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dollar.ipynb
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| { | |
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| "metadata": { | |
| "colab": { | |
| "provenance": [], | |
| "authorship_tag": "ABX9TyMUQNRDd3mlubcgE97xUseS", | |
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| "name": "python3", | |
| "display_name": "Python 3" | |
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| "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/cavedave/c3738c3819afdcb91db20db7f2fbcc09/dollar.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>" | |
| ] | |
| }, | |
| { | |
| "cell_type": "markdown", | |
| "source": [ | |
| "## dollar" | |
| ], | |
| "metadata": { | |
| "id": "gFOGuLcgT2go" | |
| } | |
| }, | |
| { | |
| "cell_type": "markdown", | |
| "source": [ | |
| "\n", | |
| "I read this article about how Dollar’s correlation with Treasury yields breaks down\n", | |
| "https://www.ft.com/content/9ca05517-b3fb-46f1-9cde-866061e816a7\n", | |
| "And I wondered if the correlation happened over the longer term.\n", | |
| "\n", | |
| "So i made a graph using yahoo finance and python. The code is here\n", | |
| "\n", | |
| "I do not knwo what this means other than that Dollar and treasury yields do not seem to have been highly correlated in the past so that stopping now might not be that weird. But someone who understands finance can explain this better than I can.\n", | |
| "\n" | |
| ], | |
| "metadata": { | |
| "id": "eg7NaGtblptb" | |
| } | |
| }, | |
| { | |
| "cell_type": "markdown", | |
| "source": [ | |
| "FT graph not mine" | |
| ], | |
| "metadata": { | |
| "id": "pbiHT17rmBFy" | |
| } | |
| }, | |
| { | |
| "cell_type": "markdown", | |
| "source": [ | |
| "" | |
| ], | |
| "metadata": { | |
| "id": "l7M_vb_VlzHP" | |
| } | |
| }, | |
| { | |
| "cell_type": "code", | |
| "source": [ | |
| "import pandas as pd\n", | |
| "import yfinance as yf\n", | |
| "\n", | |
| "# 1) Pick a very short date range to test\n", | |
| "start_date = \"2006-02-01\"\n", | |
| "end_date = \"2025-05-31\"\n", | |
| "\n", | |
| "# 2) Download TNX (10-year yield) and DX-Y.NYB (Dollar Index), with auto_adjust=False\n", | |
| "tnx_raw = yf.download(\"^TNX\", start=start_date, end=end_date, auto_adjust=False)\n", | |
| "dxy_raw = yf.download(\"DX-Y.NYB\", start=start_date, end=end_date, auto_adjust=False)\n", | |
| "\n", | |
| "# 3) Print out the first few rows and column lists\n", | |
| "print(\"===== TNX raw columns: =====\")\n", | |
| "print(tnx_raw.columns.tolist())\n", | |
| "print(\"\\nTNX raw .head():\")\n", | |
| "print(tnx_raw.head())\n", | |
| "\n", | |
| "print(\"\\n\\n===== DX-Y.NYB raw columns: =====\")\n", | |
| "print(dxy_raw.columns.tolist())\n", | |
| "print(\"\\nDX-Y.NYB raw .head():\")\n", | |
| "print(dxy_raw.head())\n", | |
| "\n" | |
| ], | |
| "metadata": { | |
| "colab": { | |
| "base_uri": "https://localhost:8080/" | |
| }, | |
| "id": "GuT2e3YLT4Ez", | |
| "outputId": "1ecc7dd4-8328-42f4-8076-54d5dea45252" | |
| }, | |
| "execution_count": 9, | |
| "outputs": [ | |
| { | |
| "output_type": "stream", | |
