Skip to content

Instantly share code, notes, and snippets.

@jason-s
Last active August 29, 2015 14:13
Show Gist options
  • Save jason-s/271f74e721c6d163cc5c to your computer and use it in GitHub Desktop.
Save jason-s/271f74e721c6d163cc5c to your computer and use it in GitHub Desktop.
j
Display the source blob
Display the rendered blob
Raw
{
"metadata": {
"celltoolbar": "Slideshow",
"name": "",
"signature": "sha256:f2629dcd3ef7b6e634742fd89307a258c9cdc3bd57d74c1c6e68234d46d3ab70"
},
"nbformat": 3,
"nbformat_minor": 0,
"worksheets": [
{
"cells": [
{
"cell_type": "code",
"collapsed": false,
"input": [
"import numpy as np\n",
"import matplotlib.pyplot as plt\n",
"\n",
"t = np.arange(0,1,0.001)\n",
"plt.plot(t,t*t)"
],
"language": "python",
"metadata": {
"slideshow": {
"slide_type": "slide"
}
},
"outputs": [
{
"metadata": {},
"output_type": "pyout",
"prompt_number": 1,
"text": [
"[<matplotlib.lines.Line2D at 0xa870eb8>]"
]
},
{
"metadata": {},
"output_type": "display_data",
"png": "iVBORw0KGgoAAAANSUhEUgAAAXcAAAEACAYAAABI5zaHAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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\nSZIkSZIkSZIkSZIkSZIkSSoE/w9cIX2dBzkWeQAAAABJRU5ErkJggg==\n",
"text": [
"<matplotlib.figure.Figure at 0xa799860>"
]
}
],
"prompt_number": 1
},
{
"cell_type": "markdown",
"metadata": {
"slideshow": {
"slide_type": "slide"
}
},
"source": [
"Tada!"
]
},
{
"cell_type": "markdown",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"foo\n",
"bar"
]
},
{
"cell_type": "code",
"collapsed": false,
"input": [
"3 + 6"
],
"language": "python",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"outputs": [
{
"metadata": {},
"output_type": "pyout",
"prompt_number": 1,
"text": [
"9"
]
}
],
"prompt_number": 1
},
{
"cell_type": "markdown",
"metadata": {
"slideshow": {
"slide_type": "slide"
}
},
"source": [
"yay"
]
},
{
"cell_type": "markdown",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"thing1"
]
},
{
"cell_type": "markdown",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"thing2"
]
},
{
"cell_type": "markdown",
"metadata": {
"slideshow": {
"slide_type": "slide"
}
},
"source": [
"tweedledee"
]
},
{
"cell_type": "code",
"collapsed": false,
"input": [
"# tweedledum"
],
"language": "python",
"metadata": {},
"outputs": [],
"prompt_number": 5
},
{
"cell_type": "code",
"collapsed": false,
"input": [
"'whistle while you work'"
],
"language": "python",
"metadata": {
"slideshow": {
"slide_type": "slide"
}
},
"outputs": [
{
"metadata": {},
"output_type": "pyout",
"prompt_number": 6,
"text": [
"'whistle while you work'"
]
}
],
"prompt_number": 6
},
{
"cell_type": "code",
"collapsed": false,
"input": [
"'pow\\n'"
],
"language": "python",
"metadata": {
"slideshow": {
"slide_type": "slide"
}
},
"outputs": [
{
"metadata": {},
"output_type": "pyout",
"prompt_number": 7,
"text": [
"'pow\\n'"
]
}
],
"prompt_number": 7
},
{
"cell_type": "code",
"collapsed": false,
"input": [],
"language": "python",
"metadata": {},
"outputs": []
}
],
"metadata": {}
}
]
}
Sign up for free to join this conversation on GitHub. Already have an account? Sign in to comment