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@simonvc
Last active December 18, 2015 17:08
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This is an example of how a Ipython Notepad looks when used as a blog. To view this visit http://nbviewer.ipython.org/url/gist.github.com/simonvc/5815946/raw/8fc4842e523608ca51f37c8274f4016bc7ba58ad/gistfile1.txt
{
"metadata": {
"name": "plotrandomnumbers"
},
"nbformat": 3,
"nbformat_minor": 0,
"worksheets": [
{
"cells": [
{
"cell_type": "code",
"collapsed": false,
"input": "%pylab inline\n",
"language": "python",
"metadata": {},
"outputs": [
{
"output_type": "stream",
"stream": "stdout",
"text": "\nWelcome to pylab, a matplotlib-based Python environment [backend: module://IPython.zmq.pylab.backend_inline].\nFor more information, type 'help(pylab)'.\n"
}
],
"prompt_number": 1
},
{
"cell_type": "code",
"collapsed": false,
"input": "from random import randrange\n\nplot([randrange(0,100) for i in range(100)])",
"language": "python",
"metadata": {},
"outputs": [
{
"output_type": "pyout",
"prompt_number": 3,
"text": "[<matplotlib.lines.Line2D at 0x297d970>]"
},
{
"output_type": "display_data",
"png": 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7T1iBNgrGUTH78YxxADHGkRVooyR7E7MXTZilm+yjYhya7CdNIiZ3/LgYf5RC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\newXFm70o2SeJcACgoYFsH/5ADbuaYJN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}
],
"prompt_number": 3
}
],
"metadata": {}
}
]
}
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