| "name": "stderr", | |
| "text": [ | |
| "[*********************100%***********************] 1 of 1 completed\n", | |
| "[*********************100%***********************] 1 of 1 completed" | |
| ] | |
| }, | |
| { | |
| "output_type": "stream", | |
| "name": "stdout", | |
| "text": [ | |
| "===== TNX raw columns: =====\n", | |
| "[('Adj Close', '^TNX'), ('Close', '^TNX'), ('High', '^TNX'), ('Low', '^TNX'), ('Open', '^TNX'), ('Volume', '^TNX')]\n", | |
| "\n", | |
| "TNX raw .head():\n", | |
| "Price Adj Close Close High Low Open Volume\n", | |
| "Ticker ^TNX ^TNX ^TNX ^TNX ^TNX ^TNX\n", | |
| "Date \n", | |
| "2006-02-01 4.561 4.561 4.573 4.525 4.529 0\n", | |
| "2006-02-02 4.561 4.561 4.579 4.541 4.557 0\n", | |
| "2006-02-03 4.533 4.533 4.617 4.519 4.551 0\n", | |
| "2006-02-06 4.545 4.545 4.557 4.529 4.535 0\n", | |
| "2006-02-07 4.567 4.567 4.575 4.519 4.525 0\n", | |
| "\n", | |
| "\n", | |
| "===== DX-Y.NYB raw columns: =====\n", | |
| "[('Adj Close', 'DX-Y.NYB'), ('Close', 'DX-Y.NYB'), ('High', 'DX-Y.NYB'), ('Low', 'DX-Y.NYB'), ('Open', 'DX-Y.NYB'), ('Volume', 'DX-Y.NYB')]\n", | |
| "\n", | |
| "DX-Y.NYB raw .head():\n", | |
| "Price Adj Close Close High Low Open Volume\n", | |
| "Ticker DX-Y.NYB DX-Y.NYB DX-Y.NYB DX-Y.NYB DX-Y.NYB DX-Y.NYB\n", | |
| "Date \n", | |
| "2006-02-01 89.510002 89.510002 89.570000 88.839996 88.959999 0\n", | |
| "2006-02-02 89.370003 89.370003 89.739998 89.290001 89.489998 0\n", | |
| "2006-02-03 89.889999 89.889999 90.230003 89.300003 89.470001 0\n", | |
| "2006-02-06 90.290001 90.290001 90.419998 89.730003 89.860001 0\n", | |
| "2006-02-07 90.239998 90.239998 90.400002 89.900002 90.339996 0\n" | |
| ] | |
| }, | |
| { | |
| "output_type": "stream", | |
| "name": "stderr", | |
| "text": [ | |
| "\n" | |
| ] | |
| } | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "source": [ | |
| "# 3) Drop any NaNs and find each series’ first and last date\n", | |
| "tnx_nonnull = tnx_raw.dropna()\n", | |
| "dxy_nonnull = dxy_raw.dropna()\n", | |
| "\n", | |
| "tnx_start = tnx_nonnull.index.min().date()\n", | |
| "tnx_end = tnx_nonnull.index.max().date()\n", | |
| "\n", | |
| "dxy_start = dxy_nonnull.index.min().date()\n", | |
| "dxy_end = dxy_nonnull.index.max().date()\n", | |
| "\n", | |
| "# 4) Compute the overlapping window\n", | |
| "overlap_start = max(tnx_start, dxy_start)\n", | |
| "overlap_end = min(tnx_end, dxy_end)\n", | |
| "\n", | |
| "print(\"TNX is available from\", tnx_start, \"through\", tnx_end)\n", | |
| "print(\"DX-Y.NYB is available from\", dxy_start, \"through\", dxy_end)\n", | |
| "print(\"The overlapping period for both series is from\", overlap_start, \"to\", overlap_end)" | |
| ], | |
| "metadata": { | |
| "colab": { | |
| "base_uri": "https://localhost:8080/" | |
| }, | |
| "id": "OwJPUgsNVicV", | |
| "outputId": "5112f70c-00e2-4dca-96d1-5df4669bd2ff" | |
| }, | |
| "execution_count": 10, | |
| "outputs": [ | |
| { | |
| "output_type": "stream", | |
| "name": "stdout", | |
| "text": [ | |
| "TNX is available from 2006-02-01 through 2025-05-30\n", | |
| "DX-Y.NYB is available from 2006-02-01 through 2025-05-30\n", | |
