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IPython notebook that generates and serves static HTML export of itself with nbconvert

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staticHTML.ipynb
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{
"metadata": {
"name": "staticHTML"
},
"nbformat": 3,
"nbformat_minor": 0,
"worksheets": [
{
"cells": [
{
"cell_type": "heading",
"level": 1,
"metadata": {},
"source": [
"Static HTML export via nbconvert"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Clone nbconvert if we don't have it already"
]
},
{
"cell_type": "code",
"collapsed": false,
"input": [
"import os\n",
"if os.path.exists('nbconvert'):\n",
" print \"already have nbconvert\"\n",
"else:\n",
" print \"cloning nbconvert...\"\n",
" !git clone --quiet git://github.com/ipython/nbconvert"
],
"language": "python",
"metadata": {},
"outputs": [
{
"output_type": "stream",
"stream": "stdout",
"text": [
"already have nbconvert\n"
]
}
],
"prompt_number": 1
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"And do a simple plot, to show that figures work:"
]
},
{
"cell_type": "code",
"collapsed": false,
"input": [
"%pylab inline"
],
"language": "python",
"metadata": {},
"outputs": [
{
"output_type": "stream",
"stream": "stdout",
"text": [
"\n",
"Welcome to pylab, a matplotlib-based Python environment [backend: module://IPython.zmq.pylab.backend_inline].\n",
"For more information, type 'help(pylab)'.\n"
]
}
],
"prompt_number": 2
},
{
"cell_type": "code",
"collapsed": false,
"input": [
"x = linspace(-1,1)\n",
"plot(sin(10*x),x)\n",
"plot(x,sin(10*x))"
],
"language": "python",
"metadata": {},
"outputs": [
{
"output_type": "pyout",
"prompt_number": 3,
"text": [
"[<matplotlib.lines.Line2D at 0x104a81650>]"
]
},
{
"output_type": "display_data",
"png": 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9NnDwIHlCmJx073dxlcGJQejGdEiPTufaFAvEkE5LeCn837l6RAindKd49zvK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\nBlX8FAqFYmH8DxaVaOhA862PAAAAAElFTkSuQmCC\n"
}
],
"prompt_number": 3
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Trigger save via Javascript (this is totally unnecessary, but useful for 'run all')"
]
},
{
"cell_type": "code",
"collapsed": false,
"input": [
"from IPython.display import display, Javascript\n",
"display(Javascript(\"IPython.notebook.save_notebook()\"))"
],
"language": "python",
"metadata": {},
"outputs": [
{
"javascript": [
"IPython.notebook.save_notebook()"
],
"output_type": "display_data",
"text": [
"<IPython.core.display.Javascript at 0x104a956d0>"
]
}
],
"prompt_number": 4
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"And run nbconvert to generate the HTML notebook"
]
},
{
"cell_type": "code",
"collapsed": false,
"input": [
"!python nbconvert/nbconvert.py -f html \"staticHTML.ipynb\""
],
"language": "python",
"metadata": {},
"outputs": [],
"prompt_number": 5
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"And here is a link to the [static HTML render](files/staticHTML.html) of this notebook"
]
},
{
"cell_type": "code",
"collapsed": false,
"input": [],
"language": "python",
"metadata": {},
"outputs": [],
"prompt_number": 5
}
],
"metadata": {}
}
]
}

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