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Learn more about bidirectional Unicode charactersOriginal file line number Diff line number Diff line change @@ -2,7 +2,7 @@ "cells": [ { "cell_type": "code", "execution_count": 1, "metadata": { "collapsed": true }, @@ -19,26 +19,26 @@ }, { "cell_type": "code", "execution_count": 2, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "<matplotlib.legend.Legend at 0x110d1c0d0>" ] }, "execution_count": 2, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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U3QEXLmfrvt0OL4epGmARaW8nLy1gt0NP0GV1Kdu2r9+H22XXPGC5ptbtSKQl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\nqRbyizl8mMnTw6JMSGZPqJbMhurLbcnseZ7ZFdEB1lo/DTx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"text/plain": [ "<matplotlib.figure.Figure at 0x110d1c110>" ] }, "metadata": {}, @@ -54,34 +54,25 @@ }, { "cell_type": "code", "execution_count": 3, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "(None, <matplotlib.legend.Legend at 0x110d1c0d0>)" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "ax_1.legend_, ax_2.legend_" ] } ], "metadata": { -
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Learn more about bidirectional Unicode charactersOriginal file line number Diff line number Diff line change @@ -0,0 +1,108 @@ { "cells": [ { "cell_type": "code", "execution_count": 6, "metadata": { "collapsed": true }, "outputs": [], "source": [ "import seaborn as sns\n", "import matplotlib.pyplot as plt\n", "import numpy as np\n", "\n", "%matplotlib inline\n", "\n", "data = np.random.normal(0, 0.1, 1000)" ] }, { "cell_type": "code", "execution_count": 17, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "<matplotlib.legend.Legend at 0x11506f450>" ] }, "execution_count": 17, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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NsbjWWAMtvKtqj7UQavGqyIpIw2nEmu3xGPR1hsnk50ll552OIzWgxlhca3wm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\neP38KKOjqS3fB7oZ36Mr5XC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hR3flTt8Z3emrCTXGsm6vnh/DBvq7NPJQLwzD4NjhLkpl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\n3/emhVPYfuA0u461890lY3PRZi68Xq/FlRrGu4D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"text/plain": [ "<matplotlib.figure.Figure at 0x115066ed0>" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig, (ax_1, ax_2) = plt.subplots(1, 2, figsize=(12, 5))\n", "sns.distplot(data, label=\"Normal Dist\", ax=ax_1)\n", "sns.distplot(data, label=\"Normal Dist\", ax=ax_2)\n", "ax_2.legend()" ] }, { "cell_type": "code", "execution_count": 22, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "(None, <matplotlib.legend.Legend at 0x11506f450>)" ] }, "execution_count": 22, "metadata": {}, "output_type": "execute_result" } ], "source": [ "ax_1.legend_, ax_2.legend_" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "collapsed": true }, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python 2", "language": "python", "name": "python2" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 2 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython2", "version": "2.7.9" } }, "nbformat": 4, "nbformat_minor": 0 } This file contains hidden or bidirectional Unicode text that may be interpreted or compiled differently than what appears below. 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