| "The overlapping period for both series is from 2006-02-01 to 2025-05-30\n" | |
| ] | |
| } | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "source": [ | |
| "import pandas as pd\n", | |
| "import matplotlib.pyplot as plt\n", | |
| "\n", | |
| "# ─────────────────────────────────────────────────────────────────────────────\n", | |
| "# ASSUMPTION: You already have tnx_raw and dxy_raw loaded (each with a MultiIndex).\n", | |
| "# Example column structure for tnx_raw.columns: [(\"Adj Close\", \"^TNX\"), (\"Close\", \"^TNX\"), ...]\n", | |
| "# For dxy_raw.columns: [(\"Adj Close\", \"DX-Y.NYB\"), (\"Close\", \"DX-Y.NYB\"), ...]\n", | |
| "# ─────────────────────────────────────────────────────────────────────────────\n", | |
| "\n", | |
| "# 1) Extract the “Adj Close” series from each MultiIndexed DataFrame:\n", | |
| "# - For TNX: first grab tnx_raw[\"Adj Close\"] which is a DataFrame with column \"^TNX\",\n", | |
| "# then select [\"^TNX\"] to get a Series of numeric values.\n", | |
| "# - For DX-Y.NYB: same logic under dxy_raw.\n", | |
| "tnx_adj = tnx_raw[\"Adj Close\"][\"^TNX\"] # Series of values like 4.561, 4.561, ...\n", | |
| "dxy_adj = dxy_raw[\"Adj Close\"][\"DX-Y.NYB\"] # Series of values like 89.51, 89.37, ...\n", | |
| "\n", | |
| "# 2) Convert TNX into “percent” by dividing by 10, and rename both Series:\n", | |
| "tnx_pct = (tnx_adj / 10.0).rename(\"10Y Treasury Yield (%)\")\n", | |
| "dxy_idx = dxy_adj.rename(\"U.S. Dollar Index (DX-Y.NYB)\")\n", | |
| "\n", | |
| "# 3) Combine into a single DataFrame aligned on Date, dropping any NaNs:\n", | |
| "df = pd.concat([tnx_pct, dxy_idx], axis=1).dropna()\n", | |
| "\n", | |
| "# 4) Optional: inspect the first few rows to confirm\n", | |
| "print(df.head())\n", | |
| "# Expected output (approximate):\n", | |
| "# 10Y Treasury Yield (%) U.S. Dollar Index (DX-Y.NYB)\n", | |
| "# Date\n", | |
| "# 2006-02-01 0.4561 89.510002\n", | |
| "# 2006-02-02 0.4561 89.370003\n", | |
| "# 2006-02-03 0.4533 89.889999\n", | |
| "# 2006-02-06 0.4545 90.290001\n", | |
| "# 2006-02-07 0.4567 90.239998\n", | |
| "\n", | |
| "# 5) Plot both series on a single figure with two y-axes\n", | |
| "fig, ax1 = plt.subplots(figsize=(11, 6))\n", | |
| "\n", | |
| "# Left y-axis: 10Y Yield\n", | |
| "color = \"tab:blue\"\n", | |
| "ax1.set_xlabel(\"Date\")\n", | |
| "ax1.set_ylabel(\"10-Year Treasury Yield (%)\", color=color)\n", | |
| "ax1.plot(df.index, df[\"10Y Treasury Yield (%)\"], color=color, linewidth=1.5, label=\"10Y Yield\")\n", | |
| "ax1.tick_params(axis=\"y\", labelcolor=color)\n", | |
| "\n", | |
| "# Right y-axis: U.S. Dollar Index\n", | |
| "ax2 = ax1.twinx()\n", | |
| "color = \"tab:green\"\n", | |
| "ax2.set_ylabel(\"U.S. Dollar Index (DX-Y.NYB)\", color=color)\n", | |
| "ax2.plot(df.index, df[\"U.S. Dollar Index (DX-Y.NYB)\"], color=color, linewidth=1.5, label=\"DXY\")\n", | |
| "ax2.tick_params(axis=\"y\", labelcolor=color)\n", | |
| "\n", | |
| "# Final formatting\n", | |
| "plt.title(\"10-Year U.S. Treasury Yield vs. U.S. Dollar Index\\n(2006-02-01 through 2025-05-30)\")\n", | |
| "ax1.grid(which=\"both\", linestyle=\"--\", alpha=0.3)\n", | |
