{ "metadata": { "name": "", "signature": "sha256:16dbf1191870d235be65800e4146b76c77118bb66575109c250a0cbce0e8e1ac" }, "nbformat": 3, "nbformat_minor": 0, "worksheets": [ { "cells": [ { "cell_type": "code", "collapsed": false, "input": [ "# Should pop up a GUI window\n", "%matplotlib\n", "import matplotlib.pyplot as plt\n", "plt.plot([1,2,3])" ], "language": "python", "metadata": {}, "outputs": [ { "output_type": "stream", "stream": "stdout", "text": [ "Using matplotlib backend: MacOSX\n" ] }, { "metadata": {}, "output_type": "pyout", "prompt_number": 1, "text": [ "[]" ] } ], "prompt_number": 1 }, { "cell_type": "code", "collapsed": false, "input": [ "# Should make an inline figure\n", "%matplotlib inline\n", "plt.plot([1,2,3])" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 2, "text": [ "[]" ] }, { "metadata": { "png": { "height": 379, "width": 600 } }, "output_type": "display_data", "png": 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xs6mZlr5RAN532QK+sL6O0jxPnpE080zqlSmZTGaA//ImXw8SicTdnIpYaybz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\nJtIBRTkxbllby4eurCDqpYOSJEmSJM0bRizNWEfbB9nR3MKJvjEA3ru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"text": [ "" ] } ], "prompt_number": 2 }, { "cell_type": "code", "collapsed": false, "input": [ "# New GUI window--should *NOT* have the visual settings of inline\n", "%matplotlib qt\n", "plt.plot([1,2,3])" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 3, "text": [ "[]" ] } ], "prompt_number": 3 } ], "metadata": {} } ] }