release Date': release_date,\n", " 'FoB Port': port,\n", " 'Month': months,\n", " 'NEA Outrights': nea_outrights,\n", " 'NWE Outrights': nwe_outrights,\n", " })\n", " \n", " historical_df['Release Date'] = pd.to_datetime(historical_df['Release Date'])\n", " \n", " return historical_df\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Freight Hire Calculations\n", "\n", "As the endpoint only allows for 2 options (0% or 100%) for the freight hire percent parameter, we must calculate the netbacks when the cost included is inbetween.\n", "\n", "Here, we select 50% as well as the two available options. However, these values can be altered as necessary." ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [], "source": [ "def calculate_netbacks(my_dict_0, my_dict_100, percent_hire_list):\n", "\n", "\n", " m = pd.merge(my_dict_0,my_dict_100,how='inner',on=['Release Date','FoB Port','Month'],suffixes=(\" 0%\", \" 100%\"))\n", " m['NEA Base Costs'] = m['NEA Outrights 100%'] - m['NEA Outrights 0%']\n", " m['NWE Base Costs'] = m['NWE Outrights 100%'] - m['NWE Outrights 0%']\n", "\n", " for percent_hire in percent_hire_list:\n", " m[f'NEA Outright {percent_hire}%'] = m['NEA Base Costs'] * (percent_hire/100) + m['NEA Outrights 0%']\n", " m[f'NWE Outright {percent_hire}%'] = m['NWE Base Costs'] * (percent_hire/100) + m['NWE Outrights 0%']\n", "\n", " m[f'Arb {percent_hire}%'] = m[f'NEA Outright {percent_hire}%'] - m[f'NWE Outright {percent_hire}%']\n", "\n", "\n", " return m" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# 2. Calling data and sorting\n", "\n", "In this section, we call the data needed for the US Arb via COGH netback for both 0% Freight Hire and 100% Freight Hire." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Calling and calculating Netbacks\n", "\n", "We select the following Netback." ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [], "source": [ "# Store available netbacks\n", "\n", "available_df = format_store(availablevia,fobPort_names,tickers)" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [], "source": [ "# Choose route ID, price release date and freight hire\n", "\n", "# Select Route\n", "\n", "via ='cogh'\n", "my_t = 'Sabine Pass'\n", "t = fobPort_names.index(my_t)\n", "\n", "my_rels = reldates[:200]\n", "\n", "percent_hires = [0,50,100]\n", "\n", "my_dict_0 = netbacks_history(t,my_rels,via,percent_hire=0)\n", "my_dict_100 = netbacks_history(t,my_rels,via,percent_hire=100)\n" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "data": { "application/vnd.microsoft.datawrangler.viewer.v0+json": { "columns": [ { "name": "index", "rawType": "int64", "type": "integer" }, { "name": "Release Date", "rawType": "datetime64[ns]", "type": "datetime" }, { "name": "FoB Port", "rawType": "object", "type": "string" }, { "name": "Month", "rawType": "object", "type": "string" }, { "name": "NEA Outrights 0%", "rawType": "float64", "type": "float" }, { "name": "NWE Outrights 0%", "rawType": "float64", "type": "float" }, { "name": "NEA Outrights 100%", "rawType": "float64", "type": "float" }, { "name": "NWE Outrights 100%", "rawType": "float64", "type": "float" }, { "name": "NEA Base Costs", "rawType": "float64", "type": "float" }, { "name": "NWE Base Costs", "rawType": "float64", "type": "float" }, { "name": "NEA Outright 0%", "rawType": "float64", "type": "float" }, { "name": "NWE Outright 0%", "rawType": "float64", "type": "float" }, { "name": "Arb 0%", "rawType": "float64", "type": "float" }, { "name": "NEA Outright 50%", "rawType": "float64", "type": "float" }, { "name": "NWE Outright 50%", "rawType": "float64", "type": "float" }, { "name": "Arb 50%", "rawType": "float64", "type": "float" }, { "name": "NEA Outright 100%", "rawType": "float64", "type": "float" }, { "name": "NWE Outright 100%", "rawType": "float64", "type": "float" }, { "name": "Arb 100%", "rawType": "float64", "type": "float" } ], "conversionMethod": "pd.DataFrame", "ref": "185fb595-99da-4ed3-943a-ddb6af8312bc", "rows": [ [ "0", "2025-03-24 00:00:00", "Sabine Pass", "2025-04", "12.468", "12.482", "11.885", "12.247", "-0.5830000000000002", "-0.23499999999999943", "12.468", "12.482", "-0.013999999999999346", "12.1765", "12.3645", "-0.18799999999999883", "11.885", "12.247", "-0.3620000000000001" ], [ "1", "2025-03-21 00:00:00", "Sabine Pass", "2025-04", "12.447", "12.499", "11.865", "12.261", "-0.581999999999999", "-0.23800000000000132", "12.447", "12.499", "-0.05200000000000138", "12.155999999999999", "12.379999999999999", "-0.2240000000000002", "11.865", "12.261", "-0.395999999999999" ], [ "2", "2025-03-20 00:00:00", "Sabine Pass", "2025-04", "12.599", "12.612", "12.026", "12.386", "-0.5730000000000004", "-0.22600000000000087", "12.599", "12.612", "-0.0129999999999999", "12.3125", "12.498999999999999", "-0.18649999999999878", "12.026", "12.386", "-0.35999999999999943" ], [ "3", "2025-03-19 00:00:00", "Sabine Pass", "2025-04", "12.863", "12.81", "12.334", "12.59", "-0.5289999999999999", "-0.22000000000000064", "12.863", "12.81", "0.05299999999999905", "12.5985", "12.7", "-0.1014999999999997", "12.334", "12.59", "-0.2560000000000002" ], [ "4", "2025-03-18 00:00:00", "Sabine Pass", "2025-04", "12.166", "12.083", "11.695", "11.871", "-0.4710000000000001", "-0.21199999999999974", "12.166", "12.083", "0.08300000000000018", "11.9305", "11.977", "-0.046499999999999986", "11.695", "11.871", "-0.17600000000000016" ] ], "shape": { "columns": 18, "rows": 5 } }, "text/html": [ "
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Release DateFoB PortMonthNEA Outrights 0%NWE Outrights 0%NEA Outrights 100%NWE Outrights 100%NEA Base CostsNWE Base CostsNEA Outright 0%NWE Outright 0%Arb 0%NEA Outright 50%NWE Outright 50%Arb 50%NEA Outright 100%NWE Outright 100%Arb 100%
02025-03-24Sabine Pass2025-0412.46812.48211.88512.247-0.583-0.23512.46812.482-0.01412.176512.3645-0.188011.88512.247-0.362
12025-03-21Sabine Pass2025-0412.44712.49911.86512.261-0.582-0.23812.44712.499-0.05212.156012.3800-0.224011.86512.261-0.396
22025-03-20Sabine Pass2025-0412.59912.61212.02612.386-0.573-0.22612.59912.612-0.01312.312512.4990-0.186512.02612.386-0.360
32025-03-19Sabine Pass2025-0412.86312.81012.33412.590-0.529-0.22012.86312.8100.05312.598512.7000-0.101512.33412.590-0.256
42025-03-18Sabine Pass2025-0412.16612.08311.69511.871-0.471-0.21212.16612.0830.08311.930511.9770-0.046511.69511.871-0.176
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" ], "text/plain": [ " Release Date FoB Port Month NEA Outrights 0% NWE Outrights 0% \\\n", "0 2025-03-24 Sabine Pass 2025-04 12.468 12.482 \n", "1 2025-03-21 Sabine Pass 2025-04 12.447 12.499 \n", "2 2025-03-20 Sabine Pass 2025-04 12.599 12.612 \n", "3 2025-03-19 Sabine Pass 2025-04 12.863 12.810 \n", "4 2025-03-18 Sabine Pass 2025-04 12.166 12.083 \n", "\n", " NEA Outrights 100% NWE Outrights 100% NEA Base Costs NWE Base Costs \\\n", "0 11.885 12.247 -0.583 -0.235 \n", "1 11.865 12.261 -0.582 -0.238 \n", "2 12.026 12.386 -0.573 -0.226 \n", "3 12.334 12.590 -0.529 -0.220 \n", "4 11.695 11.871 -0.471 -0.212 \n", "\n", " NEA Outright 0% NWE Outright 0% Arb 0% NEA Outright 50% \\\n", "0 12.468 12.482 -0.014 12.1765 \n", "1 12.447 12.499 -0.052 12.1560 \n", "2 12.599 12.612 -0.013 12.3125 \n", "3 12.863 12.810 0.053 12.5985 \n", "4 12.166 12.083 0.083 11.9305 \n", "\n", " NWE Outright 50% Arb 50% NEA Outright 100% NWE Outright 100% Arb 100% \n", "0 12.3645 -0.1880 11.885 12.247 -0.362 \n", "1 12.3800 -0.2240 11.865 12.261 -0.396 \n", "2 12.4990 -0.1865 12.026 12.386 -0.360 \n", "3 12.7000 -0.1015 12.334 12.590 -0.256 \n", "4 11.9770 -0.0465 11.695 11.871 -0.176 " ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Sorting dataframes my load month and adding day of year column\n", "\n", "df25 = calculate_netbacks(my_dict_0,my_dict_100,percent_hires)\n", "\n", "# View one example of output\n", "df25.head()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# 3. Plotting\n" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import matplotlib.pyplot as plt\n", "import seaborn as sns\n", "\n", "# Plotting\n", "\n", "sns.set_theme(style=\"whitegrid\")\n", "\n", "fig, ax = plt.subplots(figsize=(15,6))\n", "\n", "plt.axhline(0, color='grey')\n", "\n", "\n", "\n", "df25 = df25.sort_values('Release Date',ascending=True)\n", "ax.plot(df25['Release Date'], df25[f'Arb 0%'], color='darkblue', label=f'Arb - 0% Freight Hire Included', linewidth=2)\n", "ax.plot(df25['Release Date'], df25[f'Arb 50%'], color='darkblue', label=f'Arb - 50% Freight Hire Included', linewidth=2,linestyle='--')\n", "ax.plot(df25['Release Date'], df25[f'Arb 100%'], color='darkblue', label=f'Arb - 100% Freight Hire Included', linewidth=2,linestyle='dotted')\n", "\n", "plt.ylabel('$/MMBtu')\n", "\n", "plt.xlabel('Release Date')\n", "\n", "ax.legend()\n", "\n", "sns.despine(left=True, bottom=True)" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "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": "3.11.10" } }, "nbformat": 4, "nbformat_minor": 2 }