| "fig.autofmt_xdate(rotation=25)\n", | |
| "plt.tight_layout()\n", | |
| "plt.show()\n" | |
| ], | |
| "metadata": { | |
| "colab": { | |
| "base_uri": "https://localhost:8080/", | |
| "height": 732 | |
| }, | |
| "id": "Mz5liBAvXWfq", | |
| "outputId": "fdb309d5-cf24-4e72-93ea-2e9639a48e4a" | |
| }, | |
| "execution_count": 13, | |
| "outputs": [ | |
| { | |
| "output_type": "stream", | |
| "name": "stdout", | |
| "text": [ | |
| " 10Y Treasury Yield (%) U.S. Dollar Index (DX-Y.NYB)\n", | |
| "Date \n", | |
| "2006-02-01 0.4561 89.510002\n", | |
| "2006-02-02 0.4561 89.370003\n", | |
| "2006-02-03 0.4533 89.889999\n", | |
| "2006-02-06 0.4545 90.290001\n", | |
| "2006-02-07 0.4567 90.239998\n" | |
| ] | |
| }, | |
| { | |
| "output_type": "display_data", | |
| "data": { | |
| "text/plain": [ | |
| "<Figure size 1100x600 with 2 Axes>" | |
| ], | |
| "image/png": 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\n" | |
| }, | |
| "metadata": {} | |
| } | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "source": [ | |
| "import pandas as pd\n", | |
| "import matplotlib.pyplot as plt\n", | |
| "import numpy as np\n", | |
| "\n", | |
| "# ─────────────────────────────────────────────────────────────────────────────\n", | |
| "# ASSUMPTIONS:\n", | |
| "# • You already have tnx_raw and dxy_raw loaded from yfinance (MultiIndex).\n", | |
| "# • They each contain an “Adj Close” under ^TNX and DX-Y.NYB, respectively.\n", | |
| "# ─────────────────────────────────────────────────────────────────────────────\n", | |
| "\n", | |
| "# 1) Extract the “Adj Close” Series from each MultiIndexed DataFrame:\n", | |
| "tnx_adj = tnx_raw[\"Adj Close\"][\"^TNX\"] # Series of 10Y yield × 10\n", | |
| "dxy_adj = dxy_raw[\"Adj Close\"][\"DX-Y.NYB\"] # Series of DXY index\n", | |
| "\n", | |
| "# 2) Convert TNX into percent (divide by 10) and rename both Series:\n", | |
| "tnx_pct = (tnx_adj / 10.0).rename(\"10-Year U.S. Yield (%)\")\n", | |
| "dxy_idx = dxy_adj.rename(\"U.S. Dollar Index (DX-Y.NYB)\")\n", | |
| "\n", | |
| "# 3) Combine into single DataFrame aligned on Date; drop NaNs\n", | |
| "df = pd.concat([dxy_idx, tnx_pct], axis=1).dropna()\n", | |
| "\n", | |
| "# ─────────────────────────────────────────────────────────────────────────────\n", | |
| "# (A) FT‐STYLE CUSTOMIZATION\n", | |
| "# ─────────────────────────────────────────────────────────────────────────────\n", | |
| "\n", | |
| "plt.rcParams.update({\n", | |
| " \"figure.facecolor\": \"#FFF5E9\", # light beige background\n", | |
| " \"axes.facecolor\": \"#FFF5E9\",\n", | |
| " \"axes.edgecolor\": \"#666666\", # gray spines\n", | |
| " \"axes.grid\": False,\n", | |
| " \"font.family\": \"serif\",\n", | |
| " \"font.size\": 10,\n", | |
| " \"axes.titlesize\": 12,\n", | |
| " \"axes.titleweight\": \"normal\",\n", | |
| " \"axes.labelsize\": 10,\n", | |
| " \"xtick.color\": \"#333333\",\n", | |
| " \"ytick.color\": \"#333333\",\n", | |
| " \"xtick.labelsize\": 9,\n", | |
| " \"ytick.labelsize\": 9,\n", | |
| " \"lines.linewidth\": 1.5,\n", | |
| "})\n", | |
| "\n", | |
| "# 4) Create the figure and primary axis (for DXY, left y‐axis)\n", | |
