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@RutgerK
Created May 17, 2013 14:41
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{
"metadata": {
"name": "mpl_axes_subplots"
},
"nbformat": 3,
"nbformat_minor": 0,
"worksheets": [
{
"cells": [
{
"cell_type": "code",
"collapsed": false,
"input": "import string\nimport matplotlib\n#matplotlib.use('WX')\n\nimport matplotlib.pyplot as plt\nimport matplotlib.mlab as mlab\nimport numpy as np\nfrom itertools import izip,chain\n\n\nf,((ax1,ax2),(ax3,ax4)) = plt.subplots(2,2,sharex='col',sharey='row')\n\nax1.plot(range(10),2*np.arange(10))\nax2.plot(range(10),range(10))\nax3.plot(range(5),np.arange(5)*1000)\n#pyplot.yscale('log')\n#ax2.set_autoscaley_on(False)\n#ax2.set_ylim([0,10])\n\n\n#plt.show()",
"language": "python",
"metadata": {},
"outputs": [
{
"output_type": "pyout",
"prompt_number": 1,
"text": "[<matplotlib.lines.Line2D at 0x40221d0>]"
},
{
"output_type": "display_data",
"png": 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Tpk3Dtm3bWgR81upJrRjkydVk26WzZcsWfPnll/joo48AABs2bMChQ4eQmpp6azIufAoW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\n0oj/B/ez/EbxU8VrAAAAAElFTkSuQmCC\n"
}
],
"prompt_number": 1
},
{
"cell_type": "code",
"collapsed": false,
"input": "",
"language": "python",
"metadata": {},
"outputs": []
}
],
"metadata": {}
}
]
}
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