| "fig, ax1 = plt.subplots(figsize=(9.5, 5.5), dpi=100)\n", | |
| "\n", | |
| "# Plot DXY in FT‐style red on the left axis\n", | |
| "red_color = \"#D62728\"\n", | |
| "ax1.plot(df.index, df[\"U.S. Dollar Index (DX-Y.NYB)\"], color=red_color, label=\"U.S. Dollar Index\", zorder=3)\n", | |
| "ax1.set_ylabel(\"U.S. Dollar Index\", color=red_color, labelpad=8)\n", | |
| "ax1.tick_params(axis=\"y\", labelcolor=red_color)\n", | |
| "\n", | |
| "# Limit y1‐axis roughly to min/max ±2%\n", | |
| "y1_min, y1_max = df[\"U.S. Dollar Index (DX-Y.NYB)\"].min()*0.98, df[\"U.S. Dollar Index (DX-Y.NYB)\"].max()*1.02\n", | |
| "ax1.set_ylim(y1_min, y1_max)\n", | |
| "\n", | |
| "# Hide top/right spines, keep left/bottom in gray\n", | |
| "for spine in [\"right\", \"top\"]:\n", | |
| " ax1.spines[spine].set_visible(False)\n", | |
| "ax1.spines[\"left\"].set_color(\"#666666\")\n", | |
| "ax1.spines[\"bottom\"].set_color(\"#666666\")\n", | |
| "\n", | |
| "# 5) Add the “Liberation day” vertical line at April 2, 2025\n", | |
| "#event_date = pd.to_datetime(\"2025-04-02\")\n", | |
| "#ax1.axvline(event_date, color=\"#666666\", linestyle=\"--\", linewidth=1)\n", | |
| "# Place the label just below the bottom of the left y‐axis (y1_min), slightly offset\n", | |
| "#ax1.text(\n", | |
| "# event_date,\n", | |
| "# y1_min - (y1_max - y1_min)*0.055,\n", | |
| "# \"“Liberation” day\",\n", | |
| "# rotation=90,\n", | |
| "# va=\"bottom\",\n", | |
| "# ha=\"right\",\n", | |
| "# fontsize=9,\n", | |
| "# color=\"#666666\"\n", | |
| "#)\n", | |
| "\n", | |
| "# 6) Create a secondary y‐axis (ax2) for the 10-year yield (right axis)\n", | |
| "ax2 = ax1.twinx()\n", | |
| "blue_color = \"#003366\"\n", | |
| "ax2.plot(df.index, df[\"10-Year U.S. Yield (%)\"], color=blue_color, label=\"10-Yr Yield\", zorder=3)\n", | |
| "ax2.set_ylabel(\"10-year U.S. Yield (%)\", color=blue_color, labelpad=8)\n", | |
| "ax2.tick_params(axis=\"y\", labelcolor=blue_color)\n", | |
| "\n", | |
| "# Limit y2‐axis roughly to min/max ±10%\n", | |
| "y2_min, y2_max = df[\"10-Year U.S. Yield (%)\"].min()*0.90, df[\"10-Year U.S. Yield (%)\"].max()*1.10\n", | |
| "ax2.set_ylim(y2_min, y2_max)\n", | |
| "\n", | |
| "# Keep right spine visible in gray\n", | |
| "ax2.spines[\"right\"].set_color(\"#666666\")\n", | |
| "\n", | |
| "# 7) X‐axis label\n", | |
| "ax1.set_xlabel(\"Date\", labelpad=8)\n", | |
| "ax1.set_xlim(df.index.min(), df.index.max())\n", | |
| "fig.autofmt_xdate(rotation=25)\n", | |
| "\n", | |
| "# 8) Draw horizontal reference lines for both axes\n", | |
| "# (4 lines each, equally spaced)\n", | |
| "for y in np.linspace(y1_min, y1_max, 4):\n", | |
| " ax1.axhline(y=y, color=\"#DDDDDD\", linewidth=0.7, zorder=0)\n", | |
| "for y in np.linspace(y2_min, y2_max, 4):\n", | |
| " ax2.axhline(y=y, color=\"#DDDDDD\", linestyle=\":\", linewidth=0.5, zorder=0)\n", | |
| "\n", | |
| "# 9) Title in FT style\n", | |
| "# “The ” (regular)\n", | |
| "# “The ” (regular)\n", | |
| "ax1.text(\n", | |
| " 0.048, 1.03,\n", | |
| " \"The \",\n", | |
| " transform=ax1.transAxes,\n", | |
| " fontsize=20,\n", | |
| " fontfamily=\"serif\",\n", | |
| " color=\"#333333\",\n", | |
| " va=\"bottom\",\n", | |
| " ha=\"left\",\n", | |
| ")\n", | |
| "\n", | |
| "# “dollar” (in red)\n", | |
| "ax1.text(\n", | |
| " 0.12, 1.03,\n", | |
| " \"dollar's\",\n", | |
| " transform=ax1.transAxes,\n", | |
| " fontsize=20,\n", | |
| " fontfamily=\"serif\",\n", | |
| " color=\"#D62728\",\n", | |
| " va=\"bottom\",\n", | |
| " ha=\"left\",\n", | |
| ")\n", | |
| "\n", | |
| "# “’s relationship with ” (regular)\n", | |
| "ax1.text(\n", | |
| " 0.255, 1.03,\n", | |
| " \"relationship with \",\n", | |
| " transform=ax1.transAxes,\n", | |
| " fontsize=20,\n", | |
| " fontfamily=\"serif\",\n", | |
| " color=\"#333333\",\n", | |
| " va=\"bottom\",\n", | |
| " ha=\"left\",\n", | |
| ")\n", | |
| "\n", | |
| "# “US yields” (in blue)\n", | |
| "ax1.text(\n", | |
| " 0.56, 1.03,\n", | |
| " \"US yields\",\n", | |
| " transform=ax1.transAxes,\n", | |
| " fontsize=20,\n", | |
| " fontfamily=\"serif\",\n", | |
| " color=\"#003366\",\n", | |
| " va=\"bottom\",\n", | |
| " ha=\"left\",\n", | |
| ")\n", | |
| "\n", | |
| "# “ over time” (regular)\n", | |
| "ax1.text(\n", | |
| " 0.725, 1.03,\n", | |
| " \" over time\",\n", | |
| " transform=ax1.transAxes,\n", | |
| " fontsize=20,\n", | |
| " fontfamily=\"serif\",\n", | |
| " color=\"#333333\",\n", | |
| " va=\"bottom\",\n", | |
| " ha=\"left\",\n", | |
| ")\n", | |
| "\n", | |
| "# Place a small footer at the bottom‐left of the figure (figure coordinates)\n", | |
| "fig.text(\n", | |
| " 0.01, # x = 1% from left\n", | |
| " 0.01, # y = 1% from bottom\n", | |
| " \"by @iamreddave data: yfinance\",\n", | |
| " fontsize=8,\n", | |
| " color=\"gray\",\n", | |
| " ha=\"left\",\n", | |
| " va=\"bottom\"\n", | |
| ")\n", | |
| "\n", | |
| "# after creating fig, ax1 (and before tight_layout)\n", | |
| "fig.subplots_adjust(top=0.88) # leave 12% of the figure height for the title\n", | |
| "# 10) Final layout\n", | |
| "plt.tight_layout()\n", | |
| "\n", | |
| "# Save to a high-resolution PNG file in the current directory:\n", | |
| "fig.savefig(\n", | |
| " \"dollar_yields.png\", # filename\n", | |
| " dpi=300, # 300 dots per inch for crisp quality\n", | |
| " bbox_inches=\"tight\", # trim any extra whitespace\n", | |
| " facecolor=fig.get_facecolor() # preserve the beige background\n", | |
| ")\n", | |
| "\n", | |
| "\n", | |
| "plt.show()\n" | |
| ], | |
| "metadata": { | |
| "colab": { | |
| "base_uri": "https://localhost:8080/", | |
| "height": 567 | |
| }, | |
| "id": "CTOIe3kqf3ll", | |
| "outputId": "73c51fad-f5d5-4650-e3af-1ae8792e25d4" | |
| }, | |
| "execution_count": 44, | |
| "outputs": [ | |
| { | |
| "output_type": "display_data", | |
| "data": { | |
| "text/plain": [ | |
| "<Figure size 950x550 with 2 Axes>" | |
| ], | |
| "image/png": 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\n" | |
| }, | |
| "metadata": {} | |
| } | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "source": [], | |
| "metadata": { | |
| "id": "GJRXkdECjyFe" | |
| }, | |
| "execution_count": null, | |
| "outputs": [] | |
| } | |
| ] | |
| } |
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